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</div><h2>SL Paper 1</h2><div class="question">
<p class="p1">Two objects undergo an inelastic collision. Which of the following is correct in respect of both the conservation of momentum and the conservation of total energy of the system?</p>
<p class="p1"><img src="images/Schermafbeelding_2016-11-08_om_07.47.54.png" alt="M10/4/PHYSI/SPM/ENG/TZ1/07"></p>
</div>
<br><hr><br><div class="question">
<p class="p1">A gas atom strikes a wall with speed \(v\) at an angle \(\theta \) to the normal to the wall. The atom rebounds at the same speed \(v\) and angle \(\theta \).</p>
<p class="p1" style="text-align: center;"><img src="images/Schermafbeelding_2016-11-08_om_17.25.56.png" alt="N10/4/PHYSI/SPM/ENG/TZ0/08"></p>
<p class="p1">Which of the following gives the magnitude of the momentum change of the gas atom?</p>
<p class="p1">A. <span class="Apple-converted-space"> </span>zero</p>
<p class="p1">B. <span class="Apple-converted-space"> </span>\(2mv\sin \theta \)</p>
<p class="p1">C. <span class="Apple-converted-space"> </span>\(2mv\)</p>
<p class="p1">D. <span class="Apple-converted-space"> </span>\(2mv\cos \theta \)</p>
</div>
<br><hr><br><div class="question">
<p>The initial kinetic energy of a block moving on a horizontal floor is 48 J. A constant frictional force acts on the block bringing it to rest over a distance of 2 m. What is the frictional force on the block?</p>
<p>A. 24 N</p>
<p>B. 48 N</p>
<p>C. 96 N</p>
<p>D. 192 N</p>
</div>
<br><hr><br><div class="question">
<p class="p1">Objects \(A\) and \(B\) collide together. They end up joined together and stationary. During the collision, a force \( + F\) is exerted on object \(A\) by object \(B\). According to Newton’s third law, there will also be a force of</p>
<p class="p1">A. <span class="Apple-converted-space"> </span>\( - F\) acting on object \(B\).</p>
<p class="p1">B. <span class="Apple-converted-space"> </span>\( - F\) acting on object \(A\).</p>
<p class="p1">C. <span class="Apple-converted-space"> </span>\( + F\) acting on object \(B\).</p>
<p class="p1">D. <span class="Apple-converted-space"> </span>\( + F\) acting on object \(A\).</p>
</div>
<br><hr><br><div class="question">
<p>An object falls from rest from a height <em>h </em>close to the surface of the Moon. The Moon has no atmosphere.</p>
<p>When the object has fallen to height \(\frac{h}{4}\) above the surface, what is</p>
<p> \(\frac{{{\text{kinetic energy of the object at }}\frac{h}{4}}}{{{\text{gravitational potential energy of the object at }}h}}\)?</p>
<p>A. \(\frac{3}{4}\)</p>
<p>B. \(\frac{4}{3}\)</p>
<p>C. \(\frac{9}{16}\)</p>
<p>D. \(\frac{16}{9}\)</p>
</div>
<br><hr><br><div class="question">
<p>A car travelling at a constant velocity covers a distance of 100 m in 5.0 s. The thrust of the engine is 1.5 kN. What is the power of the car?</p>
<p>A. 0.75 kW<br>B. 3.0 kW<br>C. 7.5 kW<br>D. 30 kW</p>
</div>
<br><hr><br><div class="question">
<p class="p1">An object is at rest at time \(t = 0\). The variation with \(t\) of the acceleration \(a\) of the object is shown from \(t = 0\) to \(t = 20{\text{ s}}\).</p>
<p class="p1" style="text-align: center;"><img src="images/Schermafbeelding_2016-08-30_om_10.13.18.png" alt="N15/4/PHYSI/SPM/ENG/TZ0/03"></p>
<p class="p1">What is the speed of the object when \(t = 15{\text{ s}}\)?</p>
<p class="p1">A. <span class="Apple-converted-space"> </span>\({\text{25 m}}\,{{\text{s}}^{ - 1}}\)</p>
<p class="p1">B. <span class="Apple-converted-space"> </span>\({\text{50 m}}\,{{\text{s}}^{ - 1}}\)</p>
<p class="p1">C. <span class="Apple-converted-space"> </span>\({\text{75 m}}\,{{\text{s}}^{ - 1}}\)</p>
<p class="p1">D. <span class="Apple-converted-space"> </span>\({\text{100 m}}\,{{\text{s}}^{ - 1}}\)</p>
</div>
<br><hr><br><div class="question">
<p>A boy runs along a straight horizontal track. The graph shows how his speed <em>v </em>varies with time <em>t</em>.</p>
<p> <img src="images/Schermafbeelding_2018-08-12_om_09.15.54.png" alt="M18/4/PHYSI/SPM/ENG/TZ2/07_01"></p>
<p>After 15 s the boy has run 50 m. What is his instantaneous speed and his average speed when <em>t </em>= 15 s?</p>
<p><img src="images/Schermafbeelding_2018-08-12_om_09.16.57.png" alt="M18/4/PHYSI/SPM/ENG/TZ2/07_02"></p>
</div>
<br><hr><br><div class="question">
<p>A graph shows the variation of force acting on an object moving in a straight line with distance moved by the object. Which area represents the work done on the object during its motion from P to Q?</p>
<p style="text-align: center;"><img src="data:image/png;base64,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"></p>
<p style="text-align: left;">A. X<br>B. Y<br>C. Y + Z<br>D. X + Y + Z</p>
</div>
<br><hr><br><div class="question">
<p>Two objects <em>m</em><sub>1</sub> and <em>m</em><sub>2</sub> approach each other along a straight line with speeds <em>v</em><sub>1</sub> and <em>v</em><sub>2</sub> as shown. The objects collide and stick together.</p>
<p style="text-align: center;"><img src="data:image/png;base64,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" alt></p>
<p>What is the total change of linear momentum of the objects as a result of the collision? </p>
<p>A. <em>m</em><sub>1</sub><em>v</em><sub>1</sub> + <em>m</em><sub>2</sub><em>v</em><sub>2<br></sub>B. <em>m</em><sub>1</sub><em>v</em><sub>1</sub> – <em>m</em><sub>2</sub><em>v</em><sub>2</sub> <br>C. <em>m</em><sub>2</sub><em>v</em><sub>2</sub> – <em>m</em><sub>1</sub><em>v</em><sub>1</sub> <br>D. zero</p>
</div>
<br><hr><br><div class="question">
<p class="p1">Two balls of different mass are dropped from the top of a tall building one after the other. The distance between the balls</p>
<p class="p1">A. increases with time.</p>
<p class="p1">B. depends on the initial velocity only.</p>
<p class="p1">C. remains constant.</p>
<p class="p1">D. depends on the mass of the balls.</p>
</div>
<br><hr><br><div class="question">
<p>Which of the following is a condition for an object to be in translational equilibrium?</p>
<p>A. The object must be moving at constant speed.</p>
<p>B. The velocity of the object in any direction must be zero.</p>
<p>C. The forces acting horizontally on the object must equal the forces acting vertically on the object.</p>
<p>D. The resultant force acting on the object must be zero.</p>
</div>
<br><hr><br><div class="question">
<p>A projectile is fired horizontally from the top of a cliff. The projectile hits the ground 4 s later at a distance of 2 km from the base of the cliff. What is the height of the cliff?</p>
<p>A. 40 m</p>
<p>B. 80 m</p>
<p>C. 120 m</p>
<p>D. 160 m</p>
</div>
<br><hr><br><div class="question">
<p>The momentum of a particle stays constant provided that</p>
<p>A. it moves in a circle with constant speed.<br>B. its acceleration is uniform.<br>C. the net internal force acting on it is zero.<br>D. the net external force acting on it is zero.</p>
</div>
<br><hr><br><div class="question">
<p class="p1">The diagram shows a girl attempting (but failing) to lift a heavy suitcase of weight \(W\)<em>. </em>The magnitude of the vertical upwards pull of the girl on the suitcase is \(P\) and the magnitude of the vertical reaction of the floor on the suitcase is \(R\).</p>
<p class="p1" style="text-align: center;"><img src="images/Schermafbeelding_2016-11-07_om_17.56.20.png" alt="M09/4/PHYSI/SPM/ENG/TZ1/05"></p>
<p class="p1">Which equation correctly relates \(W\), \(P\) and \(R\)?</p>
<p class="p1">A. <span class="Apple-converted-space"> </span>\(W = P + R\)</p>
<p class="p1">B. <span class="Apple-converted-space"> </span>\(W > P + R\)</p>
<p class="p1">C. <span class="Apple-converted-space"> </span>\(W < P + R\)</p>
<p class="p1">D. <span class="Apple-converted-space"> </span>\(W = P = R\)</p>
</div>
<br><hr><br><div class="question">
<p>A net force acts on a body. Which characteristic of the body will definitely change?</p>
<p>A. Speed</p>
<p>B. Momentum</p>
<p>C. Kinetic energy</p>
<p>D. Direction of motion</p>
</div>
<br><hr><br><div class="question">
<p>A stone is thrown vertically upwards from the surface of Earth. Which of the following quantities will <strong>not</strong> become zero while the stone is in the air?</p>
<p>A. Speed<br>B. Velocity<br>C. Momentum<br>D. Acceleration</p>
</div>
<br><hr><br><div class="question">
<p class="p1">A railway engine of mass <em>m </em>moves along a horizontal track with uniform speed \(v\). The total resistive force acting on the engine is \(F\).</p>
<p class="p2" style="text-align: center;"><img src="images/Schermafbeelding_2016-11-08_om_17.21.40.png" alt="N10/4/PHYSI/SPM/ENG/TZ0/06"></p>
<p class="p1">Which of the following is the power of the engine?</p>
<p class="p1">A. <span class="Apple-converted-space"> </span>\(\frac{F}{{mv}}\)</p>
<p class="p1">B. <span class="Apple-converted-space"> </span>\(Fv\)</p>
<p class="p1">C. <span class="Apple-converted-space"> </span>\(\frac{{mv}}{F}\)</p>
<p class="p1">D. <span class="Apple-converted-space"> </span>\(\frac{v}{F}\)</p>
</div>
<br><hr><br><div class="question">
<p>A ball of mass 0.40 kg travels horizontally and strikes a vertical wall with a speed of 5.0 ms<sup>–1</sup>. It rebounds horizontally with a speed of 3.0 ms<sup>–1</sup>. The ball is in contact with the wall for a time of 0.20 s.</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 average magnitude of the force exerted by the ball on the wall?</p>
<p><br>A. 0.16 N<br>B. 0.64 N<br>C. 4 N<br>D. 16 N</p>
</div>
<br><hr><br><div class="question">
<p>An object is projected vertically upwards at time <em>t </em>= 0. Air resistance is negligible. The object passes the same point above its starting position at times 2 s and 8 s.</p>
<p>If g = 10 m s<sup>–2</sup>, what is the initial speed of the object?</p>
<p>A. 50</p>
<p>B. 30</p>
<p>C. 25</p>
<p>D. 4<span class="Apple-converted-space"> </span></p>
</div>
<br><hr><br><div class="question">
<p class="p1">Which of the following is proportional to the net external force acting on a body?</p>
<p class="p1">A. Speed</p>
<p class="p1">B. Velocity</p>
<p class="p1">C. Rate of change of speed</p>
<p class="p1">D. Rate of change of velocity</p>
</div>
<br><hr><br><div class="question">
<p>Which statement applies to an object in translational equilibrium?</p>
<p>A. The object must be stationary.</p>
<p>B. The object must be moving with constant acceleration.</p>
<p>C. The resultant force acting on the object must be zero.</p>
<p>D. There must be no external forces acting on the object.</p>
</div>
<br><hr><br><div class="question">
<p class="p1">A lift (elevator) is operated by an electric motor. It moves between the \({\text{1}}{{\text{0}}^{{\text{th}}}}\) floor and the \({{\text{2}}^{{\text{nd}}}}\) floor at a constant speed. One main energy transformation during this journey is</p>
<p class="p1">A. <span class="Apple-converted-space"> </span>gravitational potential energy \( \to \) kinetic energy.</p>
<p class="p1">B. <span class="Apple-converted-space"> </span>electrical energy \( \to \) kinetic energy.</p>
<p class="p1">C. <span class="Apple-converted-space"> </span>kinetic energy \( \to \) thermal energy.</p>
<p class="p1">D. <span class="Apple-converted-space"> </span>electrical energy \( \to \) thermal energy.</p>
</div>
<br><hr><br><div class="question">
<p>Child X throws a ball to child Y. The system consists of the ball, the children and the Earth. What is true for the system when the ball has been caught by Y?</p>
<p> <img src="images/Schermafbeelding_2018-08-10_om_15.54.06.png" alt="M18/4/PHYSI/SPM/ENG/TZ1/06"></p>
<p> </p>
<p>A. The momentum of child Y is equal and opposite to the momentum of child X.</p>
<p>B. The speed of rotation of the Earth will have changed.</p>
<p>C. The ball has no net momentum while it is in the air.</p>
<p>D. The total momentum of the system has not changed.</p>
</div>
<br><hr><br><div class="question">
<p class="p1">The graph shows how the displacement \(d\) of an object varies with time \(t\). The tangent to the curve at time \({t_1}\) is also shown.</p>
<p class="p2" style="text-align: center;"><img src="images/Schermafbeelding_2016-11-08_om_16.02.01.png" alt="N10/4/PHYSI/SPM/ENG/TZ0/04"></p>
<p class="p1">Which of the following gives the speed of the object at point P?</p>
<p class="p1">A. <span class="Apple-converted-space"> </span>the gradient at P</p>
<p class="p1">B. <span class="Apple-converted-space"> </span>the shaded area</p>
<p class="p1">C. <span class="Apple-converted-space"> </span>\(\frac{1}{{{\text{gradient at P}}}}\)</p>
<p class="p1">D. <span class="Apple-converted-space"> </span>\(\frac{{{d_1}}}{{{t_1}}}\)</p>
</div>
<br><hr><br><div class="question">
<p>An object, initially at rest, travels a distance <em>d</em> in a time <em>t</em> at a constant acceleration. What is the time taken for the object to travel 16<em>d</em> from rest at the same acceleration?</p>
<p><br>A. 16<em>t</em></p>
<p>B. 8<em>t</em></p>
<p>C. 4<em>t</em></p>
<p>D. 2<em>t</em></p>
</div>
<br><hr><br><div class="question">
<p>Which of the following is an elastic collision?</p>
<p>A. Two railway trucks collide and they link together.</p>
<p>B. Two railway trucks collide and they do not link together.</p>
<p>C. Two gas molecules collide and each changes direction.</p>
<p>D. Two gas molecules collide and a bond is formed between them.</p>
</div>
<br><hr><br><div class="question">
<p>An egg dropped on the floor is likely to break. However, when it is wrapped in a cloth it is less likely to break. This is because the cloth</p>
<p>A. increases the time for which the force of the ground acts on the egg.<br>B. reduces the momentum of the egg.<br>C. reduces the change of momentum of the egg.<br>D. reduces the impulse acting on the egg.</p>
</div>
<br><hr><br><div class="question">
<p class="p1">The graph is a speed versus time graph for an object that is moving in a straight line.</p>
<p class="p1" style="text-align: center;"><img src="images/Schermafbeelding_2016-11-07_om_17.53.02.png" alt="M09/4/PHYSI/SPM/ENG/TZ1/04"></p>
<p class="p1">The distance travelled by the object during the first 4.0 seconds is</p>
<p class="p1">A. 80 m.</p>
<p class="p1">B. 40 m.</p>
<p class="p1">C. 20 m.</p>
<p class="p1">D. 5 m.</p>
</div>
<br><hr><br><div class="question">
<p>An object of mass <em>m</em><sub>1</sub> has a kinetic energy <em>E</em><sub>1</sub>. Another object has a mass <em>m</em><sub>2</sub> and kinetic energy <em>E</em><sub>2</sub>. The objects have the same momentum. What is the ratio \(\frac{{{E_1}}}{{{E_2}}}\)?</p>
<p>A. 1</p>
<p>B. \(\sqrt {\frac{{{m_2}}}{{{m_1}}}} \)</p>
<p>C. \(\frac{{{m_2}}}{{{m_1}}}\)</p>
<p>D. \({\left( {\frac{{{m_2}}}{{{m_1}}}} \right)^2}\)</p>
</div>
<br><hr><br><div class="question">
<p>The graph shows the variation with time <em>t </em>of the force <em>F </em>acting on an object of mass 15 000 kg.</p>
<p>The object is at rest at <em>t </em>= 0.</p>
<p><img src="images/Schermafbeelding_2018-08-12_om_09.09.53.png" alt="M18/4/PHYSI/SPM/ENG/TZ2/05"></p>
<p>What is the speed of the object when <em>t </em>= 30 s?</p>
<p>A. 0.18 m s<sup>–1</sup></p>
<p>B. 6 m s<sup>–1</sup></p>
<p>C. 12 m s<sup>–1</sup></p>
<p>D. 180 m s<sup>–1</sup></p>
</div>
<br><hr><br><div class="question">
<p>A constant force of 12 N is applied for 3.0 s to a body initially at rest. The final velocity of the body is 6.0m s<sup>–1</sup>. What is the mass of the body?</p>
<p>A. 1.5 kg<br>B. 6.0 kg<br>C. 24 kg<br>D. 36 kg</p>
</div>
<br><hr><br><div class="question">
<p>A block of mass <em>m</em> is moving at constant velocity <em>v</em> along a frictionless surface that is height <em>h</em> above the ground.</p>
<p style="text-align: left;"><img src="data:image/png;base64,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" alt></p>
<p style="text-align: left;">Which expression gives the work necessary to maintain the constant velocity?</p>
<p style="text-align: left;">A. <em>mgh</em></p>
<p style="text-align: left;">B. \(\frac{1}{2}\)<em>mv</em><sup>2</sup></p>
<p style="text-align: left;">C. <em>mgh+</em>\(\frac{1}{2}\)<em>mv</em><sup>2</sup></p>
<p style="text-align: left;">D. zero</p>
</div>
<br><hr><br><div class="question">
<p class="p1">A vehicle is driven up a hill at constant speed. Which of the following best describes the energy changes involved?</p>
<p class="p1">A. Chemical energy is converted into gravitational potential energy.</p>
<p class="p1">B. Chemical energy is converted into gravitational potential energy, sound and thermal energy.</p>
<p class="p1">C. Gravitational potential energy is converted into chemical energy.</p>
<p class="p1">D. Gravitational potential energy is converted into chemical energy, sound and thermal energy.</p>
</div>
<br><hr><br><div class="question">
<p>Each side of a metal cube is measured to be 2.0 cm ± 0.20 cm. What is the absolute uncertainty in the calculated volume of the cube?</p>
<p>A. ± 0.08 cm<sup>3</sup><br>B. ± 0.60 cm<sup>3</sup><br>C. ± 0.80 cm<sup>3</sup><br>D. ± 2.4 cm<sup>3</sup></p>
</div>
<br><hr><br><div class="question">
<p class="p1">A rubber ball, travelling in a horizontal direction, strikes a vertical wall. It rebounds at right angles to the wall. The graph below illustrates the variation of the ball’s momentum \(p\)<em> </em>with time \(t\)<em> </em>when the ball is in contact with the wall.</p>
<p class="p1" style="text-align: center;"><img src="images/Schermafbeelding_2016-11-08_om_11.06.46.png" alt="N09/4/PHYSI/SPM/ENG/TZ0/08"></p>
<p class="p1">Which of the following statements is true?</p>
<p class="p1">A. The shaded area is equal to the force exerted by the wall on the ball.</p>
<p class="p1">B. The shaded area is equal to the force exerted by the ball on the wall.</p>
<p class="p1">C. The gradient is equal to the force exerted by the wall on the ball.</p>
<p class="p1">D. The gradient is equal to the force exerted by the ball on the wall.</p>
</div>
<br><hr><br><div class="question">
<p>Two balls X and Y with the same diameter are fired horizontally with the same initial momentum from the same height above the ground. The mass of X is greater than the mass of Y. Air resistance is negligible.</p>
<p>What is correct about the horizontal distances travelled by X and Y and the times taken by X and Y to reach the ground?</p>
<p><img src="images/Schermafbeelding_2018-08-12_om_09.22.08.png" alt="M18/4/PHYSI/SPM/ENG/TZ2/09"></p>
</div>
<br><hr><br><div class="question">
<p class="p1">The time taken for a stone dropped from rest to fall vertically through 16 m is 2.0 s. Based on these measurements, what is the best estimate for the acceleration of free fall?</p>
<p class="p1">A. <span class="Apple-converted-space"> </span>\(4.0{\text{ m}}\,{{\text{s}}^{ - 2}}\)</p>
<p class="p1">B. <span class="Apple-converted-space"> </span>\(8.0{\text{ m}}\,{{\text{s}}^{ - 2}}\)</p>
<p class="p1">C. <span class="Apple-converted-space"> </span>\(9.8{\text{ m}}\,{{\text{s}}^{ - 2}}\)</p>
<p class="p1">D. <span class="Apple-converted-space"> </span>\(10{\text{ m}}\,{{\text{s}}^{ - 2}}\)</p>
</div>
<br><hr><br><div class="question">
<p>Two identical spheres, each of mass <em>m</em> and speed <em>v</em>, travel towards each other on a frictionless surface in a vacuum.<br><img src="images/Screen_Shot_2016-08-01_at_1.17.49_PM.png" alt><br>The spheres undergo a head-on elastic collision.</p>
<p>Which statement correctly describes the spheres after the collision?</p>
<p>A. The total momentum of the spheres is 2<em>mv</em>.</p>
<p>B. Each sphere has zero momentum.</p>
<p>C. The total kinetic energy of the spheres is <em>mv</em><sup>2</sup>.</p>
<p>D. Each sphere has zero kinetic energy.</p>
</div>
<br><hr><br><div class="question">
<p>A force which increases uniformly from 0 to a maximum value of <em>F</em> is applied to an object. The object does not move until the force exceeds 0.5<em>F</em>. As the force increases from 0.5<em>F</em> to <em>F</em> the object moves a distance <em>x</em> in the direction of the force. What is the work done by this force?</p>
<p>A. 0.25<em>Fx</em><br>B. 0.5<em>Fx</em><br>C. 0.75<em>Fx</em><br>D. <em>Fx</em></p>
</div>
<br><hr><br><div class="question">
<p>A student makes three statements about situations in which no work is done on an object.</p>
<p style="padding-left: 30px;">I. The object is moving with uniform circular motion.<br>II. A force is applied to the object in the direction of its velocity.<br>III. A force is applied to the object in a direction opposite to its motion.</p>
<p>Which of the above statements is/are correct?</p>
<p>A. I only<br>B. I and II only<br>C. I and III only<br>D. III only.</p>
</div>
<br><hr><br><div class="question">
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<p>Which of the following is the condition for a body to be in translational equilibrium?</p>
<ol style="list-style-type: upper-alpha;">
<li>
<p>The resultant force on the body in any direction is zero.</p>
</li>
<li>
<p>The velocity of the body in any direction is zero.</p>
</li>
<li>
<p>No external force is acting on the body.</p>
</li>
<li>
<p>No work is done on the body.</p>
</li>
</ol>
</div>
</div>
</div>
</div>
</div>
</div>
</div>
</div>
</div>
</div>
</div>
</div>
</div>
</div>
</div>
</div>
</div>
<br><hr><br><div class="question">
<p>An ice-hockey puck is slid along ice in a straight line. The puck travels at a steady speed of 20 ms<sup>–1</sup> and experiences no frictional force. How far does the puck travel in 2.5 s?</p>
<p>A. 5 m<br>B. 8 m<br>C. 25 m<br>D. 50 m</p>
</div>
<br><hr><br><div class="question">
<p>An object is released from rest in the gravitational field of the Earth. Air resistance is negligible. How far does the object move during the fourth second of its motion?</p>
<p>A. 15 m<br>B. 25 m<br>C. 35 m<br>D. 45 m</p>
<p> </p>
</div>
<br><hr><br><div class="question">
<p>A ball of mass <em>m</em> travels horizontally with speed <em>v</em> before colliding with a vertical wall. The ball rebounds at speed <em>v</em> in a direction opposite to its initial direction. What is the magnitude of the change in momentum of the ball?</p>
<p>A. 0</p>
<p>B. \(\frac{{mv}}{2}\)</p>
<p>C. <em>mv</em></p>
<p>D. 2 <em>mv</em></p>
</div>
<br><hr><br><div class="question">
<p>An object is released from a stationary hot air balloon at height <em>h</em> above the ground.</p>
<p>An identical object is released at height<em> h</em> above the ground from another balloon that is rising at constant speed. Air resistance is negligible. What does <strong>not</strong> increase for the object released from the rising balloon?</p>
<p>A. The distance through which it falls</p>
<p>B. The time taken for it to reach the ground</p>
<p>C. The speed with which it reaches the ground</p>
<p>D. Its acceleration</p>
</div>
<br><hr><br><div class="question">
<p>A box is accelerated to the right across rough ground by a horizontal force <em>F</em><sub>a</sub>. The force of friction is <em>F</em><sub>f</sub>. The weight of the box is <em>F</em><sub>g</sub> and the normal reaction is <em>F</em><sub>n</sub>. Which is the free-body diagram for this situation?</p>
<p><img src="images/Schermafbeelding_2018-08-12_om_09.07.56.png" alt="M18/4/PHYSI/SPM/ENG/TZ2/04"></p>
</div>
<br><hr><br><div class="question">
<p class="p1">Which of the following is a correct statement of Newton’s second law of motion?</p>
<p class="p1">A. A force acting on a body is proportional to the mass of the body.</p>
<p class="p1">B. The rate of change of momentum of a body is equal to the net external force acting on the body.</p>
<p class="p1">C. The momentum of a body is proportional to the net external force acting on the body.</p>
<p class="p1">D. A force acting on a body is proportional to the acceleration of the body.</p>
</div>
<br><hr><br><div class="question">
<p>A ball is tossed vertically upwards with a speed of 5.0 m s<sup>–1</sup>. After how many seconds will the ball return to its initial position?</p>
<p>A. 0.50 s</p>
<p>B. 1.0 s</p>
<p>C. 1.5 s</p>
<p>D. 2.0 s</p>
</div>
<br><hr><br><div class="question">
<p>Three coplanar forces of 5 N, 6 N and 7 N act on an object. Which force could <strong>not</strong> be the resultant of these three forces?</p>
<p>A. 0 N<br>B. 11 N<br>C. 13 N<br>D. 19 N</p>
</div>
<br><hr><br><div class="question">
<p>A motor of input power 160 W raises a mass of 8.0 kg vertically at a constant speed of 0.50 m s<sup>–1</sup>.</p>
<p>What is the efficiency of the system?</p>
<p>A. 0.63%</p>
<p>B. 25%</p>
<p>C. 50%</p>
<p>D. 100%</p>
</div>
<br><hr><br><div class="question">
<p>A cart of mass 4.0 kg is being pulled with a force of 24 N. The cart accelerates at 3.0m s<sup>–2</sup>. What is the net force on the cart?</p>
<p>A. 6.0 N<br>B. 8.0 N<br>C. 12 N <br>D. 24 N</p>
</div>
<br><hr><br><div class="question">
<p>In an inelastic collision</p>
<p>A. momentum and kinetic energy are both conserved.<br>B. momentum is conserved but kinetic energy is not.<br>C. kinetic energy is conserved but momentum is not.<br>D. neither momentum nor kinetic energy are conserved.</p>
</div>
<br><hr><br><div class="question">
<p>Two boxes in contact are pushed along a floor with a force <em>F</em>. The boxes move at a constant speed. Box X has a mass <em>m</em> and box Y has a mass 2<em>m</em>.</p>
<p style="text-align: center;"><img src="data:image/png;base64,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"></p>
<p style="text-align: left;">What is the resultant force acting on Y?<br>A. 0<br>B. \(\frac{F}{2}\)<br>C. <em>F</em><br>D. 2<em>F</em></p>
</div>
<br><hr><br><div class="question">
<p class="p1">The graph shows how the velocity of a particle varies with time.</p>
<p class="p1" style="text-align: center;"><img src="images/Schermafbeelding_2016-11-08_om_10.41.08.png" alt="N09/4/PHYSI/SPM/ENG/TZ0/04_1"></p>
<p class="p1">Which of the following graphs correctly shows how the acceleration of the particle varies with time?</p>
<p class="p1"><img src="images/Schermafbeelding_2016-11-08_om_10.42.03.png" alt="N09/4/PHYSI/SPM/ENG/TZ0/04_2"></p>
</div>
<br><hr><br><div class="question">
<p>The net force on a body is <em>F</em>. The impulse of <em>F</em> is equal to the</p>
<p>A. change in momentum of the body.<br>B. rate of change of momentum of the body.<br>C. change of kinetic energy of the body.<br>D. change of total energy of the body.</p>
</div>
<br><hr><br><div class="question">
<p>A skydiver of mass 80 kg falls vertically with a constant speed of 50 m s<sup>−1</sup>. The upward force acting on the skydiver is approximately</p>
<p>A. 0 N.<br>B. 80 N.<br>C. 800 N.<br>D. 4000 N.</p>
</div>
<br><hr><br><div class="question">
<p>The efficiency of an electric motor is 20 %. When lifting a body 500 J of energy are wasted. What is the useful work done by the motor?</p>
<p>A. 100 J</p>
<p>B. 125 J</p>
<p>C. 250 J</p>
<p>D. 400 J</p>
</div>
<br><hr><br><div class="question">
<div class="page" title="Page 3">
<div class="layoutArea">
<div class="column">
<div class="page" title="Page 4">
<div class="layoutArea">
<div class="column">
<div class="page" title="Page 4">
<div class="layoutArea">
<div class="column">A spring of negligible mass and length <em>l</em><sub>0</sub> hangs from a fixed point. When a mass <em>m</em> is attached to the free end of the spring, the length of the spring increases to <em>l</em>. The tension in the spring is equal to <em>k</em>∆<em>x</em>, where <em>k</em> is a constant and ∆<em>x</em> is the extension of the spring. What is <em>k</em>?</div>
<div class="column"> </div>
<div class="column">A. \(\frac{{mg}}{{{l_0}}}\)</div>
<div class="column"> </div>
<div class="column">B. \(\frac{{mg}}{l}\)</div>
<div class="column"> </div>
<div class="column">C. \(\frac{{mg}}{{l - {l_0}}}\)</div>
<div class="column"> </div>
<div class="column">D. \(\frac{{mg}}{{{l_0} - l}}\)</div>
</div>
</div>
</div>
</div>
</div>
</div>
</div>
</div>
</div>
<br><hr><br><div class="question">
<p class="p1">A ball of weight \(W\) is travelling horizontally towards a vertical wall. It strikes the wall and rebounds horizontally. The change in the magnitude of the momentum of the ball is \(\Delta p\). Which of the following is the magnitude of the impulse that the ball imparts to the wall?</p>
<p style="text-align: center;"><img src="images/Schermafbeelding_2016-11-08_om_07.45.01.png" alt="M10/4/PHYSI/SPM/ENG/TZ1/06"></p>
<p class="p1">A. <span class="Apple-converted-space"> </span>\(W + \Delta p\)</p>
<p class="p1">B. <span class="Apple-converted-space"> </span>\(W - \Delta p\)</p>
<p class="p1">C. <span class="Apple-converted-space"> </span>\(W\)</p>
<p class="p1">D. <span class="Apple-converted-space"> </span>\(\Delta p\)</p>
</div>
<br><hr><br><div class="question">
<p>A weight <em>W </em>is tied to a trolley of mass <em>M </em>by a light string passing over a frictionless pulley. The trolley has an acceleration <em>a </em>on a frictionless table. The acceleration due to gravity is <em>g</em>.</p>
<p> <img src="images/Schermafbeelding_2018-08-12_om_09.18.54.png" alt="M18/4/PHYSI/SPM/ENG/TZ2/08"></p>
<p>What is <em>W </em>?</p>
<p>A. \(\frac{{Mag}}{{(g - a)}}\)</p>
<p>B. \(\frac{{Mag}}{{(g + a)}}\)</p>
<p>C. \(\frac{{Ma}}{{(g - a)}}\)</p>
<p>D. \(\frac{{Ma}}{{(g + a)}}\)</p>
</div>
<br><hr><br><div class="question">
<p>An inelastic collision occurs between two bodies in the absence of external forces.</p>
<p>What must be true about the total momentum of the two bodies and the total kinetic energy of the two bodies during this interaction?</p>
<p>A. Only momentum is conserved.<br>B. Only kinetic energy is conserved.<br>C. Both momentum and kinetic energy are conserved.<br>D. Neither momentum nor kinetic energy are conserved.</p>
</div>
<br><hr><br><div class="question">
<p>A ball of mass 0.2 kg strikes a force sensor and sticks to it. Just before impact the ball is travelling horizontally at a speed of 4.0 m s<sup>–1</sup>. The graph shows the variation with time t of the force F recorded by the sensor.</p>
<p style="text-align: center;"><img src="data:image/png;base64,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"></p>
<p>What is F<sub>max</sub>?</p>
<p>A. 2 N</p>
<p>B. 4 N</p>
<p>C. 20 N</p>
<p>D. 40 N</p>
</div>
<br><hr><br><div class="question">
<p>An object of weight <em>W </em>is falling vertically at a constant speed in a fluid. What is the magnitude of the drag force acting on the object? </p>
<p>A. 0<br>B. \(\frac{W}{2}\)<br>C. <em>W <br></em>D. 2<em>W</em></p>
</div>
<br><hr><br><div class="question">
<div class="page" title="Page 3">
<div class="layoutArea">
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<div class="page" title="Page 4">
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<p style="display: inline !important;">A stone is falling at a constant velocity vertically down a tube filled with oil. Which of the following statements about the energy changes of the stone during its motion are correct?</p>
<p style="display: inline !important;"> </p>
<p style="display: inline !important;"> </p>
</div>
<div class="column"> </div>
<div class="column" style="padding-left: 30px;">I. The gain in kinetic energy is less than the loss in gravitational potential energy.</div>
<div class="column" style="padding-left: 30px;">II. The sum of kinetic and gravitational potential energy of the stone is constant.</div>
<div class="column" style="padding-left: 30px;">III. The work done by the force of gravity has the same magnitude as the work done by friction.</div>
<div class="column" style="padding-left: 30px;"> </div>
<div class="column">
<p>A. I and II only</p>
<p>B. I and III only</p>
<p>C. II and III only</p>
<p>D. I, II and III</p>
</div>
</div>
</div>
</div>
</div>
</div>
</div>
<br><hr><br><div class="question">
<p>A tennis ball is released from rest at a height <em>h</em> above the ground. At each bounce 50 % of its kinetic energy is lost to its surroundings. What is the height reached by the ball after its second bounce?</p>
<p>A. \(\frac{h}{8}\)</p>
<p>B. \(\frac{h}{4}\)</p>
<p>C. \(\frac{h}{2}\)</p>
<p>D. zero</p>
</div>
<br><hr><br><div class="question">
<p>A block of weight <em>W</em> slides down an inclined plane at a constant speed.</p>
<p><img 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" alt></p>
<p>The normal reaction acting between the block and the plane is <em>R</em> and the frictional force between the block and the plane is <em>F</em>. The incline is at an angle <em>θ</em> to the horizontal. What is the magnitude of <em>F</em>?</p>
<p>A. <em>R </em>cos <em>θ</em><br>B. <em>R </em>sin <em>θ</em><br>C. <em>W </em>cos<em> θ</em><br>D. <em>W </em>sin <em>θ</em></p>
</div>
<br><hr><br><div class="question">
<p>The velocity–time graph for an accelerating object that is traveling in a straight line is shown below.</p>
<p><img src="data:image/png;base64,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" alt></p>
<p> </p>
<p>Which of the following is the change in displacement of the object in the first 5.0 seconds?</p>
<p>A. 25.0 m<br>B. 12.5 m<br>C. 5.0 m<br>D. 1.0 m</p>
</div>
<br><hr><br><div class="question">
<p>A brother and sister take the same time to run up a set of steps. The sister has a greater mass than her brother. Which of the following is correct?</p>
<p><img 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v/sjmlt6XfNs2q8xV6bt++zpnGanfnqDsZCu46y8rbUDrLdOvspgyqHCEtLfv8L89bkAFGR+HVP48JuW0krfIfgheWf4lBqNPrq9mHd30ttXknqEjwIEww/uvM9/qmRLrE2ftz6p8b4bbiLHwZOkm4v3cS3tabbFbe/QXmBNAr42bkV1Dgt66su+OkDpmXKJadxwSlXNJydpzeCBw0xXjn6ttZya7aqvNTA4D1pEILNsaPCF6pZy7Hn6Ea8YPgw3Y/ijlysU/hj+NRBUgSFsynVeGBgd0D5KJ6IktrtKj7NA/oGWa9GWtv+O9TWGzO8XVUOw/on7yEYGGzoGNZma/XZA+gTMBhT/7QWvwv1hi5rBZbvvtr6ROZW03WDHaSl5a/GYn2OFyKffRw97Y6IXvBVzUTS3mxsnC19KdqGrOImVwwNHLL+dbMWGl3T6NV6Pit++gB6G44pw7Hz39hpDwWUlgB8D1aurEKYdEvR/FD8BA/4GaJzlB27aGdBiXln819ZGVs7B8yHmP/qv0ftt9KlPG+EPx4KKcRorR7W/mytuzk56a9lLJNvdNDz1spmKxtFz8l4NzMF8VGX8cbwUAyM2oZeryVjZ8qbiPC1P7Zb02rDmNbmfmdN1fKsjW3e1s8aS7ptfKKvr8W3hn3DMKLfg0B7PoPaNRa2wbGNZXbmbnaHEGcW4p7KS6fBP82X/yu/RJX826hlQJFiGNmAefsy8jcbl/zqzlbga81F5O+/0qRaX+Gz5A3INKzK8UKPPv3g7+2LXwU+aPsKhXIgpsZIvzJ0FZk7DqFKfws1+ZnYe8VYON3W1/F7w2q07hg8KwajvXUoO3QCJdrblm9W3mNi8MJg4wBsPRHMA9sNaP75fZMyyr6lSVc0lu40fhuXVu78XW13wLYOXFLaGlTlf4HLeqDFPC1+HcvTmra5CnroNLUwrrU0ByO3UV9rumpgyU8B5eAZeGOML1ByDEekW7BaU3t5j8cbs1RQ4jZq9mzA6gxjnRU9QjAoQAnvoYGmeSyyk11KV3sV+fmm+SXm4jT62xVBI8YY5iF4R/0aKqV02pkvhXsjfOowy60/w2FKFV5YPB7eKMPhw2XQohZnPj+EWvhi9OIZGGw43lbdGmUKSyAGU5v7/BLRb89HX2l+V+xC/CGvys4HeeN0XOOVvP1vorK8utFVRXl/kX+I3y4+hK0XpeDoGs5VfAuN+aqEvNI10m3BDONKXsWD6DPoF/D27otAmx+wUv96Ci+HGucd7Tz4FfT6KuTv/AeMI8JVbJ/zB8MvmyuCRmOOdPVQao//+SO2GFao3kKNOq/RqmEoh+LFxdIPXd6E1+MjMLDRb+cFYuxLplvJWSuQuNl4NVVfo0aWYayRu5jPi7acA3KA6zj6WZ5hLNCXfYEMab4YBmHKCH/D2NVqPdo8lsnzND23BBDG4Ov7qmPIvyx9ybTR/2Vjt7mNWy2bjSwBLSoP70P5mI9NVw+/wIeLpkDVqL1t5G9Jq/UxrU39Tpo3af6SKx9nFK21ecufNfbGa0vxbT45gb37iqCV5n8ezsFZaZ8BYzDc8GWwbZ9BxmTbMxa27mizH9gsvxM3OmgSfKcnY2uWvWMzla20MKzWMq8gklaSXJatNDFvN/41rkgxrzCRVuAtEam550Rx7nLTqq/JIi79kqgXleLz3GJRV5wu4saHiSD/ySJu83HTCh47NTGsEDStGgqNFmuPHxVp8xeK5F3pYk+j1VumFUnSqj3TSrOYVftFsWnln3wFjfH9aJG8Ktq0r6k+lhWAraRls6jy+ptWyMhW7Tg8z2ZpTxDJ6SmmlYam+gx8R2TsNK8OalpHaWWVtPrSvCJLWt20Vhwollb+SY8fRfXnh0Rx3SWRsWSykFaCTVzyF1FgWfkjX5llXk1pOtTeH8NqnzHG1aHmfQyrlcwrDM0bzX+lFYdrLas9g0KjRXJOsWnln3xFl6lu/rKVXVISzYyk96WVO6ZVi4Z+Il8lZc7XsX87/7y1VVe5yWWRMXdQ475uqLtp5ZN5dZGhjVNE7qULInep1ObSubxUZEh9ovqoyC3+WhSnLzWe0+OXiC2Nzr+mZo3PofC574sTBX8VC+auEmnpWU36UUv90JqucSVeB/qKZQWo+byQrVpu8RwQQliOHSRiUrJM54JxjGtW/9bSkr/f4lhmrbPxmXWlmzRmGlb5NVrRaD633xHJjdpZ1rflefs3Pdeb5td41aNx7DLlITsHrSvo5H3NvB5bSrNxHzCsnpOPyW3pd1Iy8v0Mq7bN5W1pfGjts8bGeG1OttFf+QrL+SI1d6fps8vGeNhafeXptmssbNmx9XaQZ+z457bGt/ukbJwYw3U4K+n/45NW4fFBAQq4jgDPW9dpq2YllX5baOgiHIS0mnK3dZ5Xsx3da4O+JBXTxi4zXo1pVjVpbtZGzDYvFGj2vjttkP7fytfxeOweAE9j5dFVnT+v1sX4bI1vvP3nYo3I4lKAAhSgQOcJKEKi8E6idPvd1uM7XDfNc7T1LrdRwDwllxIUoAAFKEABi4B1Hpp1EYz7fwu/gZLUVzDp3SBsPFOGCMP8RYlE+j/4NuDZJcDIPrbDLQuc2zyRzRuDaT5eZ68AdwM79z9H3KCRWAUKUIACThW4rcbaGeZbYDqcTRyPPpb/FsepJXFyZl0RNP51rIypwqv9g0z/5Zj0X0VNxYozQUhK+S1U8oUCTi6dM7O7rX4fzyVKP0AtPQ4jaexw03/VZdrEPzYFOKfKJgs3UoACjhCwNefAEekyDQpQgAJ3W8DW+MYrVXe7VZg/BShAAQpQgAJuIcCgyi2akZWgAAUoQAEKUOBuCzCoutstwPwpQAEKUIACFHALAZda/Sfdv+SDAhRwLQGet67VXiwtBSjQcQGXCqr4458db2geSYG7IWBrIufdKAfzpAAFKOBoAVtfGHn7z9HKTI8CFKAABShAAY8UYFDlkc3OSlOAAhSgAAUo4GgBBlWOFmV6FKAABShAAQp4pACDKo9sdlaaAhSgAAUoQAFHCzCocrQo06MABShAAQpQwCMFGFR5ZLOz0hSgAAUoQAEKOFqAQZWjRZkeBShAAQpQgAIeKcCgyiObnZWmAAUoQAEKUMDRAgyqHC3K9ChAAQpQgAIU8EgBBlUe2eysNAUoQAEKUIACjhZgUOVoUaZHAQpQgAIUoIBHCjCo8shmZ6UpQAEKUIACFHC0AIMqR4syPQpQgAIUoAAFPFKAQZVHNjsrTQEKUIACFKCAowUYVDla1M3S09eo8VlqHCZFpqJE76zK6aEtyUd68gJMTy2C07J1VvWYDwU8UODujCUalOR9itXRC7Cp5IYHqrPKzhZoHlTpryJzwShM5YeZs9vi3stPX4Qtv52F2MS/oMiZpdPkY0XkbLy5Jh+3nZkv86IABTpH4K6MJXpo8lZi2pzFWJ9T3zn1YqoUaCLQLKjSlx1EatZVnE3/AmW8RNCEy8NeKvpidnoa4gd4d3rF9VXHkH/Z9E1SGYGkc/sQP+D+Ts+XGVCAAk4QuCtjiQLKiGUozE5AuBOqyCwoIAk0CapqUfjZJYx4bQq8T+fgSBkvl7KbOEOgFoU79qC8wRl5MQ8KUMB9BTiWuG/bukbNGgdVmkKkH3oEkS9FItL7MFZuOgqNa9SDpXRZAT206i2IX1PhsjVgwSlAgXtBgGPJvdAKnl4GWVB1AyVpacDCpxDS7VE8EeUHXVou1BreA/T0TmKs/w1UFmxD/IR+CA7oh0lxGSjRmvuGeTJoJOIPnMHJtTHoH7YAm4qkkFyadJ6HTXGRCA4IRHDAMMxLzjYdKw2CG/Bs1CoU4TCSxoYiOCwBeY36nHR8hinfYZiXeh5aeYNoS3AwOQb9m6UNQFuCvLRkzBuUgINFh7Euehj6R29FkaXc8oT4nAIUcI5AC2NJi+esNM6kmsaCQASHxWD1gRLTeNCWsUSDkowETJLGCsv4JKux3bHEvHAmBoPj9qHoxAeYF2ZjLJIlxaeeK2ANqvRXcORYX0wd3B3Agxg5+yWE6/JwQP2d5+qw5laBW1/hq38ZjWVZZ1GY/TZUBUsw7c3dqNLLJ4N+g6/Pf4+fz5mHl/1rcf17PfRVu7F4xg5g1haUVpShMPstPLQ/FtNit6FIC/ioFmKPYc7DCMRnX0TphWWIUFq75a1je7G7diiWZZ1C/uqhOJr4R+wyr+LRnsC6d/KgfG4DzlSUo/TcRow4vxTT3smHBteQ9040ol9fi4M3q3BeE4jZr8xE78rr+N5aKz6jAAWcLWB3LGnpnL2FqowEPLe1C1749CxKK04j6397Invui3jd8EVL0cpY8h2OfZaLuqFLsPfy51g5qhBJi9OsK5pbGkssC2dycKumAvW9ozA/JgCV13XOlmN+LiBg+vTSQ5O/E589NgYDfYybFEHDMGXANWTuOIQq8wUJF6gQi9hJAl7BeGygLxRQwCdkMt586xkg62/ILrsFZUQCDqW+CG944aH+IfBVDkFs1nbEqm4j/71kHJr0LKb2VRqm8EnHvvX2fPTO+QhbT7YesHs99jRmDpHy9YJvvwEIwpcorZSuVemhOfkZPtr6v/jN0L7Gq2CPPoWknBrTFdbuiFi+Cxtf8APQE+F9faFULcTerIVQmfp4J0kxWQpQoCUBu2OJj/1zVn8U7/+PGhNeGI++hvNXiZApi5D0Wk8cfHcnTja6um0r8+547KlIDPb1AhQ9EPZYEFBSjkrDVetWxhKMRNLRFDwnrdfxfQR9fHtAtWg79i4aAh9bWXGbRwt0Mdb+O6hzcnBq6yfok9jE47T0wTkes0O6NnmDLz1XQAGfXoEIQp4xwAmRrm7aeGjO4UDaNQQtflg2+CjgExwOlfcqZOacw5sREbL3bKRhd5PUZ48gKHEfds3p23TFhd2j+AYFKHAvCTQdS2yVTQ+NOheZut54o5c8jFEieNCj8DbcUVmIiIgHbR3chm1tGEs4ubgNjtxFEjBcltKXfIYNWAa1dAtF9q/4SDLGeZ9CxuEr/AFG9pcOCuhQVlrdeB5UB1Nqftgt/vRHcxRuoYCbCpivUndG9TiWdIaqJ6apAKSfUSjFU7OHQrpBI38oej6OGVEP8oNLjsLnxsnnleUoC33GNAfPDorStOCh4CxKm00O90PkmEeb9Tk7KdnY3B2qMRHwPv0nxC7dBnXNLdM+emgLD3OBhQ0xbqLAvSegh7bVsUQBperXiPS+BvWp8uZf0Lwj8ITKztXyNlWYY0mbmLhTmwQUNXkbEP/Rv8D/IS8bB/igV3BvQPrgWnYANea5VaZfXZ+UfKJ5B7eRCje5sIDiZ/APfxC4VYpjhTXQG1bz7cafVpxD1FvTLHPwbNewOwbPisHoKx8g/p3dphV/GhSl7UDWqEVYMFJ+uV76FqqBtjAbeVW3AG01Sktu2k7WsFUB5eCn8HIoULR1CWaY51UFhOPZXC/0kU12byERvkUBCjhL4E7GEqUKLyweiS/XLMeKjCLj5472ItK3nsDj/zsXIxud7/Kx5IYxaGuxjhxLWuThm+0TCPIPEMZ/z4vU4h+E9fGDKE553vSeaZ/QpSK3rkGIhisiY/5IMXHVcVFvPaBTn0ll5OMuCTRUi4L0VSIm1NgPwueuFQeK60yFkfeTMDFu/ATxTMol0WApaoOoL94vkucONfWlySIuJVcU11v3EA2VInfpZBHkP1kk5FaKH4tTxBRLvwwQ4UtyxJe5S0W4ZVuYmGLKo6H6uNiyRDpWKttQEbNqvzHthksidXKYaftIMXF8dJP+bSkgn3SiAM/bTsR1xaRbGktaPWfrRHHOWss4FDR+iUjNLW78GdRoLCkTlxp9ho0UcbkXRO6SkbLPNevnnr2xpEE+Ho2ZICZGpYhi2fDlis3AMjtGwNb4dp+UdPvCsLuzt/QbR9J8Lz4oQAHXEeB56zptxZJSgALtE7A1vll/EKh9aXFvClCAAhSgAAUoQAGZAIMqGQafUoACFKAABShAgY4KMKjqqByPowAFKEABClCAAnKuyVUAAB4RSURBVDIBBlUyDD6lAAUoQAEKUIACHRVgUNVROR5HAQpQgAIUoAAFZAIMqmQYfEoBClCAAhSgAAU6KsCgqqNyPI4CFKAABShAAQrIBBhUyTD4lAIUoAAFKEABCnRUgEFVR+V4HAUoQAEKUIACFJAJMKiSYfApBShAAQpQgAIU6KgAg6qOyvE4ClCAAhSgAAUoIBNgUCXD4FMKUIACFKAABSjQUQEGVR2V43EUoAAFKEABClBAJtBF9vyefyr9j9B8UIACriXA89a12oulpQAFOi7gUkFVaUV5x2vKIylAAacLSAEVz1unszNDClDACQK2vjDy9p8T4JkFBShAAQpQgALuL8Cgyv3bmDWkAAUoQAEKUMAJAgyqnIDMLChAAQpQgAIUcH8BBlXu38asIQUoQAEKUIACThBgUOUEZGZBAQpQgAIUoID7CzCocv82Zg0pQAEKUIACFHCCAIMqJyAzCwpQgAIUoAAF3F+AQZX7tzFrSAEKUIACFKCAEwQYVDkBmVlQgAIUoAAFKOD+Agyq3L+NWUMKUIACFKAABZwgwKDKCcjMggIUoAAFKEAB9xdgUOX+bcwaUoACFKAABSjgBAEGVU5AZhYUoAAFKEABCri/AIMq929j1pACFKAABShAAScIMKhyArLLZqGvgXrPJ4if8BI2ldxwUjX00JbkIz15AaanFkHvpFyZDQUocHcF9FUZeCVsGlara+9uQZg7Be5AoEv/gEDobCbgi9GvvY6ZTz2JiBClzT240Z0FbqBk8+8xI/EwgBGId1ZVNflYEfkStuu8EZ4Y66xcmQ8FKEABClDgjgUUZypOYOMLfsCABGRdLkdphfSvCIfSFuKh/YmIjnwLm4o0d5wRE3A1ga4ImbMRWYkjOr/g+q+Qn19uvCqljEDSuX2IH3B/5+fLHChAgXtGQNFzCt67sAuxqm5tLpO+6hjyLzvrKnqbi8UdPVjAzu0/L/iqZmLZ2jcRrtuHlVvUYFjlwb2kU6uuh7YwE3+9fKtTc2HiFKCAuwnUonDHHpQ3uFu9WB9XFrATVLlylVh2lxLQFmDjko9R7VKFZmEpQIG7K6CHVr0F8Wsq7m4xmDsFmgjYDar0NSewbVM6znqPxxuzVOCsqiZyHvZSX3kcW+MiERwQiOAJCcgsMV+71KAk71Osjo5E/IEzOLk2Bv3DFphuGUuTzvOwyXxcwDDMS85GidY0/Vx7Aqunz8H6i9dxNnE8+gSMQnzeNZmsdHwG4if0Q7B0bOp5aGXvAhqUHFiHeWGBhnL1j16Hg+ZyaUuQl5aMeYMScLDoMNZFD0P/6K0oMufdKB2+oAAFOl9Adj6HxWB1xmHkn7hougsiG0csY4C9/aWAagOejVqFIhxG0thQBIclIE8jjSvSMdlYHT3MOFZJ+RwoMY0bsjyajVWdX3vm4CECQnwrcpeMFEH+ATb+jRRxud+Ke+EhlY8PZwv8IIpTnhdB/pNF3ObjorpBCFF/SWQsmSyCQmNFRuUPoi53qQg39J2hImbNEVFdd1wkj/+NSC64Lhoq08WCgfNF6qU6IUSDqC9OF3Hjw0T43C3iUr2UmLT5kkidPEhMSbkkTFss2ybO/5PYcrxaNIibojI9VoT7Py9Si38wIVwXBWv+INYa3pc21YlLKfNFeOhSkVv3tbVPh0aLtccrRV3BWjFx/FpRYM7XlAr/dK4Az9vO9XWp1KVzPer3IqPyprHYDVfEns1HRJ1okI0jss8cu/ubDi9OEVMajQkNor7gQxEnjUOGwaRB1F/aImJCpTS/luXRfKxyKUcW9p4RsDW+Wa9UNZuonozfjbmF7XOetnGFwEMiTlbTJPBTBA8Nh6/UW3z6InLxIjyH/UjdfwU+EQk4lPoivOGFh/qHwFc5BLFZ2xGruo3895JxaNKzmNpXus6pgE/IZLz19nz0zvkIW09+16qu12NPY+YQXyjgBd9+AxCEL1FaabpWpSlE+gefYM30YegjXT0LGIBJifug0+XhgFqBiOW7jAsw0BPhfX2hVC3E3qyFUPlYu3yrBeAOFKCAwwT0ZV8g42Ityo+fQ410UUnhh6dmDYMSCigjlqEwOwHhstzs7y/bqdHT73AybSu2r5qJx38hjQlBGPhkPA7qriIz5wJgd6xq+8T4RtnxBQVsCNj5hJEmqk9B7IepiB+gwcHEP2KX036nyEYpueneEvB5GMEhQFlpdZPbcbJias7hQNo1BAU/DB/LZgV8gsOh8pYGuXN3sPhBD406F5kh8hWr5pWrnyMp4kFLjnxCAQrcGwKKoNGYM+oc1sdOw7h5yUjPM9+Ws12+9u4Pw5jTG/HZF02r2M1jQjnOLI/gFBbbzNzqYAE7QZUpF8XP4B8ufUDJrhA4uABMzp0FdC0HXnda9dM5OFLG5dR3ysjjKeAUAYUfIjekY+e6eERWbsSbc8Zh+IIMVNn7hd/27m+oxClkHL7CHw12SoMyE1sCLQdVeh3q/iktde+N4F7W6w22EuI2DxLQVqO05BG8HDXQ/rc/5aN4IsoPuoKzKG02OdwPkWMetX9sq5QKKFW/RqT3YSS9uhxb1TXWQVR7Hnnq1m8ttpoFd6AABRwvoPCF6umXkZR1Coc+fQtDP0/G+/nyxSlNsmzP/oYx50GcTVyMhC0njLcYDcnV4nTemTu4Mt6kTHxJgRYE7AZV+ho1MtckIT5Lg76zX8KTQV2NyeivInPBKExKPmH/1k8LGfItVxLwwkMBQfBGPUqPnjUOUtoiZL67Durpr+A3A1uai9Adg2fFYPSVDxD/zm7Tij8NitJ2IGvUIiwYKb9Fd9N4RUt7Bp/lfQW9IWi72TKUciCmxqiAi39BYpR5XlUggqcfhLJPS+VqOVm+SwEKdJKA5hgyLQGUF3r08kWXlr6wt2l/6S6KBtrCbORV+WBw1DPoizPYHj/DNK9Kmls1F7lKvzv4EtdJHkzWPQWMK7dsrfwLEEHjl4jU3QWmlRSmCfcNV0TG/JFi4qrjot6Jc/BtzbJ3YvYenNVNUV2QLpLnDjWuDg2NFsk5xaa2N68OlPpPmBg3foJ4Rr6Kz7Dib7/1WGkVYUquKG60Au+mqM5dLib6h4mJS3NE5SVpRY+1P4YvyRFfWlYYGvOxrBRsqBYFm5eIiab9w+euFQeK60yrB8NMq1lHionjo2WrBj24Ke9C1Xne3gX0ezXLunMid3eWyEgxnbPjl4gtBdLqXvnqP9k5bnd/UwUbKkXu0smG1ckJuZWm1cPSePUXwypjqe8FWcar1saqexWN5bqXBWyNb/dJBXaFcFH6fSTpv9DhgwIUcB0Bnreu01YsKQUo0D4BW+Ob3dt/7Uuae1OAAhSgAAUoQAHPFmBQ5dntz9pTgAIUoAAFKOAgAQZVDoJkMhSgAAUoQAEKeLYAgyrPbn/WngIUoAAFKEABBwkwqHIQJJOhAAUoQAEKUMCzBRhUeXb7s/YUoAAFKEABCjhIgEGVgyCZDAUoQAEKUIACni3AoMqz25+1pwAFKEABClDAQQIMqhwEyWQoQAEKUIACFPBsAQZVnt3+rD0FKEABClCAAg4SYFDlIEgmQwEKUIACFKCAZwswqPLs9mftKUABClCAAhRwkACDKgdBMhkKUIACFKAABTxboIsrVV/6H6H5oAAFXEuA561rtRdLSwEKdFzApYKq0oryjteUR1KAAk4XkAIqnrdOZ2eGFKCAEwRsfWHk7T8nwDMLClCAAhSgAAXcX4BBlfu3MWtIAQpQgAIUoIATBBhUOQGZWVCAAhSgAAUo4P4CDKrcv41ZQwpQgAIUoAAFnCDAoMoJyMyCAhSgAAUoQAH3F2BQ5f5tzBpSgAIUoAAFKOAEAQZVTkBmFhSgAAUoQAEKuL8Agyr3b2PWkAIUoAAFKEABJwgwqHICMrOgAAUoQAEKUMD9BRhUuX8bs4YUoAAFKEABCjhBgEGVE5CZBQUoQAEKUIAC7i/AoMr925g1pAAFKEABClDACQIMqpyAzCwoQAEKUIACFHB/AQZV7t/GrCEFKEABClCAAk4QYFDlBGS3zkJ/FZkLRmFS8glo3bqirBwFKNBhAX0N1Hs+QfyEl7Cp5EaHk2nfgXpoS/KRnrwA01OLoG/fwdybAh0SsAZVhk6/A6ujhyE4IBDBAf0wKe4TfKauwe2SbHzmtBOhQ/XgQRSgAAUocE8K3EDJ5t9jxsIkbL/4o/NKqMnHisjZeHNNPm47L1fm5OEChqBKX/MF1s2bijmZVQh8JR3FFeUorTiPPb8biIbP46Eauwn/9HAoVt+OgMIPke9/jr2LhsDHzi5NN+urjiH/srO+rTbNna8pQAHnCnRFyJyNyEoc0fnZ6r9Cfn658aqUMgJJ5/YhfsD9nZ8vc6CASUAB/VXsWfY61lTOROrq1xCp8oX58pXCV4XIRX9C6mv/htJK3txhr3GEQC0Kd+xBeYMj0mIaFKAABcwCemgLM/HXy7fMG/iXAk4XUGjyP0Z8lheee+s5qHzM4ZS8HN2gmhuNwbbeku/G5xRoVUAPrXoL4tdUtLond6AABSjQLgFtATYu+RjV7TqIO1PAsQKK9OS/QYfeCO7Vws0b5WOIHPmgY3Nmai4iIE32zED8hH4IDovB6ozDyD9xERpD6c0TQWMwOC7PtA2AtgiZcZEIDhiGeckZOJl/DKc1t6FVb8CzUatQhMNIGhuK4LAE5Gmk6aNSOtnW+XxSPgdKTBPf5XnsQ9GJDzAvbBjmpZ7nxHgX6UEsJgXkAvrK49hqGB8CETwhAZklxtEE0KAk71Osjo5E/IEzOLk2Bv3DFmBTkfS+NA7kYZP5OMPYko0SrWn6ufYEVk+fg/UXr+Ns4nj0CRiF+Lxrsmyl403jmHRss/FDg5ID6zAvTJpPHIj+0etw0FwubQny0pIxb1ACDhYdxrroYegfvRVF5rxlufApBRSlJTrAOwj+D3lRgwLNBfQl2PVfhzH441MovfARYif3huZSrXE/y0TQHFgvuN9Ayd9W4x+D16G44gt8uGgietZdRR0U8FEtxJ7sBIRjBOKzL6L0wjJEKAGt+mOsyPLBbz78AqUVZShMH4ULC6OxQhoU5XnUVKC+dxTmxwSg8rqueVm5hQIUuMcF6nH5y3/DmD9kovTcPqz8ZSHeiExAZtUNaPJWYtqcxVif8w2+Pv89fj5nHl72r8X17/XQV+3G4hk7gFlbjGNE9lt4aH8spsVuMwY3PkMQuzcN8QMeQHjiPhRXfI6kCOuFgFvH9mJ37VAsyzqF/NVDcTTxj9hlWXxVC/XaNdinnI4PLkjziU/j08cvIDZyJfI03yDvnWhEv74WB29W4bwmELNfmYneldfx/T0uzeLdHQHe1Ls77i6Tq77sC2RcrEX58XOokb4UKvzw1KxhUEo1sEwE9bbWR38FR9Iv4Ha5GoU1UqjlhZ5PT8dIpb2u9h1Opm3F9lUz8fgvpG+JQRj4ZDwO6q4iM+ccNFIeR1PwnJSF7yPo49sDqkXb2zUx3lo4PqMABe6uwE8RPDQcvtJw4NMXkYsX4TnsR+r+K/CJSMCh1BfhDS881D8EvsohiM3ajljVbeS/l4xDk57F1L7SyKOAT8hkvPX2fPTO+QhbT37XapW8HnsaM4dI84W94NtvAILwpXWesKYQ6R98gjXTh6GPYeX7AExK3AedLg8H1ApELN+FjS/4AeiJ8L6+UKoWYm/WQjvTZVotCndwcwFFcIjsA9HNK8vqtV9AETQac0adw/rYaRg3LxnpeebbcnbSUgRi7EsqHF2zCDNG/ydWp+VbL9HbOkRzDgfSehuvXBlWnUrfFI3/ziyPMAZvto7jNgpQwPUFfB5GcAhQVlpt/3a+YYy4hqDgh2UrjBXwCQ6Hytv05avDEnpo1LnIDElA1mXr2GMcgxpf7epwFjzQowQUw6cOAgwReevRvkfJsLJGAeknEzakY+e6eERWbsSbc8Zh+IIMVNn9JT0v9JyyAvvTNiA+6husf302JvzqDWRWWW8QNqc9hYzDV/jjfM1huIUCFDAI6FoOvO5U6XQOjpTxZ17ulJHHA4qQqGg8530V21dsh9rOxDt9TSHyzZP2qOZ5AgpfqJ5+GUlZp3Do07cw9PNkvJ8vnwTalMQLvqqJmL08E8VHt+G14UcR/94R60R2+e7KR/FE1IM4m7gYCVtOGG8xGt6vxem8M7aPkR/P5xSggOsKaKtRWvIIXo4aaP+qtGGM8IOu4CxKm31G+SFyzKP2j21VRgGl6teI9D6MpFeXY6u6xvrlTnseeWpebGiVkDs0ElBAORJvpSdh9JVVmDF9KTY1ur0jrcbYgS1H74cqxDCLBtLvWvG/JWlk6N4vNMeQaQmgvNCjly+6tLha9BryM45ZgiFFj17w+1evJpfupfkMGmgLs5FX5YPBUc+gL85ge/wM07wqaW7VXOQq/e5gsHTvZmHtKOBaAl54KCAI3qhH6dGzxi9P0irhd9dBPf0V/GZgtxaq0x2DZ8Vg9JUPEP/ObtN0Ag2K0nYga9QiLGi0Mv2m8YqW9gw+y/sKekPQdrOFtKW5oQMxNUYFXPwLEqPM86oCETz9IJR9WipXy8nyXQ8VEKZHQ3WB2JOyREz0DxBBhn9hYuKSj8WegmrRYN5J+ttwRWTMHykmrjou6uXbO/m5VCY+7oJA3TmRuztLZJj7xvglYou5T9TlirhQc38JEEGTU0Rxwz9FYW6WOJD+sYgbHyaC/CeLuM3HRbW5EzVUitylkw3bE3IrTX3rpqgu+Itp/wARFBotknOKDf2roThFTDH3yTETxMQoKY+74MAsOyTA87ZDbG56kHSep4vkuUONnzGy81yIH0RxyvOWz55x4yeIZ1IuyT57GkR98X7rsdK4kpIriuvlg8FNUZ27XEz0DxMTl+aIykuyscM/QIQvyRFf5i4V4ebxxD9MTDHn0VAtCjZbP//C564VB4rrhGi4JFInS+OYNM6NFBPHR4vU4h/ctH1YrfYK2Brf7pMScYV4UvrtEGnyIB8UoIDrCPC8dZ22YkkpQIH2Cdga3+ytc29fytybAhSgAAUoQAEKeLgAgyoP7wCsPgUoQAEKUIACjhFgUOUYR6ZCAQpQgAIUoICHCzCo8vAOwOpTgAIUoAAFKOAYAQZVjnFkKhSgAAUoQAEKeLgAgyoP7wCsPgUoQAEKUIACjhFgUOUYR6ZCAQpQgAIUoICHCzCo8vAOwOpTgAIUoAAFKOAYAQZVjnFkKhSgAAUoQAEKeLgAgyoP7wCsPgUoQAEKUIACjhFgUOUYR6ZCAQpQgAIUoICHCzCo8vAOwOpTgAIUoAAFKOAYAQZVjnFkKhSgAAUoQAEKeLhAF1eqv/Q/QvNBAQq4lgDPW9dqL5aWAhTouIBLBVWlFeUdrymPpAAFnC4gBVQ8b53OzgwpQAEnCNj6wsjbf06AZxYUoAAFKEABCri/AIMq929j1pACFKAABShAAScIMKhyAjKzoAAFKEABClDA/QUYVLl/G7OGFKAABShAAQo4QYBBlROQmQUFKEABClCAAu4vwKDK/duYNaQABShAAQpQwAkCDKqcgMwsKEABClCAAhRwfwEGVe7fxqwhBShAAQpQgAJOEGBQ5QRkZkEBClCAAhSggPsLMKhy/zZmDSlAAQpQgAIUcIIAgyonIDMLClCAAhSgAAXcX4BBlfu3MWtIAQpQgAIUoIATBBhUOQGZWVCAAhSgAAUo4P4CDKrcv41ZQwpQgAIUoAAFnCDAoMoJyG6dhf4qMheMwqTkE9C6dUVZOQpQoDMF9FUZeCVsGlarazszG6ZNgU4V6NI/IBA6m1l4o+8Lb2DemP+HJyJC4GNzH26kAAUoQAEKUIACFJAE7hPiW5EXNw3RZ19CVvochBiuXemhLcnHrk3JSNp6Bt5jkvDp6pno63P3LmwFBwSitKKcreYGAvqqYzh0YwBG/qKrG9SGVWhJgOdtSzp8704FOJbcqSCPvxMBW+ObnShJAZ+QCMxevgV7E8cDOX/E6x8V8PbOnejzWJNALQp37EF5A0EoQAEK3IkAx5I70eOxnSNgJ6gyZ6ZE3xf/G0kTlChaswa7Sm6Y3+BfCnRAQA+tegvi11R04FgeQgEKUMAswLHELMG/95ZAK0EVAEUPhD0WBOAUMg5fgf7eKj9L0+kC0q3gDMRP6IfgsBiszjiM/BMXoTHka7xNnJ4cg8FxeaZtALRFyIyLRHDAMMxLzsDJ/GM4rbkNrXoDno1ahSIcRtLYUASHJSBPI/UoKZ1srI4eBulyqiGfAyWmK6PyPPah6MQHmBc2DPNSz/PKaae3PTOggCMFWhpLNCjJ+xSroyMRn3fNlKm9/aWAqiNjiSyPA2dwcm0M+octwKYi42jmyJoyLc8VaD2oghceCgiCN3QoK63mB5mn9RV9CXb912EM/vgUSi98hNjJvaG5ZFqdo8nHisjZeHNNDm5ZXG6g5G+r8Y/B61Bc8QU+XDQRPeuuog4K+KgWYk92AsIxAvHZF1F6YRkilIBW/TFWZPngNx9+gdKKMhSmj8KFhdFYIQ2u8jxqKlDfOwrzYwJQed328gpLMfiEAhS4twTsjiV6aPJWYtqcxVifI1v5Z3f/jowl38jy+AZfn/8eP58zDy/71+L697xUcG91FNcuTRfXLj5L39kC+rIvkHGxFqOOn0PNZBV8FX54apafMVtlBJLO7UPw1CisNBdEfwVH0i/gdoQahTW+UPl6oefT09HT/H6zv9/hZNpWbN96FdtXNX7TO+cc3oyIQNLRFGDoS8j0fQR9fHtAuWg79jbela8oQIF7XKDFsSRiGQqzAzFtbIqlFi3ub9lL/qSlseQC3lyegEOpwONz8vBQ/xD4Kh9EbNZ2eQJ8ToE7FmjDlapb+LqiDDp4Iyj4Yf60wh2Tu1YCiqDRmDPqHNbHTsO4eclIzzPflrNTD0Ugxr6kwtE1izBj9H9idVo+SrQtfBPUnMOBtN7GK1cV5YYVntIqT+nfmeURUNrJhpspQAHXEmjvWNLe/cGxxLU6hJuWtvWgSv8NLhwrA7zHYc64QLR+gJtKeWq1FH6I3JCOneviEVm5EW/OGYfhCzJQZTdO8kLPKSuwP20D4qO+wfrXZ2PCr95AZpX1BmFzSs7Xa27CLRRwM4H2jiXt3d/AxbHEzXqNy1WnlRhJg6LNf0R8lgZ9Y2biiZ5eLldBFtgBAgpfqJ5+GUlZp3Do07cw9PNkvJ9vnkxqK30v+KomYvbyTBQf3YbXhh9F/HtHrBPZ5YcoH8UTUQ/ibOJiJGw5gRpLsFaL03lnbB8jP57PKUAB1xFo71jSnv05lrhOP3DjktoJqqRVF3nYFDcLkxLz0Xv2Wnz82hDrrT/+1yRu3CWaVE1zDJmWAMoLPXr5ogt6I7iXvd/Yv4b8jGOWYEjRoxf8/tWrya3jL1FaqYG2MBt5VT4YHPUM+uIMtsfPwOO/CDSuAAyYi1ylH2//NWkOvqSAywq0dyxp0/4cS1y2P7hpwRX9A4YgeutV4PQyTLB8oAVh4Nj/xuGfzcTqtAPYs+wJ+NoJv9zUhdWyCPjg3+tOIjM1DpMCAtFn7kkM3/pnzArpCmjyEP/oeCSd1kG39SWoIlNRolfg37tdx8mMT4w/w/CLhTg5/M94/8W+hlvHiqBxeG12N2yfE4M/1/bDyJ5d4aP6LT5OexvPhXobc/Ueg999/A6iVd2gL0nF1P4vYbsO0B17F89Nk/KwFI5PKEABlxGwN5Z4QZOXgIFjl+EsrmL7nFGYmloEPeztb/yfGNo3lnRFSeqLUM3ZDB2u4fiKFzHdkIfL4LGgLiJwnxBCuEJZbf0cvCuUm2WkgCcL8Lz15NZn3Sng3gK2xjdef3LvNmftKEABClCAAhRwkgCDKidBMxsKUIACFKAABdxbgEGVe7cva0cBClCAAhSggJMEGFQ5CZrZUIACFKAABSjg3gIMqty7fVk7ClCAAhSgAAWcJMCgyknQzIYCFKAABShAAfcWYFDl3u3L2lGAAhSgAAUo4CQBBlVOgmY2FKAABShAAQq4twCDKvduX9aOAhSgAAUoQAEnCTCochI0s6EABShAAQpQwL0FGFS5d/uydhSgAAUoQAEKOEmAQZWToJkNBShAAQpQgALuLcCgyr3bl7WjAAUoQAEKUMBJAl2clI9DspH+R2g+KEAB1xLgeeta7cXSUoACHRe4TwghOn44j6QABShAAQpQgAIUkAR4+4/9gAIUoAAFKEABCjhAgEGVAxCZBAUoQAEKUIACFGBQxT5AAQpQgAIUoAAFHCDAoMoBiEyCAhSgAAUoQAEK/H8YF2EASzh70gAAAABJRU5ErkJggg==" alt></p>
</div>
<br><hr><br><div class="question">
<p>The variation of the displacement of an object with time is shown on a graph. What does the area under the graph represent?</p>
<p>A. No physical quantity</p>
<p>B. Velocity</p>
<p>C. Acceleration</p>
<p>D. Impulse</p>
</div>
<br><hr><br><div class="question">
<p>A ball of mass <em>m </em>strikes a vertical wall with a speed <em>v </em>at an angle of <em>θ</em> to the wall. The ball rebounds at the same speed and angle. What is the change in the magnitude of the momentum of the ball?</p>
<p style="text-align: center;"><img src="data:image/png;base64,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" alt></p>
<p>A. 2 <em>mv </em>sin <em>θ<br></em>B. 2 <em>mv </em>cos <em>θ<br></em>C. 2 <em>mv <br></em>D. zero</p>
</div>
<br><hr><br><div class="question">
<p>An object rotates in a horizontal circle when acted on by a centripetal force <em>F</em>. What is the centripetal force acting on the object when the radius of the circle doubles and the kinetic energy of the object halves?</p>
<p>A. \(\frac{F}{4}\)</p>
<p>B. \(\frac{F}{2}\)</p>
<p>C. <em>F</em></p>
<p>D. 4<em>F</em></p>
</div>
<br><hr><br><div class="question">
<p class="p1">A heat engine does 300 J of work during one cycle. In this cycle 900 J of energy is wasted. What is the efficiency of the engine?</p>
<p class="p1">A. 0.25</p>
<p class="p1">B. 0.33</p>
<p class="p1">C. 0.50</p>
<p class="p1">D. 0.75</p>
</div>
<br><hr><br><div class="question">
<p>A student of weight 600N climbs a vertical ladder 6.0m tall in a time of 8.0s. What is the power developed by the student against gravity?</p>
<p>A. 22W<br>B. 45W <br>C. 220W <br>D. 450W</p>
</div>
<br><hr><br><div class="question">
<p>In the collision between two bodies, Newton’s third law</p>
<p>A. only applies if momentum is conserved in the collision.<br>B. only applies if energy is conserved in the collision.<br>C. only applies if both momentum and energy are conserved in the collision.<br>D. always applies.</p>
</div>
<br><hr><br><div class="question">
<p class="p1">A small positively charged sphere is suspended from a thread and placed close to a negatively charged rod. When the thread is at 45°<span class="s1"> </span>to the vertical the system is in equilibrium. The weight of the sphere is <em>W </em>and the magnitude of the electrostatic force between the rod and the sphere is <em>F</em>.</p>
<p class="p1" style="text-align: center;"><img src="images/Schermafbeelding_2016-08-29_om_07.43.11.png" alt="N15/4/PHYSI/HPM/ENG/TZ0/04"></p>
<p class="p1">What is the magnitude of <em>W </em>compared with the magnitude of <em>F </em>?</p>
<p class="p1">A. <span class="Apple-converted-space"> </span>\(W = \sqrt 2 F\)</p>
<p class="p1">B. <span class="Apple-converted-space"> </span>\(F < W < \sqrt 2 F\)</p>
<p class="p1">C. <span class="Apple-converted-space"> </span>\(W = F\)</p>
<p class="p1">D. <span class="Apple-converted-space"> </span>\(W > F\)</p>
</div>
<br><hr><br><div class="question">
<p>A body moves in a straight line. In order for the equations for uniformly accelerated motion to be applied, which condition <strong>must</strong> be true?</p>
<p>A. A constant net force acts on the body of fixed mass.</p>
<p>B. A constant net force acts on the body.</p>
<p>C. The body falls towards the surface of a planet.</p>
<p>D. The body has an initial velocity of zero.</p>
</div>
<br><hr><br><div class="question">
<p class="p1">A skydiver jumped out of an airplane. On reaching a terminal speed of \({\text{60 m}}\,{{\text{s}}^{ - 1}}\), she opened her parachute. Which of the following describes her motion after opening her parachute?</p>
<p class="p1">A. <span class="Apple-converted-space"> </span>She went upwards for a short time, before falling to Earth at a speed of \({\text{60 m}}\,{{\text{s}}^{ - 1}}\).</p>
<p class="p1">B. <span class="Apple-converted-space"> </span>She continued downwards at \({\text{60 m}}\,{{\text{s}}^{ - 1}}\), but hit the ground with less force.</p>
<p class="p1">C. <span class="Apple-converted-space"> </span>She continued to fall but reached a new terminal speed of less than \({\text{60 m}}\,{{\text{s}}^{ - 1}}\).</p>
<p class="p1">D. <span class="Apple-converted-space"> </span>She went upwards for a short time, before falling to Earth at a speed of less than \({\text{60 m}}\,{{\text{s}}^{ - 1}}\).</p>
</div>
<br><hr><br><div class="question">
<p>An insect of mass <em>m</em> jumps vertically from rest to a height <em>h</em>. The insect releases the energy needed for the jump in time Δ<em>t</em>. What is the estimate for the power developed by the insect?</p>
<p>A. <em>mgh </em>Δ<em>t</em></p>
<p>B. <em>mh</em> Δ<em>t</em></p>
<p>C. \(\frac{{mgh}}{{\Delta t}}\)</p>
<p>D. \(\frac{{mh}}{{\Delta t}}\)<em><br></em></p>
</div>
<br><hr><br><div class="question">
<p>A nuclear power station produces 10 GW of electrical power. The power generated by the nuclear reactions in the core of the reactor is 25 GW. The efficiency of the power station is</p>
<p><br>A. 15 %.<br>B. 35 %.<br>C. 40 %.<br>D. 60 %.</p>
</div>
<br><hr><br><div class="question">
<p class="p1">A raindrop falling from rest at time \(t = 0\) reaches terminal velocity. Which graph best represents how the speed \(v\) varies with time \(t\)?</p>
<p class="p1"><img src="images/Schermafbeelding_2016-11-08_om_15.51.56.png" alt="N10/4/PHYSI/SPM/ENG/TZ0/03"></p>
</div>
<br><hr><br><div class="question">
<p class="p1">A ball falls vertically and bounces off the ground. Immediately before impact with the ground the speed of the ball is \(u\). Immediately after leaving the ground the speed is \(v\).</p>
<p class="p2" style="text-align: center;"><img src="images/Schermafbeelding_2016-11-08_om_17.16.21.png" alt="N10/4/PHYSI/SPM/ENG/TZ0/05"></p>
<p class="p3"><span class="s1">Which of the following expressions is the ratio of </span>\(\frac{{{\text{kinetic energy lost on collision}}}}{{{\text{kinetic energy immediately before collision}}}}\)<span class="s1">?</span></p>
<p class="p1">A. <span class="Apple-converted-space"> </span>\(\frac{v}{u}\)</p>
<p class="p1">B. <span class="Apple-converted-space"> </span>\(1 - \frac{v}{u}\)</p>
<p class="p1">C. <span class="Apple-converted-space"> </span>\({\left( {\frac{v}{u}} \right)^2}\)</p>
<p class="p1">D. <span class="Apple-converted-space"> </span>\(1 - {\left( {\frac{v}{u}} \right)^2}\)</p>
<p class="p3"> </p>
</div>
<br><hr><br><div class="question">
<p class="p1">A wooden block is sliding down an inclined plane at constant speed. The magnitude of the frictional force between the block and the plane is equal to</p>
<p class="p1">A. zero.</p>
<p class="p1">B. the magnitude of the weight of the block.</p>
<p class="p1">C. the magnitude of the component of weight of the block parallel to the plane.</p>
<p class="p1">D. the magnitude of the component of the normal reaction parallel to the plane.</p>
</div>
<br><hr><br><div class="question">
<p>A driving force <em>F</em> acts on a car which moves with constant velocity <em>v</em>. The quantity <em>Fv</em> is equivalent to the</p>
<p>A. useful power developed by the engine of the car.<br>B. work done by the car against resistive forces.<br>C. energy of the car.<br>D. rate of change of momentum of the car.</p>
</div>
<br><hr><br><div class="question">
<p>An object is moving in a straight line. A force <em>F </em>and a resistive force <em>f </em>act on the object along the straight line.</p>
<p> <img src="images/Schermafbeelding_2018-08-10_om_16.20.45.png" alt="M18/4/PHYSI/SPM/ENG/TZ1/09"></p>
<p>Both forces act for a time <em>t</em>.</p>
<p>What is the rate of change of momentum with time of the object during time <em>t </em>?</p>
<p>A. <em> F </em>+ <em>f<span class="Apple-converted-space"> </span></em></p>
<p>B. <em> F –</em> <em>f</em></p>
<p>C. (<em>F </em>+ <em>f </em>)<em>t</em></p>
<p>D. (<em>F –</em> <em>f </em>)<em>t<span class="Apple-converted-space"> </span></em></p>
</div>
<br><hr><br><div class="question">
<p>A ball of mass <em>m </em>is thrown with an initial speed of <em>u </em>at an angle <em>θ</em> to the horizontal as shown. Q is the highest point of the motion. Air resistance is negligible.</p>
<p> <img src="images/Schermafbeelding_2018-08-12_om_09.14.39.png" alt="M18/4/PHYSI/SPM/ENG/TZ2/06"></p>
<p>What is the momentum of the ball at Q?</p>
<p>A. zero</p>
<p>B. <em>mu </em>cos<em>θ</em></p>
<p>C. <em>mu</em></p>
<p>D. <em>mu </em>sin<em>θ</em></p>
</div>
<br><hr><br><div class="question">
<p>The distances between successive positions of a moving car, measured at equal time intervals, are shown.</p>
<p> <img src="images/Schermafbeelding_2018-08-10_om_15.58.31.png" alt="M18/4/PHYSI/SPM/ENG/TZ1/08"></p>
<p>The car moves with</p>
<p>A. acceleration that increases linearly with time.</p>
<p>B. acceleration that increases non-linearly with time.</p>
<p>C. constant speed.</p>
<p>D. constant acceleration.</p>
</div>
<br><hr><br><div class="question">
<p>A uniform ladder resting in equilibrium on rough ground leans against a smooth wall. Which diagram correctly shows the forces acting on the ladder?</p>
<p><img src="images/Schermafbeelding_2018-08-10_om_15.49.37.png" alt="M18/4/PHYSI/SPM/ENG/TZ1/04"></p>
</div>
<br><hr><br><div class="question">
<p>An increasing force acts on a metal wire and the wire extends from an initial length <em>l</em><sub>0</sub> to a new length <em>l</em>. The graph shows the variation of force with length for the wire. The energy required to extend the wire from <em>l</em><sub>0</sub> to <em>l </em>is <em>E</em>.</p>
<p> <img src="images/Schermafbeelding_2018-08-10_om_15.56.50.png" alt="M18/4/PHYSI/SPM/ENG/TZ1/07"></p>
<p>The wire then contracts to half its original extension.</p>
<p>What is the work done by the wire as it contracts?</p>
<p>A. 0.25<em>E</em></p>
<p>B. 0.50<em>E</em></p>
<p>C. 0.75<em>E</em></p>
<p><em>D. E<span class="Apple-converted-space"> </span></em></p>
</div>
<br><hr><br><div class="question">
<p class="p1">An object of mass \(m\) is initially at rest. When an impulse \(I\) acts on the object its final kinetic energy is \({E_{\text{K}}}\). What is the final kinetic energy when an impulse of \({\text{2}}I\) acts on an object of mass \({\text{2}}m\) initially at rest?</p>
<p class="p1">A. <span class="Apple-converted-space"> </span>\(\frac{{{E_{\text{K}}}}}{2}\)</p>
<p class="p1">B. <span class="Apple-converted-space"> </span>\({E_{^{\text{K}}}}\)</p>
<p class="p1">C. <span class="Apple-converted-space"> </span>\(2{E_{^{\text{K}}}}\)</p>
<p class="p1">D. <span class="Apple-converted-space"> </span>\(4{E_{^{\text{K}}}}\)</p>
</div>
<br><hr><br><div class="question">
<p>An aircraft is moving horizontally. A parachutist leaves the aircraft and a few seconds later opens her parachute. Which graph shows the variation of the vertical speed <em>v </em>with time <em>t </em>for the parachutist from the time she leaves the aircraft until just before landing?</p>
<p> </p>
<p><img src="data:image/png;base64,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" alt></p>
<p> </p>
<p> </p>
</div>
<br><hr><br><div class="question">
<p>A moving system undergoes an explosion. What is correct for the momentum of the system and the kinetic energy of the system when they are compared immediately before and after the explosion?</p>
<p><img 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"></p>
</div>
<br><hr><br><div class="question">
<p>An object is thrown upwards. The graph shows the variation with time <em>t</em> of the velocity <em>v</em> of the object.</p>
<p style="text-align: center;"><img 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"></p>
<p>What is the total displacement at a time of 1.5 s, measured from the point of release?</p>
<p>A. 0 m</p>
<p>B. 1.25 m</p>
<p>C. 2.50 m</p>
<p>D. 3.75 m</p>
</div>
<br><hr><br><div class="question">
<p>The diagram shows the forces acting on a block resting on an inclined plane. The angle <em>θ</em> is adjusted until the block is just at the point of sliding. <em>R</em> is the normal reaction, <em>W</em> the weight of the block and <em>F</em> the maximum frictional force.</p>
<p style="text-align: center;"><img 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"></p>
<p>What is the maximum coefficient of static friction between the block and the plane?</p>
<p>A. sin <em>θ</em></p>
<p>B. cos <em>θ</em></p>
<p>C. tan <em>θ</em></p>
<p>D. \(\frac{1}{{{\text{tan}\theta}}}\)<br><br></p>
</div>
<br><hr><br><div class="question">
<p>A student of mass <em>m</em> is in an elevator which is accelerating downwards at an acceleration <em>a</em>.</p>
<p><img 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" alt></p>
<p>What is the reading on the force meter?</p>
<p>A. <em>mg</em></p>
<p>B. <em>mg</em> − <em>ma</em></p>
<p>C. <em>mg</em> + <em>ma</em></p>
<p>D. <em>ma</em> − <em>mg</em></p>
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<p>The graph shows the variation with time <em>t</em> of the acceleration <em>a</em> of an object.</p>
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</div>
<img 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" 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<p>Which of the following is the change in velocity of the object in the time interval 0 to 4s?</p>
A. -8ms<sup>-1</sup></div>
<div class="column">B. -4ms<sup>-1</sup></div>
<div class="column">C. +4ms<sup>-1</sup></div>
<div class="column">D. +8ms<sup>-1</sup></div>
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<br><hr><br><div class="question">
<p>An elevator (lift) and its load have a total mass of 750 kg and accelerate vertically downwards at 2.0 m s<sup>–2</sup>.</p>
<p style="text-align: center;"><img 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odeDjkbi6x8I1B4GE3rUtG29xiM83+CNK+fLtj3/QRLDs1AVftWFEwI9OqUyZDTANJCLAVPEsZh0jQDcDx4Jewg0EPtSyjDqvCUBEhg2BGIJGdhDfWJlL7lGFqdV1X3PHA1v4Tc3mZ3lWFs1kNYqD+BD1o/D+1xuRpRnqt+qdpfFjV4+5evY2/NvZifPck/hHah3XYaCB/Wer5Ax/krqljCD/uIuf0UWjAZ6ROTwivxnARIYIQRGKAIJiA5pwTbH2nAivWvotErhMpfaBzAxjU7gBfWYF5vPb3kbDy1fQbeWfEsXm50+oTQdRLWjc9gLZZj87wp3c8Kk+/FvNWp2Lp2I2qMs5CdFug5+sWsZi921p/x2fA40fjys1hhaVWlKwkT0yf7z7vgcnmQPH0BNj0cFvPJCqws3In0SDGrLPKQBEhg+BMYoAgqj+FuRcHLVaic8WeYDF+BTpeIMTlvYvzKvdizejp671ONwoSCzaivnIGzpkwkKu/4jZmLN8eXoGnPcmQmqd2n4BvfLoARU1FcMtM/FFYSoAjwShzcOQ3/NXOiz8bEH+P9m4twoKoU+mCORiPtkaVYd3UD0hMnY86+U/AkTUXxjrCYf/ARZlTW4+CaSDEHDfKABEhgBBDQKRPSgXZyQ5gACf6MFwLx8J2NhxjjJd9axKnuimlhnzZJgARIQGoCFEGp08PgSIAEtCZAEdSaMO2TAAlITYAiKHV6GBwJkIDWBCiCWhOmfRIgAakJUASlTg+DIwES0JoARVBrwrRPAiQgNQGKoNTpYXAkQAJaE6AIak2Y9kmABKQmQBGUOj0MjgRIQGsCFEGtCdM+CZCA1AQoglKnh8GRAAloTYAiqDVh2icBEpCaAEVQ6vQwOBIgAa0JUAS1Jkz7JEACUhOgCEqdHgZHAiSgNQGKoNaEaZ8ESEBqAhRBqdPD4EiABLQmQBHUmjDtkwAJSE2AIih1ehgcCZCA1gQogloTpn0SIAGpCVAEpU4PgyMBEtCaAEVQa8K0TwIkIDUBiqDU6WFwJEACWhOgCGpNmPZJgASkJkARlDo9DI4ESEBrAhRBrQnTPgmQgNQEKIJSp4fBkQAJaE2AIqg1YdonARKQmgBFUOr0MDgSIAGtCVAEtSZM+yRAAlIToAhKnR4GRwIkoDUBiqDWhGmfBEhAagIUQanTw+BIgAS0JkAR1Jow7ZMACUhNgCIodXoYHAmQgNYEKIJaE6Z9EogXAp6TsOSnId9yEp4hidkDl70a5ev3wO536LFbkK/Lgqnu/JBEoDihCA4ZajoiARIIJXABjeansba5K3g5YUoxqkUTyvLGBa9pfUAR1Jow7ZMACUhNgCIodXoY3Egg4HE2w1peBINOB533Xz5MljrYXepB6VU4mytgyjX4yhiKUH7IDpcKkMfZiF2mfL+NDBSVV4fa8DjRvMuE3ICfXBMsdaE2VOb8h2F+deGxnUedKQu6XBNeDbTBsB51lzzou11KvVmYuaUZqFmC9ETfELjX4bDLjjpLH3FfqoPJYED+q4fQqGqfoeglHLJf6tmksCsUwTAgPCWBISXgasTWBSV4M3EZmt0CQgi4HWuQWLEMJa80+UXuKs5YVyMzqxJYWYdO4UZnXR5aiuZglfVT7/M7zxkrlmY+gZ0oga3TDdH5Gma0rEHOqgM4o2ip51NYlxoxu+4WlDmuQCg2fnEXGgq7bfRst9/v7MNILWuGWwiIzheR3rCq226gUv1vcWTsWtjFFTjqSzA9oamfdo1DXtm7qC3NBIxm2NwRhsCuVliWz0FhQyDuK3CU3YKGwhzMLm9U/RJwomZZOarGfA8HlTjd7aic8C6MJWY0h/wyCQSs+ilUH0DJAT8kED8E4uE7GzlGt7hYu07o9etE7UW3CvplYTPPFTCahU257D4hzEa90JfWiovBUudEbWmmv4y/fIgdv23MFWbbFz4/3uPLQQtChPn3+rldGM0nhDeai7WiVK/vPg/U9F7PFKW154QQ/jh68x1yTakc1q5A3UA7labazMKIgO1AfMtFVfuVgHelVGh7vPEgjE9YGVXt8MMbVHrIQxIggSElkIDkvM1wOJRZ0vdhPXxB6bKh4+irWLKlBjDO8kbjOfV77K0BMuYbkBSMT+lJNUEo58qs7t4jQMYsTEwKDO78tr0FzqPOXAOn3ohJqaOCFpR50aSJachw/hzVTauRl6O6BQ8uNR1GhdOAhZPGhc6gJhmQnuHAhuoP8XTe3epK/uOBtauXimGXLqCpugbOjH/FVH0vcaMGtnYXkBpWzXvqb1ugzJTRvRXyl4x4izdIgAQ0J6AM94ruwZj0Bdh29C/eFzZS8regyTwXaDmF9v6GctcSoPN5zLwp0f/M0Pf8MTF9CWr6tNGMLTPHh9TRJd6JJTXOPmthMNrlOY+2444+/DhwvO181K/zsCfYB2LeIgFtCXTBvu8nWHJoBqrat6JgQqC3o0wanAaQNrjulWdv7xRjSqCzGG7d09u7eXNhtu1GccSeVG91BqldCeMwaZoBOB4eaODcgGneXmpfQhkoG/lnJByRa/AOCZDAIBFwod12Gsi4N3S45/kCHeevBH0kpD2A+UagxeZQTQR0wW6ZB51uHiynUpE9P7tHz9E302pAvuX/4Rv5RuhbjqHVeTVoVxl6u5pfQq5iw979rp6vQAKSsx7CQv0JfND6eWhvy9WI8ty+XqoeWLtUgUQ4HIusSHG3n0ILJiN9YvcDgghG+r1MEewXEQuQgFYE/P/Ja/ZiZ/0Zn9B4nGh8+VmssLR2O02YjEdMJUjfUoaf1vnKeZy/w86KY8h5YQ3mTUlB2iNLsS59Hzb+tBZO72zwGdTv3IuanLXYPO8OfC2nBNsfacCK9a+i0SuEynPIA9i4ZgfgtdHLM7PkbDy1fQbeWfEsXm50+uJznYR14zNYi+XYPG9K6LPCYMQDbBeSMDF9sr9WF1yuL4MWfAcJSJ6+AJseDov7ZAVWFu5EeqS4w6z0d0oR7I8Q75OAZgQSkJyzEgd3TsN/zZyIROX9vYk/xvs3F+FAVSn0Qb+joM9bhz1NhXBvvM9bLtFQDvfiPdizerp3siRB/zA27dmDxe5yGBJ10CXeh43uQjTtWY5MZbIk4VYUvFyFyhl/hsnwFeh0iRiT8ybGr9wbtBF0FzwYhQkFm1FfOQNnTZm++MbMxZvjS7rtBsuqDwbartE+8b66AemJkzFn36nQHqdiMmkqineExf2DjzCjsh4H1/jarvZ8Pcc6Zbo4UFF5UVN1GrjMnyQgLYF4+M7GQ4zSJngIAmNPcAgg0wUJkIC8BCiC8uaGkZEACQwBAYrgEECmCxIgAXkJUATlzQ0jIwESGAICFMEhgEwXJEAC8hKgCMqbG0ZGAiOXgPK+5EuB5cUMyDVZQ5cFG0QyFMFBhElTJEACg0PAc+odPPObaTjoXRbsAB5tfBHmRmWBicH/UAQHnyktksAQEbgEe52le6FVnQ4DW0g0fKFUpaf1Kt5s9v9VyBBFD7jQXJ4bujiDd8HXXGztnIfq937ke9E7aTLunf41zaKiCGqGloZJQEsCyoKn65FT2NC94KnbgQPTjqMoZz2sZ9R/Ixwah+fMW9gwuxJYfAAOZSFXdzPKUo/gB7O3of6SejXr0HqDf5aEzDXvef9AQ/kjje5/72FNZuBvgq/CWbcDZeeL8VSORvuOqBcYjLz4o7oUj0lAHgLx8J3VJMZeF1qNtACrOl/hC5v673ntPeBfKFVdPpbHV4Sj9n8L46Kd4kSnetHZwY2JPcHB//VGiySgPYGEO1Bc7YCjLA/JvXhzHm/D2V47db4VXvTTJiFV/b/fu2zVFVRUf4juXTk8uFS3Hgbdd1ButaK8KMM/dM2HaVcjnJfsOBTYV0SXgaKXPvAt3hASj7JQQx0swb1PdN79SPrd20RZqMFUiB//6SHs/FUR7gguFhtifFBO1BgGxSCNkAAJxJrAV2Gc/wDSevvf3c9Cpb2L5wGs3daEyU9/AKHsIVL7ABoX3w/DHc+h9cGfol3Zr+TEGuCFf8GGA749T4IEXE14paQUDekvotM75L0CxzNfRcXMDdjXY/muQC0PLjXuxoot+7F7dbZvQQhdGoqsnwUKDOrP3jANqgMaIwESiEDAaUVRYOe3iD9zUd6s3lMugi3v5as4c2A7NrTMQkn+5N6XuXI5YGvpZ1XoHi4yUfrMahRMUfqco6DP+kdM1+th3LQOq6brkaAs0z/lfszI+AveOfqxas1DwONoxaH6yZiRnebfGkBZEed/4T2xr4+FWgNbA6ifE57CroKbe0Q2GBe4svRgUKQNErgeAvoC7BICu66nbo86HrhOvob1K/4vFlda8ERwleoeBYf0QoJhKh7O2YAN5rcwNX80XBMfRJ5XTIc0jD6dsSfYJx7eJIF4IKAIYAWW55UDm17E+rwJvfcClaZ4N0nqXqlwYK2LYgXnpOlYc7Aelff/FVUbl2Fm+k3Q9di7eGBRaFWKIqgVWdolgf4IDMpw+Cqcjb/wC+Br2FE8VbUjXS8BBPbt6OWWcqnHhEmEctd0OWkK8gqWouw9B4Tbgaaqh3F2w0zkbKxXTcJck8VBLUwRHFScNEYC10DAPxzufj9O/QwscKx+Zy7MtucM6tbPhuH+3yB1+/7+BdBb3bekfY8JEO+ESQcy0tXbeob5G4zTBD0yCxajaGEmesQwGPavwwZF8DqgsQoJxJ5AB5q3lmDm8w4UV/0Hni+4o+8eYDDg0UjLfxLFLS/huZ2tvkkM774mz2NDyzyY/inSviFBA9d04NvsKR8m60n/hIlvj+XqRqC4ZGbvM9jX5CH6whTB6BnSAgkMOQGP3Yr1a98G0ArLnEm+/T/UM8yG9ahT/vpD2Zg93wBd4FzZ2XjCQzBV/gipFUaMUeokGvDE8QxsP7gSOcmDKwkJUwqxs6kE49+c6/MV3Nvk37HpiVsjP7scQqLcY2QIYdPV4BOIh/074iHGwc9M/FgcXNmPn3YzUhIgARLwEqAI8otAAiQwoglQBEd0+tl4EiABiiC/AyRAAiOaAEVwRKefjScBEqAI8jtAAiQwoglQBEd0+tl4EiABiiC/AyRAAiOaAEVwRKefjZeTwHnUmbKgy7fA3uvq0HJGrU1UgdWt58EScRHW6DxTBKPjx9okQAJxToAiGOcJZPgkQALREaAIRsePtUkgagIeZzOs6g2Lyn+DY2evhNkN32M4HyZLHewuZbzcBbtlXsgiCUBgGJkFU935bluX6mAyKNc+8g+5d6CusaJ772JDEcoP2b0rvvhWgOmtvg4GU51qLUDf8D14zeNEs7UcRQadf2MmZV9jC+rsgS2c/MP9XBNeDbQ7sMBDWF1D0Va8c+xMd/zKkcuOOosJucEFI9QsQosO5IwiOBBKLEMCWhFwNWLrgvnYdu5x1He6IcQHeHryKby9u1Xl8RJOWn4Ussew2/EsUhtWIX32y2h2jUJa9iwYnTWobrrgr3cBTdU1cMKB423n4Xu06MGlpsOogBH5Wf49fGuew8aqf8CSg+2+TZQqJ+Nt42q80tyBhLQHMN/oUO1A56/vROhagJc+RHUFsDD/biRDWeJrKWa/eSOWN1/x7SXs/gOeSdyLmSVmNHtF2x9i/W9xZOxa2JXNm+pLMD35krdu1rYLeLz+IoRww/70ZBx7+xC6d0XpQPMrq1HYcBd+4eUl4HasQWLFMqzcZ/e3U4VuIIfqHTw12R9V7YDHJDDIBOLhOxs5Rre4WLtO6PXrRO1F9b6650RtaaaA0SxsyuWLtaJUP1UUV7UJdSnfdb0wmk8It3ff4Nt9xwpj73mmWLDoCaEP2BE+u/rSWnHRf4xw315ffpsifI9i37l+wSKxQD9XmG2XFUehbfDWz+yxf7HbZhZGBOr429er7/C6fvuBuuHtHITvE3uCA/lNwTIkoAkBf28tIw0TQ/bV9a3+7HMZ6H3diW9N/Xro+nve/UKAFpsDroRJyJ5/L2r2/h6nlGUET/0ee1uMWLz8fyCj5RTalUZX8dQAAApoSURBVB5YSI8tQoPUNjHa18OseRdHTnUBnjYc2XsGCxd/DzMzzsDWruyC52sDFj6ELGUtwuQ8lDmaUDb9AuqsVliVfxYTZqYvQU0El6HtDN/PJAFJE9OQEaibkIp7Hr4DNRt+hQONdbDW+YbugdvX85MieD3UWIcEBoNAP3sA+1xcxdm2U6rhYE/HvmXq1YL1N7jaT+HjhQ/h/qx/xPyMBu8w2XO2Dce9Q+GxPY1EuOIbEh/D3iNt8CjbdX48A/n3T0f2/Am+YbK3DV/xD4UVI8rQfQkMY9Ixc9tRdCiXUh7BL5r+A0ac9gtnb876b6evVgoy1+yBrfJ+dFSVYc7MdIzRhT9z7M1+5GsUwchseIcEtCXQz6ZHPuejkDopDX3tDxfYHMknWEoPrQ1N1Q24XdkvxOsDON72GexH3kVLoMc20Jb5e5gtts9wRnmeeLvSax3tjQnH2+CwKz3OGcjP8gmrx/4GVi1pxCNVbXC/V4biggIUFDwIw8VP0NKnz/7b2V09GVPyClBcVu17jtm0HY+efQkzc37qW027u+CAjiiCA8LEQiSgBYGxyMo3Qh8YrgZduNBuO+0/S0By1kNYqD+BD1o/D33w791IHd2bI3kF7woqzGUwV0zA/OxJSIDiYwZaKsrxfMUZVY8t6KyfA584oeLn2GCuQcb8B5CW4I+ppQLPP1+hElaPtwfagvCh+5fo7AjMDEdyF2hneG8xYDNSvVHQZz6BZUWzoXeeQtvZq5EKRrw+IkRQWd6c/3QRvwS8ESsCCUjOKcH2Rw6icGUFTnpnTi/Bbt2KjVuau4NKzsL3Nk3HOyuexcuNTp8QulphWbkKW9LXYvO8wOZIPlHFnt3YgzRMSh2l7Cjie6ZWvwe7bd09tm7j/R35xQkHsHsPMG3SON9zSe+zQxt27+5UCWtAyI6gYufv4PROSStbgr6K9St29Dmk90aRnI2ntn8TFYUmWE4qoqlsynQAz23c2V3Xu2dKGnJNVv/rQb5XZg5XNwPFTyI/bXR/Depx/4YeV4bphcrKymHasoE1q7CwcGAFWWpoCSTcioKXqzDmleeQN2YxnNAjp7QMK194AvWHAqEk447il1A/6Q2YTZlIrFdeGDGi1PwybPNyMCU4qRIQoedRoRr2+obJetQgfAImYL+fn8l3I39hJrZUKK/W+J8neofJ2VBmO9InJnUbSM7GDw+W4f+sKYIhUYlzKha9sAFFB/Yj9Ymfdpfr9WgUJhRsRv0YM57LuwlLlOo567B/5VMw1h/z1Ui4A4t37kXKr3+GnDFz/OKo+Pg3HPzhY5hwHd26EbHRktILpAgWet/Z6vW7F8cX42ETo3iIMY6/AlGHfh26GbVPGiABEiABaQhQBKVJBQMhARKIBQGKYCyo0ycJkIA0BCiC0qSCgZAACcSCAEUwFtTpkwRIQBoCFEFpUsFASIAEYkGAIhgL6vRJAiQgDQGKoDSpYCAkQAKxIEARjAV1+iQBEpCGAEVQmlQwEBIggVgQoAjGgjp9kgAJSEOAIihNKhgICZBALAhQBGNBnT5JgASkIUARlCYVDIQESCAWBCiCsaBOnyRAAtIQoAhKkwoGQgIkEAsCFMFYUKdPEiABaQhQBKVJBQMhARKIBQGKYCyo0ycJkIA0BCiC0qSCgZAACcSCAEUwFtTpkwRIQBoCFEFpUsFASIAEYkGAIhgL6vRJAiQgDQGKoDSpYCAkQAKxIEARjAV1+iQBEpCGAEVwQKn4O842/AyFZQ04KwZUIcpCnfjo9WeG0F+U4bI6CcQxAYpgHCePoZMACURPgCIYPUNaIAESiGMCN8Rx7DEO/TLOftSI+v/cj7dOdADIwGNLZyPn/juROlrnj+1LdHzyR3xQbcVrRz7zXbvzMSz9Tg7uvysVo/2lRMcnaPqgGrteO4IO3Izs787CzR1fxrh9dE8CI4MARfC68nwZjoZKbN7vxqM/2oSK21OADjveff1XWHPkQWz8n7Nw22ig65ND2PHip7j3RyZU/EsKdPgSHR/9Bjs2V8K18V/x6G1fBbo+xm937MDx27+LDb8sQeroLpz9w0GYX/tM0VV+SIAENCbA4fD1AL78Cd7ffxr3FP0TZt2uiBugS5mCR4oW4jHn29h31AkBF04f/T2c2Q8ix18GuAEpd34T2RkOtP65AwICl0834x3nN/Gdx7P8PcgbkXrfI/jOY7ddT2SsQwIkcI0E2BO8RmBQhOuTVhzp0GPuzTd5BTBoYnQK9DcDR5wd6IIBdz25EduhDJub0fqFB4ALH9dU4a0TQMY3lVoufPJhCzpufghjg0No5fpojNWPBz4NWuYBCZCARgTYE7xmsF/i4rmzUJ4CRvp0fHoOF4VAl+N3eGXFUqzZfBgf/015tyYZd3/vh1iaAXymCKXoxLlP/xrJDK+TAAkMAQH2BK8Z8g24aXwqUnA2Ys2UW8fjJjhxtGIvWu9ZhW3fvw9fC8yVXP4Ir3/WAdyqjKHHYPytX2OPLyJJ3iAB7QmwJ3jNjHW48bapyE5xwv7ZRYS8O93VAednwM36FIwOHE+ZgJSAAAIQXV+gM+gzCbfdnYGUzz7HhS61pS5ccJ4LluIBCZCAdgQogtfD9sbb8ODcyfjTrjfw7sfKBAeArnY07KrAW/pHMe9+PXQ33oy7s7+GliP/jRP+112EMoO814qG4FhahxvvzEPRPX/Ez3cdgcMrhJdx9g/v4D/f+uR6ImMdEiCBayTA4fA1AvMVvxGGGYXYML4R9a9vwMLge4ILUR58T3AM7py1GCXvvoHNKxZ7q6VkfxeLHlyMVSmV2BXwqxuH+xauwo21B7D5+/+ODqTgzseehPG7WTjRGijEnyRAAloR0AkhguMwnU4H1alWPofcrtKuysrKIfcrk8PCwsJhm1vZv7PD9f+VTN/vaGLhcDgaeqxLAiQQ9wQognGfQjaABEggGgIUwWjosS4JkEDcE6AIxn0K2QASIIFoCFAEo6HHuiRAAnFPgCIY9ylkA0iABKIhQBGMhh7rkgAJxD0BimDcp5ANIAESiIYARTAaeqxLAiQQ9wQognGfQjaABEggGgIUwWjosS4JkEDcE6AIxn0K2QASIIFoCFAEo6HHuiRAAnFPgCIY9ylkA0iABKIhQBGMhh7rkgAJxD0BimDcp5ANIAESiIYARTAaeqxLAiQQ9wS4vH7cp5ANkJGA1WoNCUt9/vWvfx3f+ta3Qu7zJHYEKIKxY0/Pw5iAy+VCUVFRsIVz5swJHv/xj38MHvMg9gQ4HI59DhjBMCQwd+5c3HfffT1atnbtWkybNq3HdV6IHQGKYOzY0/MwJnDjjTdi06ZNPVr41FNP9bjGC7ElQBGMLX96H8YEjEYjvv/97wdbuG3bNkycODF4zgM5CFAE5cgDoximBJThr/JRhsZLliwZpq2M72ZxYiS+88foJScwZcoUPPfcc7jjjjugDJH5kY9Aj83X5QuREZFA3wRk33z98uXLFMC+UxjTuyEiGNNI6JwESIAEYkCAzwRjAJ0uSYAE5CFAEZQnF4yEBEggBgQogjGATpckQALyEPj/aheL09PG0LwAAAAASUVORK5CYII="></p>
<p style="text-align: left;">What is the tension in the elevator cable?</p>
<p style="text-align: left;"><br>A. 1.5 kN<br>B. 6.0 kN<br>C. 7.5 kN<br>D. 9.0 kN</p>
</div>
<br><hr><br><div class="question">
<p>A car of mass 1000 kg accelerates on a straight, flat, horizontal road with an acceleration<em> a</em> = 0.3 m s<sup>−2</sup>. The driving force <em>F</em> on the car is opposed by a resistive force of 500 N.</p>
<p style="text-align: center;"><img 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" alt></p>
<p style="text-align: left;">The net (resultant) force on the car is</p>
<p style="text-align: left;">A. 200 N.<br>B. 300 N.<br>C. 500 N.<br>D. 800 N.</p>
<p style="text-align: left;"> </p>
</div>
<br><hr><br><div class="question">
<p>A tennis ball of mass <em>m</em> moving horizontally with speed <em>u</em> strikes a vertical tennis racket. The ball bounces back with a horizontal speed <em>v</em>.</p>
<p style="text-align: center;"><img 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" alt></p>
<p style="text-align: left;">The magnitude of the change in momentum of the ball is</p>
<p style="text-align: left;"><br>A. <em>m</em> (<em>u</em> + <em>v</em>).<br>B. <em>m</em> (<em>u</em> – <em>v</em>).<br>C. <em>m</em> (<em>v</em> – <em>u</em>).<br>D. zero.</p>
</div>
<br><hr><br><div class="question">
<p>An object of mass <em>m</em> is connected via a frictionless pulley to an object of mass <em>M</em>, where <em>M</em> > <em>m</em>. <em>M</em> rests on a horizontal frictionless surface</p>
<p><img src="data:image/png;base64,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" alt></p>
<p>What is the acceleration of the system?</p>
<p><img src="data:image/png;base64,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" alt></p>
</div>
<br><hr><br><div class="question">
<p>A system that consists of a single spring stores a total elastic potential energy <em>E</em><sub>p</sub> when a load is added to the spring. Another identical spring connected in parallel is added to the system. The same load is now applied to the parallel springs.</p>
<p style="text-align: center;"><img 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"></p>
<p>What is the total elastic potential energy stored in the changed system?</p>
<p>A. <em>E</em><sub>p</sub></p>
<p>B. \(\frac{{{E_p}}}{2}\)</p>
<p>C. \(\frac{{{E_p}}}{4}\)</p>
<p>D. \(\frac{{{E_p}}}{8}\)</p>
</div>
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<div class="column">A train on a straight horizontal track moves from rest at constant acceleration. The horizontal forces on the train are the engine force and a resistive force which increases with speed. Which graph represents the variation with time <em>t</em> of the power <em>P</em> developed by the engine?</div>
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" alt></div>
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<br><hr><br><div class="question">
<p>The graph shows the variation with distance <em>x</em> of the magnitude of the net force <em>F</em> acting on a body initially at rest.</p>
<p><img src="data:image/png;base64,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" alt></p>
<p>Which of the following describes how the kinetic energy and the acceleration of the body change<br>with distance?</p>
<p><img src="data:image/png;base64,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" alt></p>
<p> </p>
</div>
<br><hr><br><div class="question">
<p>An object falls vertically from rest. Air resistance acts on the object and it reaches a terminal speed. Which of the following is the distance–time graph for its motion?</p>
<p><img 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" alt></p>
</div>
<br><hr><br><div class="question">
<p>A ball is released at time <em>t</em>=0 above a horizontal surface. The graph shows the variation of velocity <em>v</em> with time. Which of the following shows the highest point of the ball after one bounce?</p>
<p><img 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" alt></p>
</div>
<br><hr><br><div class="question">
<p>A constant horizontal force <em>F</em> is applied to a block Y. Block Y is in contact with a separate block X.</p>
<p><img 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" alt></p>
<p>The blocks remain in contact as they accelerate along a horizontal frictionless surface. Y has a greater mass than X. Air resistance is negligible.</p>
<p>Which statement is correct?</p>
<p>A. The force <em>F</em> is equal to the product of the mass of Y and the acceleration of Y.</p>
<p>B. The force that Y exerts on X is less than <em>F</em>.</p>
<p>C. The force that Y exerts on X is less than the force that X exerts on Y.</p>
<p>D. The force that Y exerts on X is equal to <em>F</em>.</p>
</div>
<br><hr><br><div class="question">
<p>The graph shows the acceleration <em>a</em> of an object as time <em>t</em> varies.</p>
<p style="text-align: center;"><img src="data:image/png;base64,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" alt></p>
<p style="text-align: left;">What is the magnitude of the change in the velocity of the object between 0 and 3 seconds?</p>
<p style="text-align: left;">A. 5 ms<sup>–1</sup><br>B. 10 ms<sup>–1</sup><br>C. 20 ms<sup>–1</sup><br>D. 30 ms<sup>–1</sup></p>
<p> </p>
</div>
<br><hr><br><div class="question">
<p>Two pulses are travelling towards each other.</p>
<p style="text-align: center;"><img src="data:image/png;base64,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"></p>
<p style="text-align: left;">What is a possible pulse shape when the pulses overlap?</p>
<p style="text-align: left;"><img src="data:image/png;base64,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"></p>
</div>
<br><hr><br><div class="question">
<p>An object is released above the surface of Earth. Which of the following correctly describes the speed and acceleration before it reaches terminal speed?</p>
<p><img 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" alt></p>
</div>
<br><hr><br><div class="question">
<p>The graph shows the variation of speed <em>v</em> of an object with time <em>t</em>.</p>
<p style="text-align: center;"><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAMwAAADKCAYAAADpe6/vAAAT6UlEQVR4Ae1dbXBW1bV+zHSYKxOcVp0LNlDCJNEJyuDEYidE+bhyww1IW6nXEgiFEZiirQJC64zETquoFxWBqrEWdIKIfBQDFkxKJpaIJLktbS4MmkxIUhGDQkfxDmbQy4/kzjrJ0Zf3++ucd388+0/ec84++6z97PVkr73X2ntf1t/f3w8mIkAE4kIgK65czEQEiICDAAlDRSACCSBAwiQAFrMSARKGOkAEEkAgKmH6OqtxR24FtnR+eWmRvUewoWwy7t17Cn2XPuEVETAagaiEyRqeixuGfoiu070BIHyJzt0b8RzuxOJpIxG1gIC3+JMImIBAdH3Pvgb5BZ/j3ZOfftWT9H30J6x/8kOUP1iOouzor5sAEOtABAIRiK7xWVdh9Lhh6O76GAN9zP/i6M6tODx5Be6ZdHVgOfxNBKxAIDphkI2c/FG4cPwkzvYBfR81YvMm4O4lU/DtMG82NDTgiy++sAI4VtJOBMKofSAQQzA8Nw9DO9/H6d5/4lDVehyefR/uLvpmYCbn97Fjx7B08RI89+yzIc94gwiYgkAMwmQhO2cM8gD0dezHxpoiPHrvRFwRVHvpVVYsW+bcrautRWdnZ1AOXhIBMxCIQRjAmSlDI9b9ahMuLpmL2749JKTmW6q3oGzGDOf+Q5WV+FVlJU2zEJR4wwQEYhIGzkzZJ+j4oBS/WHQTsoNqLb3Jrp07sGjxYufJtGnTkJefj5rXXw/KyUsioD8Cl6USrSym2N0LF2LRkiUQouTnjkHXyfdx7tw53Fx0E95uOoycnBz9UWINiMAgArF7mChQCTEmT5nqkCUw25VXXonfbd6EU6dOBd7mbyKgPQIp9TDBtXd7mOD7vCYCpiCQUg9jCgisBxGIFwESJl6kmI8IAIydpBYQgUQQYA+TCFrMaz0CJIz1KkAAEkGAhEkELea1HgESxnoVIACJIEDCJIIW81qPAAljvQoQgEQQIGESQYt5rUeAhLFeBQhAIgiQMImgxbzWI0DCWK8CBCARBL6RSGbmTR0BWUPU09MTUlBBQUHIPd5QDwESxuM2kc1B3j1+HO3t7dix7TV8J3c0JpaUhHw18NmECRMw9vrrQRKFwJTxG1wP40ETnD59Gvv+uM9Zul04dixKS0vjIoDb+7S99x7q6+vR3tbmLP2W/RJkUR5T5hEgYdLYBrK/wZbqanR3dTnLtouKilJSdFnR+s6hQ9i4YYPTKy1YuJC9ThrbK5miSJhkUAt6RxT7mXXrHKLcv3w5iouLg3Kkdik9T1NTEx5fswZ3/XgOFixcgMsvvzy1Qvl2Ughwliwp2L5+SXb7vHP2bMi4Y/vOnWkni3xJyCGbjLxZV4dhw7Ixs6wMMjZi8h8B9jBJYi7/9R9bswafffYZHlq92tfdccT0k73fZAMS9jZJNmCSr7GHSQI4GdTL9lIjR47C81VVvpJFxJXZs5erq/H55+exauVKZ1urJKrBV5JBQPYlS1fKG52brqKULaenp6d/6uTJ/c3NzUrIuHfPHkcekYvJewSQzk+YThghiZDl6NGj6YQt5bJcuUialKGMWQAJExOigQyqK6Xq8sUJs/LZOIaJw46VMcv88rnYum2b7+OVOMRzsshU9mNPPIH58+ZB5GXyBgESJgauDlnmzcPW7a8pSxa3CoGkkVk8pvQjQMJEwVSUbtUDDzj/udPtjIzy2ZQeiZxykoLMnpE0KUEZ9mUSJiwsAzdF6cTXoQtZ3KrMq6hAbm4u5NwepvQiQMJEwHPbq686T5beszRCDrVv//y++/B240FIJAJT+hBgeH8YLCXs5KXNm7G7pibMUz1uSTjN0888g8klt/CcnjQ2GXuYIDDF7pfzOtdv3JhSpHFQsRm5lMOs5JweGYdxPJOeJiBhgnCU+DAZNI8fPz7oiZ6XPEIxve1GwgTgKfa+rGWZ/aMfBdzV/+fqykrHxOTp1qm3JQkziKGsaZH1Jo+sWWPcWhMZz4hTk6dbkzCpIzBYggzyZXGWqevoZWqcp1unri6cJQMgpkpdba2zQCt1SNUt4YGVK53TradMnap81IKqKNIkAxxTRUwW05f9ykYa6zasxwtVVarqo/JyWU+YN/budUwV3bz5yWpW6fTpzsRGS0tLskVY/Z7VhBHfhOzIIrux2JKkF5WNOn67YYMtVU5rPa0mjMRayZ5fpg70I2mKOwEgvStTYghYuwmGTCPfXHQT/tr6d+09+ok1+UBumej46ZIlzkSH6WO3ZPCJ9I61Pcyunbuw6sEHrSSLKIP0qrJlbf2BA5F0g/fDIGBlD2N77+LqAXsZF4n4/1rZw9jeu7jqwV7GRSL+v9b1MOxdLlUO9jKX4hHryroehr3LpSrBXuZSPGJdWdXDsHcJrw7sZcLjEu6uVT0Me5dwKsAZs/CohL9rTQ8jXv1xhWOt9buEb/6v77q9zJ8bG7++yV8hCFjTw4i/Yc68udb6XUJaPuiGjGWGDx8OxpgFARN0aQ1hbIsZC2rnuC4ZYxYbJisII/815axJ+S/KFBkBiTE7e/assz4oci67n1hBGInMrZg/3+6WjrP2y5Yvx949e+LMbV824wkjg1n5r2nLepdUVfjWSZPwYtULPKQpApDGE+athrecbZMi1J+3gxCQVZkSlCpLtplCETCaMOKofHrtWmfNS2jVeScSArdNu83ZlinSc5vvG00YOeP+p/few6nkBDWcU8yRATOaMDu2b4esYWdKHIFFsrhs//7EXzT8DWMJ455jb8qWr37rYUlJCXZse42D/yDgjSWM49kvLw+qLi/jRUCWLXPwH4qWkYSRuDGZGpUpUqbkEeDgPxQ7IwnT1NTEuLHQtk74Dgf/oZAZSZg9NTWYefvtobXlnYQRkMH/4XfeSfg9U18wjjBy6nF7Wxs9+2nS2KKiInr+A7A0jjCNBw86u/AH1JE/U0BAPP/iy2ptbU2hFHNeNY4wcmyFDFaZ0ofALbfeCjFzmQCjCCO+F1kExTD+9Kr2jTfe6Ji5Yu7anowiTEtzC+bQ95J2nRafjBw2Jeau7ckYwojvRQIt6XvxRqWLJxZj/7593hSuUanGEObo0aOYPqOMgZYeKZ+EGHE1pkFjGPEV3DF7tkfqwmIFATmOXdYX2ZyM6GHcUBjxGTB5h4Ccjblr5w7vPqBByUYQRswxbqHkvbbl5OQ4s5BuJLj3X1TvC0YQRtZtMBTGH+W6fdYsyGykrUl7wsgyZFm3Ib4CJu8RsN0s054wErIhoRs8ds57ssgXbDfLtCeMhGxI6AaTfwjYbJZpTRgxxw7U1tEc848rzpdsNsu0JgzNMZ+ZMvg5m80yrQnzP62tNMcywxnYapZpSxjXWcnZscwwxlazTFvCuM5Kzo5lhjC2mmXaEkZix+S/HFPmELDRLNOSMK45xtixzJFFviz/sN5utGuNjJaEYSh/Zonifl3MMkk2rcTUkjAM5XdVNvN/J0+ZatVKTC0JI2eX0BzLPFlEAttWYmpHGHejC9n+hynzCLgrMW0xy7QjjISWy+wMkzoIyAYZ7e3t6gjkoSTaEUZW/HE62UONSKJoMcts2bdMK8JIty/7jrmzM0m0LV/xAIFrr73WCYKVYFjTk1aEkX2xZFaGSS0EJNpC1iR1dHSoJZgH0mhFGNkXS7p/JvUQkDVJNuzyrw1hpLuXfbF4BJ96ZBGJrrvuOmeXf4nCMDlpQxhZ+1I2Y4bJbaF13WSaXzZSPHHihNb1iCW8NoSR8QuXIsdqzsw+l40UTd9RRgvCSDfPnWEyS4Z4vl5YWGj8Rn9aEIZrX+JR18zncdfIdHZ2Zl4YjyTQgjDHjh6js9IjBUh3sRKF8de//CXdxSpTnhaEEe8+gy2V0ZmogtwwbpzRx2IoTxjp3sW7z2DLqHqqzEM3GNNUr7/yhJHuncGWyvAhLkFk+t/UQ2SVJ4x492/+3vfiaihmUgMBmf439Xg/pQnjevd5yKsaRIhXCtn6StwAJnr9lSaMdOuy1oJJLwQkGFO8/uIOMC0pTRjp1sffON40zK2oj3j9xR1gWlKWMPTu661qpnr9lSUMvft6E8b1+pu21l9ZwtC7rzdhRHpxB5g2W6YsYejd158w4vVvbm7WvyIBNVCSMPTuB7SQxj/F69/e1gaTvP5KEobefY1ZEiS6aV5/JQlD736Q1ml8KV5/OfjKlKQcYejdN0W1BuohXv8Xq14wxuuvHGHo3TeLMK7X35S1/soRht59swgjtTFprb9ShKF33zyySI1M8vorRRh6980kjElef6UIQ+++mYSRWpni9VeKMPTum0sYU7z+yhCG3n1zySI1M8Xrrwxh6N03mzBSO1kMqPtaf2UII959HpRkNmlkMaDuXn8lCON693lQktmEMcHrrwRh6N03myhu7cTrP2feXK3X+itBGDkfkQcluWpl9l8xu3Ve659xwoh3/0BtHQ9KMpsnX9VOtvwV94GuKeOEEe++nI/IZAcCsuVv4dix0HWH/4wTRs5F5EFJdpDFreXEiRO13eE/44SRtRIye8JkDwIyjhE3go4po4Q5duyYs0OizJ4w2YOA6z7QcQumjBJGzkOUtRJM9iEgwZh/O3JEu4pnlDAMttROX9ImsARj1tfXp608vwrKGGFklkRmS3hQkl9NrdZ3dA3GzBhhJNiytLRUrVakNL4ioGMwZsYII7Mk350wwdcG4sfUQkCiOyTKQ6eUEcK4syPubIlOgFHW9CGgo1mWEcLIzjA8tzJ9iqdzSWKWdXR0aFOFjBCGa1+00Q/PBZU1MhLtoUvynTA0x3RRDX/k1G2NjO+EoTnmjyLq8hWJ8pDgW13Ow/SdMDTHdFFl/+SU4FtdzDJfCUNzzD8l1OlLOpllvhKG5phOauyfrDqZZb4ShuaYf0qo25d0Mct8IwzNMd1U2F95dTHLfCMMzTF/FVC3r7lmWVNTk9Ki+0YYmmNK64ESwpVOn658bJkvhKE5poQ+Ki+EDrFlvhBm3x/3YU55ufINRgEzj4DqIf++EEZWVt46aVLmW4MSKI+AhPy/tGmTsnJ6ThjZ6IIrK5Vtf+UEE7NMkmvGqyag54SpP3CAG12o1uqKy6PyaWWeEka2gZV9x0pKShRvIoqnEgKyb9lLmzerJNJXssQgzEWcaX0ND5ddj/zcMcjPvR4zK1/G/tYz6PuqiMg/3G1gue9YZIz4JBQBWYkrZryY86qlqITp+6gWj1TsBOZW4/A/3kfXP97Cb/61BQ9VvIBD52NT5tWtW7kNrGotrok8sl+d7FunWopCmC/RXb8b9QV34CfzJmCE5Mwage/+fBVWFjTjrdZzUesihyS1t7WhuLg4aj4+JALhEBAz/um1ayFmvUopCmF6cbrrQwwdl4vhgbmyrsLocRfxRsO7OB+lJnW1tVi0eHGUHHxEBCIjoGqoTCAVLpW+71N8cPyTS+8FXF04fhJno1hlMmjjmZUBgPFnwgioGCoTmTC9H6Or80LClZQXWlpanEEbt1FKCj6+NIiA+GTOffqpUj6ZyIRJodne3L8fFfPnp1ACXyUCAwiIT0ZCq1RJkQmTfQ3yC4YmLKcM9pubmnjmS8LI8YVwCJTNmOEc8Zfq4F/eT7UMkS8yYZzB/dXh6uDcC5kMGMwpg30JoKPvJSJ0fJAAArJZ/cSSkpR3lTlx4gRmlpWhoaEhga+HZo1MGGQjJ38UQgb3zmTA58jLvwbZoeU5HtpZ358V5glvEYHkEPjPu+7CbzdsSO7lwbdkPPTipk1OYGfl6tUQSyiZFIUw/4K80jtR2vkinnrlPfRK6X1n8Lfnnsa6zllYNrsgbPckHloO9pNpCr4TCQE3IDPVg2QLCgrwcnU1CgsLcXPRTXhj795In4x4/7L+/v7+iE9xHp2NNXhl7VPY3j4wYzZ02v149N5yzCoaEUIYCZ9hIgI6ITB9Rhmer6qKW+QYhIm7HGYkAtogIIP/mtdfd4YPy5Yvxw9++MO4Zf9G3DmZkQgYgIAEdP7X448jLz8fu2tqEj4BL8oYJjV0+s4cwauVPxiMch6D/LJKbNnXijNRogNS+yLfJgKREZBe5aknn8SKZctw//LlWPPYY2HIItH5O/Hs3s6I0fjeEKbvFPb9ZhW248fY9d8d6DrZgcOPjETTgyvw/KHI4TaRq8snRCA1BHp6ejBs2BV4s64uckDw+WY8X1GFf37zWyHjc/frnhCmr/vPqK4bhbsWzEbRiCEAhmDEhIX4xS9HxQzadAXjXyKQTgRkhmzpPUuj+Af7cL71IN64MAr5OeEcJgPSeECYPvSefh/dQ/MweriQxU1DMDw3D6g5iNY41tK4b/EvEfAegU/QWDkVRQtfwQU04dF/n46HG8NbQh4Q5iLOnuxGxLDNC9344OxF7zHgF4hA3AhcjSmP/B4Pj/8Wxv36Tzhx8m08OiV8lIsHhBlYRxO3rMxIBFRAwInOH4Ybcq+KOH4RMT0gjAq1pwxEIDEE+s6exLsxxi9SogeEGYhBS0xc5iYCmUTgS3Q3NeB4yLg7VCYPCDMwuI+4MCAOoULF5B0i4CUCg8OIgjHIyY5OiehPk5IxC9k5Y5AXMrgfnAyIQ6ikPsuXiECyCAxG4I+7oxh5MRgR43FyEmTl/RsWlnVj3drd6OgV1/5FnDlSjaee/BDlK25HgSdfTU5WvkUE4Az4/28AiAu9cFQ2AizeqG7WSNz2wBNYOeIPmHlDHvJzr8MtC/6OsY+vx88mhZ+uiyAfbxMB7xG4oggVv5yE7l//B64t342Po3yR0cpRwOEjIhCMgDc9TPBXeE0EDEGAhDGkIVkNfxAgYfzBmV8xBAESxpCGZDX8QeD/Ac/ELMSPlnn+AAAAAElFTkSuQmCC"></p>
<p style="text-align: left;">Which graph shows how the distance <em>s</em> travelled by the object varies with <em>t</em>?</p>
<p style="text-align: left;"><img src="data:image/png;base64,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"></p>
</div>
<br><hr><br><div class="question">
<p>Joseph runs along a long straight track. The variation of his speed <em>v</em> with time <em>t</em> is shown below.</p>
<p style="text-align: center;"><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAXUAAAE7CAYAAAAirxHUAAAgAElEQVR4Ae2dC3QUVbb+v+k/C4QVuaKiCHckGAIXJArBF+AACspDgYCKojCEgajAxQEVvY68Rrx61ZFIGOHOiICC4giS4HN0wATU4PCIjzAoSRhQeURxHAhZ0TA3Xf91OqTpdCo5p7tPvbq/WkuprnNq7+/8drG7qHN2188MwzDAjQRIgARIIC4I+OJiFBwECZAACZBAgACTesQXgh+VpVuxcUM27uw1HwUV/oYWKkvxfnYWLknuhM7JF+OGOS+jqPxkw348QgIkQAKaCTCpRwjUX/oiJj22Ghvn5OD9apOT/V/jzRUFwI1P4/MD+1Hy8XIMLV+CsZP+gKJKky8AExM8RAIkQALREmBSj5CcLzUT61YuwUMP9DM903/gEFrfPBHXprYOtPva9cH0B+9C2hfrkbvzB9NzeJAESIAEdBFopssQ7dQS8F3UB/3DYPjOT0aPVmEH+ZEESIAELCDAO3ULoJqabJGOy7rU3r2btvMgCZAACWggwKSuAWLTJvyoKPoAu395Owa1b950V7aSAAmQQIwEmNRjBCg9vXIXVqw5G3OzeiNJ2pkdSIAESCA2AkzqsfGTnH0MRSveQ5vZE5CeRNQSWGwmARLQQIATpRogmps4icNvrMOeITMwsWvTz9I7J3cyN8GjJEACJBBGoOzA/rAjYR/FzwRwi5TAj0bJyjuMlG7zjPzjNSYnVxtH8v9o5OQfMk63Hje+fPElY4tpfxMTpw6ldExuvPFUy8d/3dFkH1m7OFlHn0TTqsJNB1fhR8ZWlx+ZHVm7ilY7ucn0yriqaFXpI9OhYkP0UdHLO/WwL7nYP1agNO9pzJz5IvbiMSwONXjpfLxzBx/DhCLhPgmQgF4CzDCR8qwowNzu3TBswUdA1YuYckkaRq/ai9pa0ZM4nDcfNwUSerjhVkgb3QcpJB4Ohp9JgAQ0EuCdeqQwWw/Ewj37sdD0vOZon5GNzzOyTVt5kARIgASsJsD7RqsJ0z4JkAAJ2EiASd1G2HRFAiRAAlYTYFK3mjDtkwAJkICNBJjUbYRNVyRAAiRgNYGfibWPVjuh/egJiMKkl15dF70BG8+8Y+wt1GoRb7K1BqyXuAoCQi+Lj8S3loc3lWIDWWGDrF3g0dEn0bSqcNPBVfiRsdXlR2ZH1q6i1U5uMr0yripaVfrIdKjYEH1U9PLxizU3ALRKAiRAAo4QYFJ3BDudkgAJkIA1BJjUreFKqyRAAiTgCAEmdUew0ykJkAAJWEOASd0arrRKAiRAAo4QYFJ3BDudkgAJkIA1BJjUreFKqyRAAiTgCAEWHzmCXd0pi4/UWUXS04tFJyxCiyTCan29eB2w+Eis2PfwplJsICtskLULPDr6JJpWFW46uAo/Mra6/MjsyNpVtNrJTaZXxlVFq0ofmQ4VG6KPil4+flH7QmcvEiABEvAEASZ1T4SJIkmABEhAjQCTuhon9iIBEiABTxBgUvdEmCiSBEiABNQIMKmrcWIvEiABEvAEASZ1T4SJIkmABEhAjQDXqatxcqwX16lbg96L65O5Tl3/teDF64Dr1MXiTg9vKutSZWtgZe0Cj44+iaZVhZsOrsKPjK0uPzI7snYVrXZyk+mVcVXRqtJHpkPFhuijopePX/R/+dMiCZAACThGgEndMfR0TAIkQAL6CTCp62dKiyRAAiTgGAEmdcfQ0zEJkAAJ6CfApK6fKS2SAAmQgGMEmNQdQ0/HJEACJKCfAJO6fqa0SAIkQAKOEWDxkWPo1Ryz+EiNU6S9vFh0wuKjSKMs7+/F64DFR2LFvtatxjhRssXIe22RkdVznpF/vMbUes2R7cbqh0cGigXSJi8zdhypNu0nO6hSbCArbJC1Cw06+iSaVhVuOrgKPzK2uvzI7MjaVbTayU2mV8ZVRatKH5kOFRuij4pePn6Rf5nX6+EvfRGTHluNjXNy8H51vabTHyp3IGfS/6Bs8DKUHNiL98b/A/Mn/QFFlf7TfbhHAiRAAhYQYFKPEKovNRPrVi7BQw/0a+TMn1C6fjFW9J6Bewe2hw/N0W7gXZjd+3UsXF8KpvVGsPEwCZCAFgJM6lowhhjxf4XC3D1I6XwBkoKHz0b64L7Yl7sN+5jVg1S4QwIkoJ8Ak7pmpv5925D32ZnokXwOGsD9bBMK9/2k2SPNkQAJkMBpAg3yzukm7kVOwI/KQ/uxDz9H5w6n79Mjt8MzSIAESCA6As2iO41nkYD3CYjlol7avKSXWp27sninrpW9D0kdOiEF36DsUKVWyzSmj8APP/ygzxgtkYDLCPBOXXNAfCl9kHHpSyirZ/ckvj2wD1WXDkbflDPqtYgPsrsaWXsDgw4e8JJWBzHRNQlYRoBJXTdaX0f0HX0+nt60G7MHDkTrgP1KHCr7Fmmj+yDF5N9GTVWIiSTZVLsw/9ftO3HlFZc1OhJZu4oNlT5e0Prjjz/ihmHD8PWBrxrlxQYS8DQBUaXELVICPxolK+8wUro1UlF6YruRPXSMMT//kFFjVBtH8h81hg/NMXadMK8+bcq7SgWZrFpN1i786+jjBa2FhYWBqjyhVew3telgosOG0Chjq8uPzI6sXUWr6COzI2tXsaHSR8ZVxYZKH13jUdFrct/o6e8o68VXFGBu924YtuAjoOpFTLkkDaNX7a1fVJR0Oe5ZeT/OWXMTuiT3wuRNnbBw5V1ITyJu6wPUtIc1q1cHO/Ts2TO4zx0SiBcCfPwSaSRbD8TCPfuxUHKer10fzFi+DTMk/dhsH4FDhw7h3bffCTps2bJlcJ87JBAvBHjrGC+R5DikBN54/Q1pH3YgAa8TYFL3egSpX4mAmCB99U+vBPoOGT5M6Rx2IgEvEmBS92LUqDliAp9++mlwxcv4CRMiPp8nkIBXCPAlGS6PlFgmyJcjxB6kRb97Cru2b0fb887DE08vwq8mjPcMVzF6L73MgVpjv14bsyDYypY4QyzH4eZeAipLmGTLpWTtYvQ6+rhV68GDB4PLGJctXRYItg6tKtx0cBV+ZHp1+ZHZkbWraLWTm0yvjKuKVpU+Mh0qNkQfFb18/NLYVyKPxw2B0AnSESNHxM24OBASMCPApG5GhcfihkD4BGmHDh3iZmwcCAmYEWBSN6PCY3FDgBOkcRNKDkSRAJO6Iih28yaBugrSC5M7ghWk3owhVUdGgEk9Ml7s7SECoRWkY2+9Dawg9VDwKDVqAkzqUaPjiW4nwAlSt0eI+qwgwKRuBVXadJxAdXV1vQpSTpA6HhIKsIkAi49sAh2tGxYfRUdud3ExHl/4SODkh+bOQ4+0tHqGvFQgI4R7SS+11rvUtH5g8ZFYre/xTaXYQFbYIGsXiHT0cZPWsbeMDRRqXDNggFFVVdXgKtChVYWbDq7Cj0yvLj8yO7J2Fa12cpPplXFV0arSR6ZDxYboo6KXj1+0fo/SmBsIiAlS8ZMAYuMEqRsiQg12EmBSt5M2fdlCgBOktmCmE5cSYFJ3aWAoKzoCrCCNjhvPih8CTOrxE0uOBAArSHkZJDoBJvVEvwLibPx1FaTiJ3ZZQRpnweVwlAgwqSthYicvEAitIB04aBArSL0QNGrUToBJXTtSGnSKQOgEab+rf+GUDPolAUcJsPjIUfxy5yw+kjMSPUQF6YP33Yuj332H3ldcgXvvn93kiV4qkBED8ZJeam3y0oupkcVHYrW+xzeVYgNZYYOsXSDS0cdJrYWFhYHCDKFB7MvGo0OrCjeZDhUboo9Mry4/MjuydhWtKmNW8aOjj4yrilaVPjq0qrLl45eYvjd5slsI1E2Q8id23RIR6nCKAJO6U+TpVxuB0AlSVpBqw0pDHiXApO7RwFH2aQKhE6R8B+lpLtxLTAJM6okZ97gZNStI4yaUHIgmAkzqmkDSjDMEWEHqDHd6dS8BJnX3xobKFAhwglQBErskFAGuU3d5uLlOvfEAHT16FDOnTwt0uGXcOGSMHtN457AWL62lFtK9pJdawy42jR+5Tl0s7HRkO26UbMoxsrol166d7jbFyN5UYpyIQouOdbS61sjK7NitddnSZcG16QcPHqxH1w6twqHMj6xdxYboI2Ory4/MjqxdRavKmFX86Ogj46qiVaWPDq2qbPn4ReO3aK2pkzicNx83zdiDfrmfoezAfpS8fxuO/W4anij4Xru3RDXICdJEjTzHLSPApC4jFGm7fz/+svI9YMytGN21deBsX7t+uOPW87Fx025URGqP/U0JcILUFAsPkgCY1HVfBL5z0DHtXFTtKkZZpf+U9UocKvsRowb3QG2a1+008exxgjTxYs4RqxFgUlfjFEGvs3HZmJvR9YtFyJz5MvZW/oTygtXYfN79mN7/3AjssGtjBMQE6btvvxNoZgVpY5R4PFEJMKlrj7wPSel34fl1D+Kqwrm4oUdvTD0wHL+9pw/akbYW2h99+EHQDitIgyi4QwIBAkwzllwIzZB0Vgd0z5qOcd2A4gUP4JGCw6h7GGOJywQxKiZICzZvDox2yPBh6NChQ4KMnMMkATUCTOpqnCLo5Ufl3pfxQE4Nxv76fix86y9YPhFYkzkDOUXHIrDDrmYExASp+M10sY2fMMGsC4+RQEITYPGR7vD79+KF0eOQN3otXsvsemom+hiKsidjbMEIvJObidSwr1JRYMSNBEiABFQIiGXSTW5iQTs3jQSO5xtzunU3MlZ+adQEzdYYx/PnGWkjVxolpw8GW5va0VEcoavwQWbHaq2iwEj4EP+JwqOmNju0Cv8yP7J2FRuij4ytLj8yO7J2Fa0qY1bxo6OPjKuKVpU+OrSqsg27Z2wy/7NRhUDrnhid9R8ofvIZrN57alV65RfIXbMDV0+6FikkrkLRtA9/YtcUCw+SQD0CTDH1cOj4cBbSf/0sXn3oHLw65FKIRyudr3gG/xy3GE9mXMjCgCgRh1aQineQcoI0SpA8Le4JNIv7EToxQF87pE94FG9NeNQJ73HpM7SC9PohQ+NyjBwUCeggwDt1HRRpw3ICoRWkqV26WO6PDkjAqwSY1L0auQTSHf4O0hYtWiTQ6DlUEoiMAJN6ZLzY2wECnCB1ADpdepYAk7pnQ5cYwkMnSFlBmhgx5yhjI8Dio9j4WX52or/5aHdxMR5f+EiA80Nz56FHWpoW5l56O48YsJf0UquWS9TUCN98JFbre3zTURyhq/BBZscKrdOmTg0U3lwzYIBRVVUViKZMh+gk66NDq4ofmQ4VG6KPTK8uPzI7snYVrSpjVvGjo4+Mq4pWlT46tKqy5eMX0+9DHnQDgfAJ0pYtW7pBFjWQgKsJMKm7OjyJLY4TpIkdf44+OgJM6tFx41kWE+AEqcWAaT5uCTCpx21ovT2w0ApS/sSut2NJ9fYSYFK3lze9KRIIrSDt2bOn4lnsRgIkwKTOa8B1BDhB6rqQUJCHCHCdusuDlYjr1PNyN2Dd2rWByDzz7FK0bdtWe5S8tJZaDN5LeqlV++UaNMh16mJhp8c3Hetoda2RldnRoXXL1g8NsSZd2BJr1M02mQ5xjqyPDq0qfmQ6VGyIPjK9uvzI7MjaVbSqjFnFj44+Mq4qWlX66NCqypaPX4LfgdxxA4HSkhJ8feCrgBROkLohItTgNQJM6l6LWJzrfe/dPwdGeGFyR3CCNM6DzeFZQoBJ3RKsNBoNATFBumv79sCpY2+9DawgjYYiz0l0AkzqiX4FuGj8rCB1UTAoxbMEmNQ9G7r4Es4K0viKJ0fjHAEmdefY03MIAVaQhsDgLgnEQIBJPQZ4PFUfgboK0rbnnccJUn1YaSkBCbD4yOVBT4Tio6NHj2Lm9GmBSNwybhwyRo+xPCpeKpARMLykl1qtu3xZfCRW63t801EcoavwQWYnWq3Lli4LFNeI8994821pxGQ6hAFZn2i1houT+ZG1q2gVfWR6dfmR2ZG1q2hVGbOKHx19ZFxVtKr00aFVlS0fv1j3pUrLCgTCJ0it+EkABRnsQgJxQ4BJPW5C6c2BcILUm3GjavcSYFJ3b2wSQlndBCkrSBMi3BykDQTiL6mX5+HO5E7o3CsbRf9nA0G6iJoAf2I3anQ8kQQaJRB/Sb1dBv74cTaubXTIbHALAVaQuiUS1BFPBOIvqcdTdOJ4LOETpB06dIjj0XJoJGAfAQ1J/XsU5KxDqd8+0V7y5C8vwpsbsnFn907o3H0+CioISsSPE6Reuoqp1UsEYi8+qtiKJRvPx/QJXaHhG0IPO/Fcfdh+3L1jFtKb6TEZuZWTKN+xAvMmvgBk3YvbbxyCgamtIzYTr8VHi373VOAXGUUF6RNPL0KLFi0iZhPLCV4qkBHj9JJeao3lymz6XBuKj2qM4/nPG6tLfhTr4m3cvjHyJvcKFqyIAoLa/2YYeUf+ZRhHco2snouMXf+yUVI9VzXGiV05xvBuU4yc7UeMmnptkX3QURyhq/BBZkdV68GDB4OxE4VHoZvMh+iro4+q1lBtZvsyLbJ21fHI9OryI7MjaxfjkWlVGbOKHx19dGi1czwqemO8j/0BRZ+fiSv7n9H014v21n/HqOVFGNWY3fLGGmw6XrkLyx9ej46Prcb0y9u5518wNg1f5oYTpDJCbCeB6AnE9sSkYg+K21yClNisRK/e7Mz/K8Izw2bh/X/mYOzlTixr/Aml6xfj9/gFrvS/hrvFs/TkPrgz+y8oreTz9Orqarz6p1cCkRsyfBg4QWp2EfMYCURPwLdxSjrEc9vOyQMwt+D7Wkv+vXhh1MXoPGwJihpNRH5UFJWhzVUdG7kT9aOydCtys7Nw2ZwCHC/fhiVT+qBz8sW4Yf5mlPtPorzoZcwddnFt0lv1N1Q2GIewkVfbp3sWnsn7CFt3fIGKBv1CDjRLx8xP9qPswH6UfeLAM3X/VyjM3YOuvbsjre90/HHPPnz67nTguZmY+dwukzGGaE+AXb6DNAGCzCE6SsA3avlOFK36JVrha7zzydcI1Ov4OmHIrNvR9avv0fhijVOPXlIaefRSsRVPjJqI2Ys34WT5Jyg43AnTl3+ETzfcDbwwB/MWb8SXZ96Ihe98gg9X3YhDCx7Ha6U/1YfhL8Vr//URLnv+E5TteQ4zR/4cFV8eq9/HbZ8qj6Cs9EykD74e6e2aA/AhqevNmP1AL+xdvLjhGN2m32I9fAepxYBpPuEJ+ETSaZ1+DUa1Ao797WvU3qs3x3kdOqJj1o24rHUjz1Zkj15aD8TC3X/G3EtbAe164Zp08WzZh6TOaUhvVYGjbS5B/8BqEOGrA5rjG5Qdqn+v7t+3DXlfHMP+7btRLp5c+C7EjRP6IPI1JPbF2f/tAeyuCvd3BlL6DUaayRjDe8bzZ76DNJ6jy7G5hUBtxm7dGZf1bQPs2o/D4lbd/zXeyPkSQ269FEmmSmWPXkxPivigL+VaZA7Yjd/PvAnX35mN3IJS1z++8J2fjB6tvsfuA/9AwyfoP0fnDuZEI4bjwRM4QerBoFGy5wicWv1yBv6t3ZmnxJ/E4dfX4vObpuHh9uLxgdlm06oX34UY9Wwufv7W28hd+jRmZ+ag1bBs/PnZDLRv5B8QZmptPda6BwaNORcb//oFyn/Z9ZROPyoP7ce+Swejr8njKjGn0dQma2/qXLvbVLUO6He13dIa+FPV2uBEhw54SS+1OnSRCLdijaVhnDB2LRpmpHS821i16SUj+8XdxonaBvP/H99i5Lz4pXz9dc2XxqqR3Y20h/ON43WWjucbc7p1NzJWnj6/pmSlkdGxvzEn/2hdL5M/q40j25cZWd1k/UxOtflQzaFcY2q3q4yslbUca44UGjmTM43sXf+MWInKulTZel1ZuxClo09TWgsLC4Nr08V+Y5sOHSrjaUprnTYdWnTYEHpkenX5kdmRtatoVYmPih8dfWRcVbSq9NGhVZXtqfvdM9C+U2cAW/Hq1vNx2x0XN/LYRXwN2PPoJfA9V/FXbNx6akUOxLP3dmgG9z/C8LUfiSc3PoLuH05Bz+RO6DLpLbSZ9jjuST/Lwa9vZ13X/cQu30HqbBzoPf4JhBQf/T90nZiD5+cPQrsmH22oPXrxl67CTdf9FsWC4WeTkF48H289CfzXkFPHFgxFz7LleHvwVgzPfBFibrE483JsHL8SHz468NRkaBL+7fhObFz1If644CXs7XYHFqz5HW5PbWTFjWvi5UNS6nWYufw6zHSNJueEhP7E7sBBg9CyZUvnxNAzCcQ5gVNJvRnaZWTjrQyV0Z6LgffcIu3oS81E7oHMBv0aHhuEzw/8tkG/wIHWF2PgiIsBDMWozEfN+/Co6wmETpD2u/oXrtdLgSTgZQJN3pN7eWDU7g4C4T+xy3eQuiMuVBG/BJjU4ze2rhgZf2LXFWGgiAQiwKSeQMF2Yqh1E6R8B6kT9OkzEQkwqSdi1G0ac+gE6dhbb+MEqU3c6SaxCcT+kozE5mf56EURx0uvrrPcjw4H4S9HyMvdgHVr1wZMP/PsUrjpeXq4Vh3jt9KGl/RSq3VXgmArfqywyU0saOfmXgI6iiN0FT7I7IRqraqqMq4ZMCBQNDNt6tQgYJkNWbswpKNPqNaguLAdHX502BCyZHp1+ZHZkbWraBV9ZHZk7So2VPrIuKrYUOmjazwqevn4pcmvPDZGS4ATpNGS43kkEBsBJvXY+PHsRghwgrQRMDxMAhYTYFK3GHAimucEaSJGnWN2CwEmdbdEIo50hFaQjhg5Io5GxqGQgPsJMKm7P0aeUhheQcp3kHoqfBQbBwSY1OMgiG4aAidI3RQNaklEAkzqiRh1C8fMCVIL4dI0CSgQYPGRAiQnu3it+KiO1S3jxiFj9Ji6j67700sFMgKel/RSq3WXO4uPRFWAxzeVYgNZYYOsXSDS0Udorfvv4MGDpuRlfmTtOrWaCgw5qEOLDhtCkuw60OVHZkfWrqJV9JHZkbWr2FDpI+OqYkOlj67xqOjl4xfrvlQTyrKYIK3bhgwfBk6Q1tHgnyRgLwEmdXt5x603MUFat42fMKFul3+SAAnYTIBJ3Wbg8eqOE6TxGlmOy2sEmNS9FjEX6mUFqQuDQkkJS4BJPWFDr2/grCDVx5KWSCBWAkzqsRJM8PNDK0gFCk6QJvgFweE7ToDr1B0PQdMC3L5OfXdxMR5f+EhwEF59oUdwAC7d4dpvawLjJa6CANepiwWkHt9U1qXK1sDK2gWiaPuIF2AIjXUvxJDhlvmRtceiNVSbDq4qWnSNR6ZXlx+ZHVm7YCLTaic3mV4dWu0cj4pePn6x5gYgIayGT5AmxKA5SBJwOQEmdZcHyM3yOEHq5uhQW6ISYFJP1MjHOO7QCVJWkMYIk6eTgEYCTOoaYSaSKf7EbiJFm2P1EgEmdS9Fy0VaWUHqomBQCgmEEGBSD4HBXTUC4ROkLVu2VDuRvUiABCwnwKRuOeKTOJw3C5eMWoVSv+XObHHACVJbMNMJCURFgMVHUWFTP8l/OA//OXgW3kudj3dyM5Ea4deo24qPqqur8eB99+Lod9+h9xVX4N77ZwdheKmQw0taBWAv6aXW4F8J7TuCbdmB/U3bFQvnuVlE4MR2I3vy/cacyVcZKSNXGiU1kftRKTaQFVjI2oUq1T6FhYXBF2GI/dDNbVpDtYXv69AqbMq4ydpVbIg+Mr26/MjsyNpVtKqMWcWPjj4yripaVfro0KrKNsL7xqa/INgaSuAYip57FZh2Jwa1ax7a4Ol9TpB6OnwUnwAEmNQtCbIflUUv4X8xFlPS21jiwQmjR48exbtvvxNwPfbW28AJUieiQJ8k0DQBJvWm+UTXWrkLy5cCd2f1RlJ0Flx51kcffhDUNWLkiOA+d0iABNxDgEldeyyOoWjFFnR6JAvpSfGDV1SQFmzeHKDFClLtFw0NkoA2AvGTdbQhicWQeOyyDq9fOBYj2sfPc3RBRFSQihUvYuM7SGO5RnguCVhLoJm15hPN+g/YuWEN1qx5DGtmho/9txh20VNIW7ABr2V2hde+TTlBGh5PfiYBdxJgUtcal3Mx8NEtKHs01Oj3KJhzE6YUT4pqnXqoJaf2WUHqFHn6JYHICbD4KHJmEZ4hT+qiwIgbCZAACagQYPGRWLHv6HbUyH+4v2eLj6qqqoJvNRp7y9gmSeoo5NBVpCGzo0OrgCHzI2tXsSH6yPTq8iOzI2tX0aoyZhU/OvrIuKpoVemjQ6sqWz5+UflqjKnPqUcyMdlw7uTQn9i9fshQ54TQMwmQgBIBr83XKQ2KnfQRCJ0gTe3SRZ9hWiIBErCEAJO6JVjjw2j4BGmLFi3iY2AcBQnEMQEm9TgObqxD40/sxkqQ55OA/QSY1O1n7gmPfAepJ8JEkSTQgACTegMkPCAIhE6QsoKU1wQJeIcA16m7PFZOvSRj0e+ewq7t29H2vPPwxNOLoPI8nS9HsO5iIltr2HqJqyDAl2SIhZ0e33Sso410jezBgweDL8JYtnRZkKDMjhNag+LCduzQKlzK/MjaVWyIPjK2uvzI7MjaVbSqjFnFj44+Mq4qWlX66NCqypaPX6y5AfC0VU6Qejp8FJ/gBJjUE/wCCB8+J0jDifAzCXiLAJO6t+JluVpOkFqOmA5IwFICTOqW4vWe8dAK0p49e3pvAFRMAglOgEk9wS+A0OGHV5DyHaShdLhPAt4gwKTujTjZopITpLZgphMSsJQAk7qleL1jvLq6Gq/+6ZWAYL6D1Dtxo1ISCCfA4qNwIi77bFfx0e7iYjy+8JHA6B+aOw890tIiJuGlQg4vaRWB8JJeao34r47yCYItX5IhVux7eNNRHKFS+CBegCF8XTNggCFejGG2yezYpVWmQ2iX9dGhVcWPTIeKDdFHpleXH5kdWbuKVpUxq/jR0UfGVUWrSh8dWlXZ8vGL8ndk/HYUE6TiJwHENvbW28AJ0viNNUcW/wSY1OM/xtIRcoJUiogdSMAzBJjUPRMqa4SygtQarrRKAk4RYFJ3irxL/LKC1CWBoAwS0ESASV0TSK+aqasgFT+xywpSr+VjqU0AABOESURBVEaRukngNAEm9dMsEm4vtIJ04KBBnCBNuCuAA45HAlyn7vKoWrlOPS93A9atXRsg8MyzS9G2bduYaHB9ckz4mjyZbJvEE3Wjl7iKQXKduljY6fFNxzpaszWyYi26WJMu7E+bOlW6rltgNLMTitcqraE+VHSo9NGhVcWPjJmKDdFHpleXH5kdWbuKVpUxq/jR0UfGVUWrSh8dWlXZ8vFL1N/x3j6RE6Tejh/Vk0BjBJjUGyMT58frJkgvTO7ICdI4jzWHl1gEmNQTK96B0YZOkLKCNAEvAA45rgkwqcd1eM0HxwpScy48SgLxQIBJPR6iGMEYWEEaASx2JQEPEmBS92DQYpHMCdJY6PFcEnA/ASZ198dIq0JOkGrFSWMk4DoCLD6yIiSVpXj/uScxc/EmVKEVuo5/GAv/82akt2sesTedxUdHjx7FzOnTAhpuGTcOGaPHRKynqRO8VMjhJa2CuZf0UmtTf0tiaxNs+ZIMsWLfzq3mK+ONxX80NpccD3itOVJo5Ey+ykgZmmPsOlETsRIdxRF1hQ/Lli4LFLEImwcPHqynpa5PvYNhH2R9dGoNc13vo0yH6Czro0Orih+ZDhUboo9Mry4/MjuydhWtKmNW8aOjj4yrilaVPjq0qrLl45fYvjgbnO0/cAitb56Ia1NbB9p87fpg+oN3Ie2L9cjd+UOD/nYd4ASpXaTphwScJdDMWffx5913UR/0DxuW7/xk9GgVdtDmj5wgtRk43ZGAQwR4p24X+BbpuKxL7d27XS5D/XCCNJQG90kgfgkwqVseWz8qij7A7l/ejkHtI58o1SFPTJC++/Y7AVOsINVBlDZIwL0EmNStjk3lLqxYczbmZvVGktW+GrH/0YcfBFtGjBwR3OcOCZBA/BFgUrc0psdQtOI9tJk9AelJzqAWE6QFmzcHRjlk+DB06NDB0hHTOAmQgLMEnMk0zo7ZJu8ncfiNddgzZAYmdnXuWbqYID363XeBMY+fMMGmsdMNCZCAUwRYfGQJ+ZMoL3gB63ADpg9sj9pvzgrsXf0mvh11G/q3rv9dKgqMuJEACZCACgEWH4kV+7Zux42S3HnG8I7JwUIfUeAQ+G/kSqMkwvqjWIojRIFRnW9ReNTUpqM4Ihatddp06BC2ZHZ0aFXxI9OhYkP0kenV5UdmR9auolVlzCp+dPSRcVXRqtJHh1ZVtlynrvLVqNznJA7nzcdNM/NQ1eCcVkgb3Qcp9W/SG/TSeYA/sauTJm2RgDcIMKlrjVNztM/IxucZ2VqtRmMstIK09xVXcII0Gog8hwQ8SMDG+0YP0vGw5NAK0uuHDPXwSCidBEggEgJM6pHQ8lDf0ArS1C5dPKScUkmABGIhwKQeCz2Xnhv+DtIWLVq4VCllkQAJ6CbApK6bqAvscYLUBUGgBBJwiADXqTsEXtVtpC/JqK6uxoP33RsoOBITpPfeP1vVVcz9+HKEmBE2aoBsG0UTU4OXuIqB8iUZYmGnx7dI19EWFhYG16aLfbHpWiMrsxOpVrPQyHzoGo8OrSpadI1HpleXH5kdWbtgItNqJzeZXh1a7RyPil4+fonpe959J4dOkPbs2dN9AqmIBEjAUgJM6pbitdd4+ARpy5Yt7RVAbyRAAo4TYFJ3PAT6BHCCVB9LWiIBrxJgUvdq5MJ0h1aQ8id2w+DwIwkkEAEm9TgJdmgFKX9iN06CymGQQBQEmNSjgObGUzhB6saoUBMJ2E+ASd1+5to98h2k2pHSIAl4lgCLj1weOpXio7zcDVi3dm1gJM88uxRt27Z1ZFReKuTwklYRTC/ppVbr/voJtnxJhqgM8PAmKzaoqqoyrrr8ikDBx7SpU01HKivAECfp6CPTquJHhw4VPzq0qvjRNR6ZXl1+ZHZk7YKJTKud3GR6dWi1czwqevn4xbovVVss8x2ktmCmExLwDAEmdc+EylwoJ0jNufAoCSQqASZ1D0eeFaQeDh6lk4BFBJjULQJrh1lWkNpBmT5IwFsEmNS9Fa+g2tAKUr6DNIiFOySQ8ASY1D16CYRWkPIdpB4NImWTgAUEmNQtgGqHydAJUr6D1A7i9EEC3iDA4iOXx8ms+EhUkM6cPi2g/JZx45AxeowrRsGiE+vCQLbWsPUSV0GAxUeiKsDjm1mxwbKly4JvNzp48KC0cEhWgCEQ6ehjpjUcv8yPrN1NWlW06BqPjK0uPzI7snbBRKbVTm4yvTq02jkeFb18/GLNDYBlVkMnSPkTu5ZhpmES8CwBJnWPhS50gpQ/seux4FEuCdhAgEndBsg6XYROkPIdpDrJ0hYJxAcBJnUPxZEVpB4KFqWSgEMEmNQdAh+NW1aQRkON55BAYhFgUvdIvDlB6pFAUSYJOEyA69QdDoDMfd069d3FxXh84SOB7g/NnYceaWmyU21v99KaXy9pFYH0kl5qte6vnmDLl2SIRaQe3urWpYoXYIj9awYMMMSLMUI32VpcWbuwpaNPndZQbeH7Mj+ydjdpVdGiazwytrr8yOzI2gUTmVY7ucn06tBq53hU9PLxi0Vfqv7yHVgzZxTEnfYlU/4XO8tPRu2JE6RRo+OJJJBwBJjUrQh55Q7kTPoflA1ehpIDe/He+H9g/qQ/oKjSH5W30AnSQYMHRWWDJ5EACSQGASZ17XH+CaXrF2NF7xm4d2B7+NAc7Qbehdm9X8fC9aWIJq2/+qdXAiovv/IKpKamaldMgyRAAvFDgElddyz9X6Ewdw9SOl+ApKDts5E+uC/25W7Dviiy+tcHvgpYmpyVFbTIHRIgARIwI8CkbkYlhmP+fduQ99mZ6JF8DhrA/WwTCvf9FLX1fv36RX0uTyQBEkgMAg3yTmIM26pR+lF5aD/24efo3OH0fXq03sQEad12/4MPomXLlnUf+ScJkAAJmBJgUjfF4o6DnCB1RxyoggS8RKCZl8S6X6sPSR06IQUFKDtUCaSeoSRZLHuUbcOuu17WxRXtKmNxhVAgsNzULVpUdJCtCqXI+3iJq8romNRVKEXQx5fSBxmXvoSyeuecxLcH9qHq0sHom9Iw0TdVISYuuOIv9nji0YvQ2tRY6iFx+IOXtApUXtJLrdZd3IKtbOPjFxmhSNt9HdF39PnYuGk3KoLnVuJQ2bdIG90HKVEQ57P0IEjukAAJSAhEkWIkFhO++Qyk3vxr/GrXEiwqOAw/TqK84A94atdIzL05teGKmITnRQAkQAI6CTCp66RZZyvpctyz8n6cs+YmdEnuhcmbOmHhyruQnkTcdYj4JwmQgDUE+EzdGq7wteuDGcu3YYZF9mmWBEiABMwI8NbRjAqPkQAJkIBHCTCpezRwlE0CJEACZgT4kgwzKjxGAiRAAh4lwDt1jwaOskmABEjAjACTuhkVp4/5y1G0eg5uSO6Ezt2zsGRHeVQ/2Wv9MPyoKJiPS4TOuv9GrUJpFL9EaY1WPypLt2Ljhmzc2Ws+CirMhel8oUn041DTiooCzO0ewjt5PF4ojf5H4qLSW1mK97OzTsX9Ytww52UUmbwExnmuFSjdvAR31vEaNgdrisz+LrnkOvaXY2dOHddRmJu3F5UmAZJxZVI3gebsoWMoWjwLc8uuwfN/34+S92/DP+bNQk7RMWdlmXn3H0T+n95DVbCtVdQFVkETGnf8pS9i0mOrsXFODt6vbsSw5heaNOJFelhJK07i8PsbsfE0cKCRKmWpw2g7+L/GmysKgBufxucH9qPk4+UYWr4EY8NfAuM415M4/MbL+DOGYtGe/Sj7+za8MuxbPDlmesO/S664jo/hs9cLgbHP4vMDe/HhumH49jd34omC7+tHSoWreL8eN/cQqClZaWR0m2fkH685JarGOJ4/z0gbudIoqTvkCrk1xoldOUbGw/nGcVfoaUzEj0bJyjuMlHpM6/rWtqXVG8NRI//hwUbGyi8N+3E3pdUwjBPbjeyRj4RcG3XjsO/Pmn2FxpZD1fUcBq7Zjv2NOflHTx13AdeavxtbtnxTP4Y1XxqrRnY36sfbHddxQ67iOuwfplWNK+/U638POvzpJ+z7aBOKUzuhQ7BQyYfW6ddgVGlsv8Wuf2A/YOeG9Shek42nVuWhoPT0jyLo92WRRQteaGKRUgB+VOx8Eys+ewVPPbkKGwtKTf9pbp3/Wsu+i/qgf/vm9dz4zk9Gj1Yhh9zA1dcJ/fv/e/0Kbt856Jh2bohQseuO67gBV/8/8FVxe/xqTE+0rlOsyJVJvQ6YG/4MBO0TtEpLxvkNIvMJ8j76yjXP1v2lb2Lxmq8BfI61C2ZhynUTGn0G6Aa0ZhqsfKGJmb+YjvlLkZu9HlWowt41C3FfZgZunZOH0ijfexuTFrOTW6Tjsi616cfdXM/C1ZddFHwrmfuuYzG3UoAX5j2L/bOexj3pZwVpq3JtkDqCFrhjP4HKIygrRdir8OyXoeLRl5qJ3MAz1dfwzII70FUk95m/wXI3Pvs3HZDeF5qYutB50NcVEzf+LfBs+NUlczGuG7B3zcOY+dwuR+7YTw/Nj4qiD7D7l7djUOAO3sVcK3Zjc/FgTBl8+g7eXdfx9yiYcw16XjcJC9dsxo5N27Ev+KWtzpVJ/fTVyb0oCPjapePGzEfxxsfLMb7bl1ix4dOQX6eMwiBPaZqArx3SR/wKC9/6C5ZP7Iy9z72JnY2s6mnakKbWyl1YseZszM3qHbz71WRZs5ljKHr+LZwzf4LpbzC54zo+FwMf3VL7xb1wNLBmFm6a/ToOmy/aapQPk3qjaBxoSLoAnVOBfWVHHL77inzsvnbX4N4HbwY25KPIySSjLL3uhSbf1L7QRPk8l3T0tcfA+2ZhHAqwuegHh0QdQ9GK99BmdmiidCNXPyqL1iG3TSamhDzOMIPmiutYfHFPmINnFvRD1ZZPUBK4W1fnyqRuFlmnjgV+i71XA+/+bw9gd1UvZPTrWH/ip0FPJw+cuujqTfI6qUfuu/aFJvUn/YCmX2git2pjj8BNwEVa3ocbuWqxZHAd9gyZgYldg1N5ATNu4+o//B5W/q0vHsy8WOFfE265js9ASr/BSAsJjCpXJvUQaM7v1gYypd7d7qlnaXavR44YhtD5PS6ddSNSvXJVWfBCk4ixxXJC5RHs7zkRoxVfmxiLq/rnincEvIDXzrwBtwcTegX2rn4ZW8W/0lzE1V9egGfXn4Fb7qhL6H5U7t2AF7aGrf8ODtAt13Ht3/tvBvRCl7qVcIpcvfLXL4g83nd8qRmYm1WCp57OR7kf8JfnY9ETJfjV/AwXJcuTKC/6M94MVuedRPmO5/HU1l64u3/4kjE3R8w7LzTxlxfhzTeKAteEIOov34YlT36CgVP7nl7yZgvqCpTm/TcmZz6GxZn90KWukjj5Utyw/iQuCCQgN3AVq0jyMH/SdCxeNAlXX1RXhZuCnkM2ABckQfyrzB3X8UkczpuFS0IqXgN/77P/iRkzr0X7YJZW5FqvioAf3EGg5oixY/EUI61jspEy9GFj9a4j9YsoHFdZbRzJf9QYLvR1TDbSJi8yNuSXGCcc1xUm4Hi+MadbrUahM6Vjd9OiopojhUbO5KsC7cMffsnYdaR+cU2YVWs+SrTWHNlkzB/aPcA7pdsUI/u1LUbJCbvLo6qNQ7kza6/LU7Gv5WrO1kmuNYdyjan1Yh9yHQQL+dxyHdcYJ75cbWQF9V5lZC3KbfQ6lHHlrzTacndDJyRAAiRgD4Hgjb097uiFBEiABEjASgJM6lbSpW0SIAESsJkAk7rNwOmOBEiABKwkwKRuJV3aJgESIAGbCTCp2wyc7kiABEjASgJM6lbSpW0SIAESsJkAk7rNwOmOBEiABKwkwKRuJV3aJgESIAGbCTCp2wyc7kggOgLfoyBnnYte6h3dKHiW9QSY1K1nTA8kEDuBij0obnMJUvg3NnaWcW6Bl0icB5jDiwcC4u1CZWhzlZt/ejkeOMfHGJjU4yOOHIVHCfjLN2PB1DWSxyo/oOjzM3FlyhkeHSVl20mASd1O2vRFAkECdT8NOxufXXl5049V+OglSI07cgJM6nJG7EECmgmI38++D32vm4W1X/wTxQuGokuvbBT9n5kblUcv4jfO5+OG5E64ZEo2Nu7Yhp2fOvWKO7Mx8JidBJrZ6Yy+SIAEBIHmaJ/xOF47dhTDnkzB8o/nY2Drxu6vTj166d/4oxd/6Qb85t1eeO7vvw28UMF/+C94ucyPywg7IQk0diUlJAwOmgTsI/A99ny4B+jbC//RaEIHIH308hP2fbQJe/+1Hzs+LYd48byv/XUY76k3UNlHPRE8MaknQpQ5RvcRqCjDzsJqpF3dDec1qk7l0csZSLn+ZlxdmIP7xozG3dnrUFBa0ahFNsQ/ASb1+I8xR+g6AiJZ52NjVS9k9GtqmaLaqhdf+wz8/v3X8MyCQTi0+AFMuW4IpuV9Hbhrd93QKchyAkzqliOmAxIIJ1CFsk92oKpVCjqe3zy88fRn6aOX01197dJxY+ajeOvv2/DKvT3w4W+ex9YK8TCGW6IRYFJPtIhzvM4T8B9CccFXaDWmDy4oWoUXio6ZaFJ59CJO86Ni69unE7jvbLS/MAlI7YQOSfzrbQI27g8x6nEfYg7QtQR2bcQ7GIoJ6WeZSFR79BI4sXUrVOx4HS/MGYXOyb2QtfNyrPrD7Ujl324TrvF/6GeGYRjxP0yOkARIgAQSg8D/B4KkpnUIZHNeAAAAAElFTkSuQmCC" alt></p>
<p style="text-align: left;">After 25 seconds Joseph has run 200 m. Which of the following is correct at 25 seconds?</p>
<p style="text-align: left;"><img 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" alt></p>
<p style="text-align: left;"> </p>
</div>
<br><hr><br><div class="question">
<p>Two stationary objects of mass 1kg and 2kg are connected by a thread and suspended from a spring.</p>
<p style="text-align: center;"><img src="data:image/png;base64,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" alt></p>
<p>The thread is cut. Immediately after the cut, what are the magnitudes of the accelerations of the objects in terms of the acceleration due to gravity <em>g</em>?</p>
<p><img 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" alt></p>
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<div class="column">The graph shows the variation with force <em>F</em> of the extension <em>s</em> of a spring.</div>
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QAPEiABEiABEiABEiAB3QTO0C2BAkiABEiABEiABEiABBQCDKzYEUiABEiABEiABEjAIAIMrAwCSTEkQAIkQAIkQAIkwMCKfYAESIAESIAESIAEDCLAwMogkBRDAjKBo0ePonR3KWGQAAmQAAlYlAADK4s6nmaHhsD6deuweNGi0AinVBIgARIgAeEJtONyC8L7iAqahIA8WnXdtdfCWe3Em29tQlpamkk0p5okQAIkQAJGEeCIlVEkKcfyBOTRKjmoko8Xl79geR4EQAIkQAJWJMARKyt6nTYbTsBztEoVzlErlQSfSYAESMA6BDhiZR1f09IQElBHq5I6JyE5JVlpiaNWIQRO0SRAAiQgKAGOWAnqGKplHgLqaNWAAadzqnr27InVr73GXCvzuJGakgAJkIAhBDhiZQhGCrEyAXW06sGHH2rCMPn+/1Rec9SqCQlfkAAJkIAlCDCwsoSbaWSoCMijVX95+WUMychodhdg165dcdfdd+OT/HwUFRWFqnnKJQESIAESEIwAAyvBHEJ1zEXA22iVagFHrVQSfCYBEiAB6xBgYGUdX9NSgwn4Gq1Sm+GolUqCzyRAAiRgHQIMrKzja1pqMAF/o1VqUxy1UknwmQRIgASsQYCBlTX8TCsNJtDWaJXaHEetVBJ8JgESIAFrEGBgZQ0/00qDCQQyWqU2yVErlQSfSYAESCD6CTCwin4fm8TCKhRtzMFz916DlN72xkdfXH3vIuRuLIIraCvq4SrajOwZI9BPlddnBGblfILy+qCFtarg7U7AVoUaT3iOWpXuLvVVjOdJgARIgASigAADqyhwoulNcG3Fc7cOwW3TspC9pcLDnDpUblmBRdNGY9Ct8/E3h9vjmr+XUpCWcz+Gj5qB1VW3YF1xKcrKS1GQNwF491EMvfphbApYlvd2fvvbWzFr9mzvF72clUet5OUXunbr6uUqT5EACZAACUQLAa68Hi2eNKsd9TuRe/tYLCqsaduCrhOQ+9ECDLHF+ClbhYIlmbjjZWntqPQ5eH9DJlI8iteX5WDcjVko6nILlq5bitH2OD+ygr80aeK9SqXcla8EX5k1SIAESIAETE+AI1amd6GZDXCjbOV8/EEKqmL7j8WMZZtQUO6QRpekR1k+cueOxSWxHvZVvoknsvL9TAtK03/5y/CIFFTVoS8mPnlHs6BKlhSTcgfmTuoLVL6HOdPWoMyAaUEPDfmSBEiABEjA4gQYWFm8A0TU/PrvsPG1neh3/+v44p0lmDwmDTZVoRg7hmQuwcb/WYJhXdXoSpoafGsD8qt8REP1xVjx1JuolGX0yMCw/gmqNI/nBPS/IQM9pDN1hcsxc+VO+JDmUYcvSYAESIAESCAwAgysAuPEUiEgUL/jb/jonAewbPqVpwOqFu3E2MdgcdZtaMpMqtuGD/9+sEUp+W09qjZnY2VFnfQ6Fj1+ez36e0wBelaIufgKXKnMANag6LW3sYORlSceviYBEiABEtBBgIGVDnisqodAHX76uho3epmuay41BrbBYzCihzpq5cah6qPNiyjvDuLTD7ZJU4Dy0RF9U7vBR1wlxV0X4IqrG8fGKtbjpc37lVr8QwIkQAIkQAJ6CTCw0kuQ9TUSiEVvaapvRpq36boWImNScPlVXRpP2tAv5ZwWBaS3VV/gw3+oizKcgz7JTZOKrcsiAUld1KT1YygpPcDpQC+UeIoESIAESCB4AgysgmfGGhEl0BOp9o6tNKjb/iX+2TBcJV3rhM42dYSrVVHpREfY+/RsvFCHis8L8ZO3YjxHAiRAAiRAAkESYGAVJDAWjwSBn1G2s3E0qsdADDy/ZdBUh31lDjStchUnLTDaNHUYgL4lpXA0BWUBlGcREiABEiABEvBBgIGVDzA8LRCBqm/x5Q9y2GRDxtQ7kdYqeaoOzurDQSgci/NS7FAnA+GWlndQkt6DEMGiJEACJEACJOCFAAMrL1B4SiQC0t1+f/8In8kjSj3G44GR3b0odxKuqiOnz/9bZ9jYs0/z4CsSIAESIIGwEeC/n7ChZkOaCNTvxltrv5Du9uuF25+Z6GW0yovUzp2R1GpUy0s5niIBEiABEiABgwkwsDIYKMUZSUBem+qP0srsbnQdOxezMs42SHg9jjidvBPQIJoUQwIkQAIkcJpA+9Mv+YoEBCPgysfSpX+X9vx7HKsXDfO5iGgrraur4ZQW/eztc9TqX6ipdjWueSXVjrWh869a/8b447I/4sXly1uJb+tEJ5sNEybc0VYxXicBEohiAidPnMAP33+HXr3tsCUlRbGlkTGtY8eOWLJkEbp0UZfiiYwe3lplYOWNCs9FnoC8OfPEadiA25C7cmKrPf+aK6gun6BsZgP8XzVc/5JK+AysmtdGTBKSftW68K233opf/eqsFoX9v/3vNf+NxMREjB8/zn9BP1dra93Yt38/zuveHfHxTSn2fmp4v1RatgedpS/0zp21f6nv239AEX5e927eGwngbHW1E9XSCGFqSnIApX0XWb/+DfTvfwkuuugi34XauCKSPaL45/vvv8eOHd8I0WdF8Y8Rn8H/ev55nHC70V36HN864tY2eqbvy0Z8foywR9ZQFP8cOnQIW7bk4//+r4qBle+uwysk4EmgCgV/mIM/7B+MpeuewhBb66DHs7S8hU3DXX7bTi+50LxAi3ct7iLsmwp7yxUcpBqpfVKVR4vKft9+sfUL5foIHV+kLtdhFBQWY2D6ANhsnfy25+/ilvxPkWzvDbu9l79ifq8VFm1XrqenXeq3nL+LDsde7HGUY2jGYH/F2rwmB1ZyUKWHrUj2iOIfGbwcWOnhalSfFcU/eu2RR7v3lpfj/117rfIdooetEZ8fvfaoH05R/LNrV4kSWKl6ifbcev5DNA2pj8UIuFG+cR4eyQUmvjgPo+2BjdjEXvprXKUGR20un+B5F6G0r+DV6VCXC7UYbJpLAiRgMIHP/vGZkkIwctRI9LvwQoOlU5wZCDCwMoOXLKNjPVwFL2LK3H0YsT4HMwYGMXfeZRBuulbdxuYnlDqO+aHmseAo7Bh+w4UBzxr6EcpLJEACFidQWVmJqVMeRbI07T1/wQKL07Cu+QysrOt7wSyXg6o/4Z7xm9F14VJMCyaoUiw5F4NvvlyaFJSPKmzdVub7rr+mBUeloj0yMKx/APsVKnL5hwRIgAR8E3j4wQelxYqdePkv2Uqupe+SvBLNBBhYRbN3TWObR1C1+FW8OCbF/wiS62PMnbFZCp88jxh0GTkZE5WtbPzv/1f/426UKFvYnIW0u0egf1spXJ7N8DUJkAAJeCEg51UVFhQia/HioHMzvYjjKRMTYGBlYudFh+rBBFVS/lX+88i8cS5+/vUVaDVRGDMA9z1zG7rKYHa8ibyi414QHcI/1n2ICulKbPrDWDKxn/8gzosEniIBEiABTwKeeVXjdNwR7CmTr81LgMstmNd3UaC5GlS9gG+kEaRvpl2PvtMCMCt2GJZed66XgjGwZUzFs2P/iUl5Dry97nPcl+a5/pXc3mr811t7ga63IGvZnW0s4+ClCZ4iARIgAQ8CzKvygMGXCgGOWLEjRIiANPr08bNSTlVDUBWMErHX3ojBXXzN352NIYtWIfs/LkRV3jTcM+cDlEuLhcp5V0V5Tyrt7bzwHmSvWxrwHYfB6MayJEAC1iLAvCpr+TsQazliFQglljGegGMNpmS+im+ClmzDNTcPaj0N6Cknxo7rs97AR9fnIW/tIgxNeVC5Gtt/LKYu3oRXx6QFvoq7p1y+JgESIAEPAsyr8oDBl00EGFg1oeCLsBKwZ2JzeWYIm4xD74y7MEN+hLAViiYBErAmAeZVWdPvgVjNqcBAKLEMCZAACZAACTQSYF4Vu4I/Ahyx8keH10iABEiABEigBQE1r2r9G3lcr6oFG74FOGLFXkACJEACJEACARJgXlWAoCxcjIGVhZ1P00mABEiABAInwLyqwFlZuSQDKyt7n7aTAAmQAAkERIB5VQFhYiGJAHOs2A1IwEAC7hMn4Ha7UVi0XbPUU6dOKXVLdpeifXt9H9H9ByrhdLk061JTc1Spq8ee2lq3bhmqAfv2H9DFVjR7RPCPzFQ+9PjYqD4rin+82TN31kxlH8Cn5j2Dkt1lapf0+3z4SI1yXQ9bIz4/3uzxq7iPi6L4Z19FhaJhfb2ySKEPbSN3miNWkWPPlkmABEiABExAYN3ra1GyaxcmP/AAevTsaQKNqWIkCej7ORxJzdk2CQhIIO7MMyE/0tMu1aydy3UYBYXF6NsnFTZbJ81ytuR/iu7dusJu76VZhvpLW489Dsde7HGU62KiGnBe92665Ihkjyj++elHaYsn6dDjY6P6rCj+8bTnmx07sGnDBowcNRIzZjyudsWAnv/60YdKOT1sjfj8eNqj5ztFFP90TIhXuMbE+NqBIyD3hKwQR6xChpaCSYAESIAEzEzg54MHMXXKo0hOScb8BQvMbAp1DyMBjliFETabIgESIAESMA+BmTNmKHlVXK/KPD4TQVOOWIngBepAAiRAAiQgFIHNmzZix/btyFq8GKnStDwPEgiUAAOrQEmxHAmQAAmQgCUIbN26FR+89y5uGj4c48aPs4TNNNI4AgysjGNJSSRAAiRAAiYnIK9X9cTs2Ti3a1fMnjPH5NZQ/UgQYGAVCepskwRIgARIQEgC8j6ALmntt/sfegQdO3YUUkcqJTYBBlZi+4fakQAJkAAJhImAug/gE089he7du4epVTYTbQQYWEWbR2kPCZAACZBA0AQ89wEcNXp00PVZgQRUAgysVBJ8JgESIAESsCQB7gNoSbeHzGiuYxUytBRMAiRAAiRgBgJyXpWz2gl1vSp5pXIeJKCVAEestJJjPRIgARIgAdMTUPOquF6V6V0pjAEMrIRxBRUhARIgARIIJwHPvCquVxVO8tHdFgOr6PYvrSMBEiABEvBCgHlVXqDwlCEEmGNlCEYKIQESIAESMBOBlnlVZtKduopNgIGV2P6hdiYj8Msv/0JtrRsOx17NmrvdbqXugQOVcDpdmuXIFZ3SQodwaBch2yIfeuxRdNApQ1FC+lMtJRjr0UU0e0Twj8xUPvRwNarPhss/q1a+gsKCQjw2fTpi2se2st0oe44fr9XN1ojPj1H2hMs/CjQ/f+TvRpEPBlYie4e6mY6A/MVz7Phx7HGU69Z9vwFfHnJgpjc4kw0xwh4jZFQ7ncLoYoQ9IvhHZmqUj43os0bp4ss/3337DdauWYMrBl2Jfhdd7Lc/6bWntrYhsPKliwI+wD9GyNBrj6qqEbrokSFP48qHylfVS5RnBlaieIJ6RAWBhIQEyI+hGYM12yPf6l1QWIyB6QNgs3XSLGdL/qdItveG3d5Ls4zCou1K3fS0SzXLkEdC5C9RPUzkxnNzViA1JVmXHJHsEcU/R2sO4+tt23RxNarPhto/8j/kmdOnIlnqRzm5K5CYmOi1Xxtlz1dfblXk6+n7Rnx+jLIn1P7x6gwvJ3ftKsF7776D+Ph4L1cjf4qBVeR9QA1IgARIgATCQIB5VWGAzCbAuwLZCUiABEiABKKeANerinoXC2MgAythXEFFSIAESIAEQkGA61WFgipl+iLAwMoXGZ4nARIgARIwPQGuV2V6F5rOAOZYmc5lVJgESIAESCBQAsyrCpQUyxlFgCNWRpGkHBIgARIgAaEIMK9KKHdYRhkGVpZxNQ0lARIgAesQYF6VdXwtmqUMrETzCPUhARIgARLQRcDprMbUKY8q61XNX7BAlyxWJoFgCTDHKlhiLE8CJEACJCA0geyXXoRT2qpn/Rt5PhcBFdoAKmdqAhyxMrX7qDwJkAAJkIAnAXkfwD1lZchavBipfVI9L/E1CYSFAAOrsGBmIyRAAiRAAqEmIOdVqfsAjhs/LtTNUT4JeCXAwMorFp4kARIgARIwEwF1vaoePXvid3feZSbVqWuUEWCOVZQ5lOaQAAmQgBUJqOtV/eGPz6P+X1YkQJtFIcARK1E8QT1IgARIgAQ0EfBcr6pXr96aZLASCRhFgIGVUSQphwRIgARIIOwEuF5V2JGzwTYItPtFOtoow8skQAIBEviP8RNw7PhxPDLlsQBrsFigBHJzVuCyyy/HgAFpgVZhuQAIFBcX4ett2zAp874ASotVRF6v6pmnn1KWVJj75NOIi48XSsEPP3hf0eemm4cLpZfZlZHz6d579x3MmTMbl1xysXDmMMdKOJdQITMTiI+PU9RPtvfWbIbb7cb+A5Xo3q0r4uIa5GkRtsdRjqQkG5JsNi3VlTqyHvIh66L1cLpccDpd0MNEbbtzUpIuOSLZI4p/ftxbruDV4x+j+myw/nlk2VIcO3oUf37hBahTgEb0N6PsiW8M9PSwFcmeYP2jfm49n42wJ+aMdorIDh06eIoW5jUDK2FcQUWigUC7dmcgISEBdnsvzea4XIeVwKqbFMzYbJ00y1H+cUtBlR5d5C9B+dAjAw4ogZUuGY0UOndO0qWLSPaI4p8dO5J0+9ioPhuMf+S8qu+/+05Zr+q66wY39hDpyYD+ZpQ9CQkNI2i6+r5A9gTjn9MOafHKAHtOnjzRQqhYb5ljJZY/qA0JkAAJkEAbBJhX1QYgXo4oAQZWEcXPxkmABEiABIIhoK5XlZySDO4DGAw5lg0XAU4Fhos02yEBEiABEtBNQF2vivsA6kZJASEiwBGrEIGlWBIgARIgAWMJeK5XxX0AjWVLacYRYGBlHEtKIgESIAESCBEB5lWFCCzFGk6AgZXhSCmQBEiABEjASALMqzKSJmWFmgBzrEJNmPJJgARIgAR0EWBelS58rBxmAhyxCjNwNkcCJEACJBA4AeZVBc6KJcUgwMBKDD9QCxIgARIggRYEmFfVAgjfmoIAAytTuIlKkgAJkIC1CDCvylr+jiZrmWMVTd6kLSRAAiQQJQSYVxUljrSgGRyxsqDTaTIJkAAJiEyAeVUie4e6tUWAgVVbhHidBEiABEggbASKi4rw4vLlGDlqJMaNHxe2dtkQCRhFgIGVUSQphwRIgARIQBeBqqoq/Pn5P4L7AOrCyMoRJsAcqwg7gM1HFwH3iRNwu90oLNqu2bBTp04pdUt2l6J9e30f0f0HKuF0uTTrUlNzVKmrx57aWrduGaoB+/Yf0MVWNHtE8I/MVD70+NioPrt08SLU1NTgmYVZKNldpro9qGcj+ptR9hw+UqPoroetSPaI8vnZV1GhcK2vrw+qb4SrMEeswkWa7ZAACZAACfgksO71tSgrLcXdE+9Fj549fZbjBRIQnYC+n8OiW0f9SCDMBOLOPBPyIz3tUs0tu1yHUVBYjL59UmGzddIsZ0v+p+jerSvs9l6aZai/tPXY43DsxR5HuS4mqgHnde+mS45I9ojin59+3Kvg1eNjvX1WXq9q04YNuGbwYNzy29/q8rER/U2vPWp//etHH+pmK5I9onx+OibEK1xjYmJU1EI9c8RKKHdQGRIgARKwFgHP9aoyJ0+2lvG0NioJcMQqKt1qdqOqULRxEz7+YDWyP78Kud8swZBYDTZVbULmoGnIr/NdN3boMnz+ymh08V2EV0iABEJIwHO9qiNHj4WwJYomgfAQYGAVHs5spU0CcjD1Dr76cjOez9uBplgors2KPgocR1Futt+gCuiLiQ/dyKDKB0GeJoFQE2i5XpU61RTqdimfBEJJgFOBoaRL2QESqEN5zjy8VHoSMX2ux8j+ZwVYz08x1+d44y2HnwJAbPptGNM/wW8ZXiQBEggNAe4DGBqulBp5AhyxirwPqAFi0TtzOXIaSdSlVODdiXlouElfCx43yjasxOaqgZi9ZRUmpWge9tLSOOuQAAm0QcAzr2r+ggVtlOZlEjAXAY5YmctfltA21p6KPnosdX2GnFeK0WXURNzGoEoPSdYlgZAQUPOqXv5LNhITE0PSBoWSQKQIMLCKFHm2GyIC9ajaskEarRqA30++BrYQtUKxJEAC2gi0zKvSJoW1SEBcAgysxPUNNdNCoL4Yrzz/GUertLBjHRIIMQHmVYUYMMULQYCBlRBuoBLGEJBGqzZnY2WFG5V592FgnxGY9Zcc5G4sgvZNXYzRjFJIwOoEmFdl9R5gHfuZvG4dX0e/pfW78dbaL04v1VC3AxsW71DsXjStBzLun4oHJo9Amk3M1Xqj30G00MoE1Lyq9W/kMa/Kyh3BArZzxMoCTraGifVwfboaqwobNj1tbXMF8l+ehttuvB+5RVWtL/MMCZBAyAgwrypkaClYQAIMrAR0ClXSQiAGtowsfF7uQFn5D9iycgFmz52FyUN7NBdW+TEWjRqJ/9xYBjH3RW+uLt+RgNkJMK/K7B6k/sESYGAVLDGWNwGBOPTO+B0mZU7GjFc+Q8knKzF7bH9ptSz1qMDHs57AqjLtK2WpkvhMAiTgmwDzqnyz4ZXoJcDAKnp9S8saCcTYh2DSc2/go5x7cIkaXdV9gT88vgZlHLZiPyGBkBFQ86q4XlXIEFOwgASYvC6gU6hSKAhIo1jDnsCr2ScwfOI6VEpN1BW+iY077sCMNO/b2hw9ehTr160LShmHw4H4+Hi8/fY7QdXzLFxb68a+/ftx6OeDkiztq8aXlu3Bj3vLsWNHkqf4oF7v239AKf/Tj3uDqudZuLraiWqnE0drDnue1vT6+++/11RPrSSSPaL4R2VqdJ/94P33UVhQiNvHjcN3kt/kR1uHKP4x6jN48ODPisl62Brx+THKHlH8c+jQoba6UkSvt/tFOiKqARsngZYEHDkYOSQL38jn48Yi95slGKKONLUsG/T7Q/hkxu2YlCcHCnG4ZO7b2JzZ16uU3JwcLFqY5fWav5OdbDZccOFF/orwGglENQGXFEiX7PwBnbv8G1L7ev98RTUAGhcWAvPmPY0LLhCvf3HEKizuZyPiEDgbQ2Y+goy3piG/zo3du/dJyzP09ci/Oq3ppMxMKU8r8/SJAF5NmnivUip35SsBlPZexOU6jILCYgxMHwCbrZP3QgGc3ZL/KZLtvWG39wqgtPcihUXblQvpaZd6LxDAWYdjL/Y4yjE0Y3AApX0XmTDhDowfPw4jRtzqu1AbV0SyRxT/yKMp69e/gXXr1rZBz/dlzz7rdtfilptvRnJKMt56++2gllYQxT+e9uj5DC5atFiBNnv2LN/w2rhixOfHKHtE8c+uXSWYN29+G+Qid5k5VpFjz5YjRaDLxfj1hdqn2CKlNtslATMQYF6VGbxEHUNJgIFVKOlStqAEzkFKP3kXwTj06XOe19EqQRWnWiQgNIGXXnxRyavKWrwYqX1ShdaVypFAqAgwsAoVWcoVmMBxOKvkpRbOx1WXtVjnSmCtqRoJiEzgu2+/wStSXuJIaZ24cdKULQ8SsCoBBlZW9byV7a4/gNJdxxCbfhvG9Pd+R6CV8dB2EgiWwM8HDyJ3RTZ69e6N+QsWBFud5UkgqggweT2q3Elj2ibgRtnKP0gbNXfHyGdGIoXbBraNjCVIoA0CM2fMwDFpeZJXV68OKlm9DbG8TAKmJMDAypRuo9LaCEj7CRa8iGnPfYd+92djVsbZ2sSwFgmQQBMBeR/AHdu34867f4/k5OSm83xBAlYlwKlAq3o+2uyu2oTMPnak9JYegybhuY1FcHnYWO/4BLkzRmPQmNeASdl4deaVkNPXeZAACWgnoO4DeNPw4bhmsL7lNLRrwZokIBYBjliJ5Q9qU+/A33Lew06VhPufeP3VAqRlDvQfCMWchS5dpFVEK+ukxxZkT5MfqpDG565D8eDKP+HRDDs4A9iCDd+SQJAEPPcBnD1nDnbu2h2kBBYngegkwMAqOv1qPqs8V1tvpn0F8hfehoELpZP+VmG3DcPCddlIfflP+EPeDmnRT/XogYz7f4erLr8BdzGgUqHwmQR0E1DXq1r/Rh46duyoWx4FkEC0EGBgFS2eNLsd9kxsLg9ulfOWJjdstixvuNzyCt+TAAkYSUDOq5L3AVTXq5JX9uZBAiTQQIA5VuwJJEACJEACARNQ86q4XlXAyFjQYgQYWFnM4TSXBEiABLQS8Myr4npVWimyXrQT4FRgtHuY9pEACZCAQQQ886oSExMNkkoxJBBdBDhiFV3+pDUkQAIkEBICLfOqQtIIhZJAFBBgYBUFTqQJJEACJBBKAsyrCiVdyo42Au1+kY5oM4r2kECkCPzH+Ak4dvw4HpnyWKRUiNp2c3NW4LLLL8eAAWlRa2MkDCsuLsLX27ZhUuZ9Xpt3OqvxzNNPKVvVzH3yacTFx3stx5OtCXz4wfvKyZtuHt76Is9oJiDn+r337juYM2c2LrnkYs1yQlWROVahIku5liQQHx+n2J1s763Zfrfbjf0HKtG9W1fExTXI0yJsj6McSUk2JNm0rzEv6yEfsi5aD6fLBafTBT1M1LY7JyXpkiOSPaL458e95QpeX/55ZNlSZR/AP7/wAnr16q26otmzUX1WFP8YZU98YxDqi20ziD7eGPH5McoeUfwTc0Y7hVaHDh18UIvsaQZWkeXP1qOMQLt2ZyAhIQF2ey/NlslrAslfYN2kYMZm66RZjvKPWwqq9Ogif6nLhx4ZcEAJrHTJaKTQuXOSLl1EskcU/+zYkeTTx3Je1ffffaesV3Xddb63rDGqz4riH6PsSUhoGN3T1fcN+PwYZY8o/jl58kTjN4KYT8yxEtMv1IoESIAEIkqAeVURxc/GTUyAgZWJnUfVSYAESCAUBLheVSioUqZVCHAq0Cqepp0kQAIkECABrlcVICgWIwEvBDhi5QUKT5EACZCAVQlwvSqrep52G0WAgZVRJCmHBEiABExOgHlVJncg1ReCAAMrIdxAJUiABEggsgSYVxVZ/mw9eggwxyp6fElLSIAESEAzAeZVaUbHiiTQjAADq2Y4+IYESIAErEfgpx/34sC+fcp6Val9Uq0HgBaTgIEEOBVoIEyKIgESIAGzEdj5ww9KUDVy1EiMGz/ObOpTXxIQjgADK+FcQoVIgARIIDwE5Lyq/16zBmdKWyfNX7AgPI2yFRKIcgIMrKLcwTSPBEiABHwRkPOqjh87hr4X9FM2WfZVjudJgAQCJ8DAKnBWLEkCJEACUUNAXa/q9nHjEC/tb8mDBEjAGAIMrIzhSCkkQAIkYBoCnutVXXnVVabRm4qSgBkIMLAyg5eoIwmQAAkYRIDrVRkEkmJIwAcBLrfgAwxPk4AWAu4TJ+B2u1FYtF1LdaXOqVOnlOeS3aVo317fR3T/gUo4XS7NutTUHFXq6rGnttatW4ZqwL79B3SxFc2eSPhn7qyZcFY78dS8Z1CyuwwyU/nQ42Oj+qwo/jHKnsNHanSzNeLzY5Q9ovhnX0WFwrW+vl55Fu0PR6xE8wj1IQESIIEQEVj3+lqU7NqFyQ88gB49e4aoFYolAWsT0Pdz2NrsaD0JtCIQd+aZkB/paZe2uhboCZfrMAoKi9FXWqjRZusUaLVW5bbkf4ru3brCbu/V6lqgJ9RRDD32OBx7scdRrouJqu953bvpkiOSPeH2j5xXtWnDBsjrVc2Y8biKFPLioPKhx8dG9VlR/GOUPX/96EPdbI34/Bhljyj+6ZgQr3CNiYlRnkX7wxEr0TxCfUiABEjAYALMqzIYKMWRgB8CHLHyA4eXSIAESCAaCHAfwGjwIm0wCwGOWJnFU9STBEiABDQQUNerylq8GNwHUANAViGBIAkwsAoSGIuTAAmQgFkIeK5XxX0AzeI16ml2AgyszO5B6k8CJEACXggwr8oLFJ4igTAQYI5VGCCzCRIgARIINwHmVYWbONsjgQYCHLFiTyABEiCBKCPAvKoocyjNMRUBBlamcheVJQESIAH/BJhX5Z8Pr5JAqAkwsAo1YconARIggTARYF5VmECzGRLwQ4A5Vn7g8BIJkAAJmIkA86rM5C3qGq0EOGIVrZ6lXSRAApYiwLwqS7mbxgpMgIGVwM6haiRAAiQQCAHmVQVCiWVIIDwEGFiFhzNbIQESIIGQEKiqqsLUKY8iOSUZ8xcsCEkbFEoCJBA4AeZYBc6KJUmABEhAOAJ/XPocnNVOrH8jD4mJicLpR4VIwGoEGFhZzeO0N6QEfvnlX6itdcPh2Ku5HbfbrdQ9cKASTqdLsxy5otMl1XdoFyHbIh967FF00ClDUUL6Uy0FEHp0Ec0evf5Z89prKNm1C49Nn46Y9rGa2MhM5UMPV6P6rCj+Mcqe48drdbM14vNjlD2i+Ef+bhT5YGAlsneom+kIyF88x44fxx5HuW7d9xvw5SEHZnqDM9kQI+wxQka10ymMLkbYo8c/3337Dd7Z/BauGHQl+l10sWYuMlOjfGxEnzVKFyP8o9ee2tqGwMoIXYyQodcepaNIf4zQRY8MeVkR+Th58qTyLNofBlaieYT6mJpAQkIC5MfQjMGa7XC5DqOgsBgD0wfAZuukWc6W/E+RbO8Nu72XZhmFRduVuulpl2qWIY+EyF+iepjIjefmrECqlEekR45I9ujxj/yPZeb0qeje/Tw89MjDuPqqKzX752jNYXy9bZsurkb1WVH8Y5Q9X325VfGLnj5rxOfHKHtE8c+uXSV479130KFDB839PpQVmbweSrqUTQIkQAIhIKCuV/X4rFmIj08IQQsUSQIkoJUAAyut5FiPBEiABCJAwHO9qh49e0ZAAzZJAiTgjwADK390eI0ESIAEBCLA9aoEcgZVIQEfBBhY+QDD0yRAAiQgEgHuAyiSN6gLCfgmwOR132x4hQRIgASEIaDmVXG9KmFcQkVIwCsBjlh5xcKTJEACJCAOAc+8qtQ+qeIoRk1IgARaEWBg1QoJT5AACZCAOASYVyWOL6gJCQRCgIFVIJRYhgRIgAQiQIB5VRGAziZJQCcB5ljpBMjqJEACJBAqAsyrChVZyiWB0BHgiFXo2FIyCZAACWgmwLwqzehYkQQiSoCBVUTxs3ESIAESaE2AeVWtmfAMCZiFAAMrs3iKepIACViCAPOqLOFmGhnFBBhYRcC59UVLMLj3b/Bc0fEItM4mSYAERCag5lW9/JdsJCYmiqwqdSMBEvBCwELJ6/Wo2ng/rp72Meq8gAjuVCx63L8O+TMHIia4ilLp49jxP/mo6JGBYf3b2jy1DuU5d2Dowm1eWolF17Ev4v3nhsHm5WrzU/7kqCUvx+xP1mKSPVY9wWcSIIEwE2BeVZiBszkSCAEBCwVWMegyZgV2jqmHq+BPuGf8C/imMcKKHboMn78yGl18AnajPH8N/vKn5diwo0Yq1QVXXp6iIaiSqtb/gI/f/RE9fns9+rcZlcWid2YeyjIlnYvexZv/8x5WvbwFlYqedajMm4ZJffLwRma/NnRR5cjtO/C3J6fgodd3SAFmD2TM/ROWZg4MIDhTGuWfAAjU1dXB5TocQEnvRWqOHlUuqM/eSwV21u1269Ll1KlTSkN67JF1kA89MhQB0p/a2uiyx9M/W7duxYvLl+Om4cPxmxtvDIiXEf6RmcqHHv+ofVV9VgRq+GOEPUb0N9UO9VmDKUqVujoxPj+qHeqzVntE8c/Rxu9IrXaEul67X6Qj1I2IJ78EubeOwKId8heKDRnL3kfOmO5tq+n6GLNufBAbqq7D0i9exugubUZGrWTK04AZY4tx50erMCklrtV1/ydaB4VAL9y+cgMWZ5ztv6rn1apNyBw0DfkXzsGWdzLR2/MaX+si8B/jJ+DY8eN4ZMpjuuSwcmsCuTkrcNnll2PAgLTWF01+xumsxjNPP6VM/c198mnExceHzaLi4iJ8vW0bJmXeF7Y2rdLQhx+8r5h6083DrWJyWOyU8xDfe/cdzJw5Q/o+uDQsbQbTiIVGrDyw1Negurq+8cQ56JPc9mSaUth2NcaNsmNzyY0YrCGoUqcBD147GaOCDqpkDWJgG3gvHh31JiblNYxbAXuxYc4zuGLdUoy2Bxio2Xqhz7mx+OzsLjirkQKfjCEQHx+H2NhYDEwfoFmg/KuypKQUffum4iwdOTYFhcXo3q0rukkPrUfJ7lKlal8d26gcOFCJ/dJDDxNZiVzpcV737rrkiGSPp39+f/fdOCb5/dXVq5GcnKwwD+SPEfYc+vkgvpYa0+Mfo/qsEfYY0d+Msufz//1McaMetiLZI4p/ysrKpMAKiA/jD5BAPo9qGWsGVj8W4p8VjfOAcQNw+cVt5TqpuGKR1Lknrrl5kJ9pQ7Wsl2dlGtCJa6ZqrO9FpHKq8j3MebQ3eq2egoG2AEbRYs5C584xiOmShF/5ksnzmgi0a3eGFFidAZutk6b6npXkoEqvnLi4OF0y2rdv+IrQo4fT6VLM0iND5SIHrnrkiGaP7J+Vr7yCHdu3I2vxYqSnBzcaZ4Q9MlP50MNV9Y/ePmuEPUb2N732xMaK9fnRa48o/hH9pg4L3hUoJbEXbsPOxm+C2Kt/jf4B52vXwXk4BTddd676PRLUc/2Ov+H9gwM012/WWNz/w+0jezWdqtuRjUey8tHwL6zpNF+QAAkITECegpPzqkaOGolx48cJrClVIwESCJSABQOrg/j0g22NdwbGod+gi4MYfUpA2vTZmnKrTk8Dap1GbOnS7vjN3EWY3F+dzGtMZs/ZCXWSs2UN87yvQtHGHDx37zVI6TcTn2i6jVNO+N+M7Bkj0K+3HSnyo88IzMr5BOXmB2QeV1JTnwTkvKqshc8iOSUZ8xcs8FmOF0iABMxFwHqBVf0BlO461uil83HVZT18eMyNspw5+KNRa02p04BapxG9aWm7EtOefxhpTSNuNSh6bg6WFVR5Ky34OTmYWtUYCF2G26ZlIXtLhUadJVk592P4qBlYXXUL1hWXoqy8FAV5E4B3H8XQqx/GJkfDnVAaG2A1EtBNIPulF3Hk8GFwvSrdKCmABIQiYLnASpmOCyS/qv47bFzrQu/zzzTEYYZOA3poFJMyEbnZE9CUnlxXhOwH55kscJDX2ZqHl0pPIqbP9RjZNArnYWjAL6tQsCQTExZ+jKr0x7F6RSbSlLwzKfE/bTwWyoFo1Xt4fMLjJmMUMAAWNAEBeb2qPVIC7mPTpyNVx40BJjCVKpKA5QhYLLBqXJyz0c2+86ukPKzN2Vj5qzSka7r7r2U/amj34LVGTQN6ypcChoynsHruIDQNXMnJ7NPWoMw0U17yOlvLkTNzsnTL98NYMOUmBHh/oycI6bU0/Ze/DI+8XCRN9fbFxCfvQEqLXP6YlDswd1JfwHSMWpjKt6YloO4DeMWgK3Hz8FtMawcVJwES8E7AYoGVC46SnxtJ+MmvcuVj6dLPcO7V6ejpnVtwZ6s+wku5P2u/m7DN1uKQMvFZZN1welqzrnAp7pr9sSmT2WPtqejTps1eCtQXY8VTbzYsoOpzZfsE9L8hQ1oaFagrXI6ZK6MhJ80LC54SkoDnPoC/u/MuIXWkUiRAAvoIWCuwqvoCH/5DvW/OW36VnOezBJnyIqCVceib2q2NFc0DgS+Nfv39I3yGy425G9BXkzEpGP3cU7i9qzpuFU3J7L6M9jzfOMqoTPNKWw75Wdk+5uIrcKUyJCblpL32NnaYZmTP016+NiMBz30Aw7kIqBlZUWcSMCsBSwVWddu/xD+b7jArQfaof2+4W0y9a6y3nDT9F+RXyoX64NfpQaxm7rMHNNyFiJBMA7Zo1DYMC9c+HiXJ7C1sa/Ot592eHf0HxbEX4IqrbQ0SK9bjpc3725TOAiSglwD3AdRLkPVJwBwELBRYHce324rRcC+YvInymygpd0h3i3k8yvKR+9DQhkTwHgMx8Hx19EeHM5VRMoRwGrC5btGRzN7cpoDeNRuNbGs1/QQkdVGzuI6hpPRAFCxRERAlFooQATWviutVRcgBbJYEwkjAOoGVstyBoxGtHcNvuLD1NF+MHUOmP4NpQ22IvaAPzm+R+By8X8I0DdhMMTmZfRr+fH+aiZPZmxkU0Jvmo5Gd0NnmLyjuCHsfNXuuDhWfF+KngFphIRIInoBnXhXXqwqeH2uQgNkIWCew8tzGJrYXUn0uo3A20qVFQ4NbONSX28M4DdhMhS4YOD0L09PVxUPlRG3zJrM3M83rmzrsK3M0jkZKBeKkxUB7+AusWgiR9uVzNE0Rt7jGtySgk4BnXpXoW3HoNJXVSYAEJAIWCaykkSPPbWzazHfq7mfh0CD6TZinAZtpFtMPk1Yua5HM/gxmbSyLwmkvaauh6sPNzPf/JhbnpdhPL+nglqaD1bXN/FfkVRIIigDzqoLCxcIkEBUELBJYeSY229rIdzoGhyPGz4hWoH6PxDRgC91aJbNX4ONZj5t0ZfYWtjV7exKuqiOnz/xbZ9gs0rNPG81XohFgXpVoHqE+JBAeAtb491O3C199ri6z0FZisw1DsrI07gfo6bRITQN66gDEpNyJPyy+pcXK7Avx3s9RvMZA585I0p0f15wj35FAMASYVxUMLZYlgegi0D66zPFuTf23X2GrujWcz4UjvdfVfFadBlw8KIhNnjW35qdiHHqPeQrPfvkNJuXtbShX+R2+kV6p98X5qRyll+pxxOlsc0r0g/c/wKaNG4NisG3bV7DZkrBo0eKg6nkWrqs7hSNHjuDz//0MsbHaP6JVVdWIj49HQkK8p/igXh8+UqOU/+tHHwZVz7Pw8eO1qK2txVdfbvU8ren1J5/8Hd9//72munKlcNnz9ltvSdPTTmRcPwzLl7/gVV9R/HPwYMOiySL02XD5x6tDPE4a9RksK9ujSNXD1ojPj1H2iOKfo0fV/X49nCbQSwuMWHluY+N/4Ujj/CLANGAzY87GkEV/wWyPZPZml6PtTXU1nH4H5P6FmmqXtO1N4xFrQ+dftf4o9O0rbX0T5BFzBofKgkQWdcW3ffUVDv38M/7ftdciKSkp6uyjQSRAAv4JaP857F+uOFcDWWbBcG3VacAnMdiQvQYNULAxmb1UWVW+KaQwQLAIItTlEyoblPm/arj+Jb0MNMaJSULSr1oXljfHzV35SlAGTpp4r1J+9uxZQdXzLOxyHUZBYTEGpg+QRr86eV4K6vWW/E+RbO8Nu71XUPU8CxcWbVfepqdd6nk6qNcOx17scZRjaMbgoOq1LDxhwh0YMuQ6jBhxa8tLAb8PtT1yXlVudjbk9aqWPf+8X71E8c/bb7+D9evfgAh9NtT+8esQj4tGfQbVkSo9bI34/Bhljyj+2bWrBPPmzffwmFgvW/9MF0s/ndpIm/J+uhFvq3d8+V1mQWdTntXVacCbQzENeBzOKmles94J5xG/wzKeGjW8tmVg1ouTcUkQKxG0FiLimRZ3+bWpYou7CPumwh51TNqEwAIGE2BelcFAKY4ETEogigMrN8rz/4zH5zRuyis7qO4HfLgqH+VBxiPB+bZxGvDc8XhgZPfgqrZZWtrLMGcelm2REvHrvsDqZX8N0hZp8dCBD2LZjEGnFw9ts01zFIi99Ne4Sg2O2lw+wfMuQml62KjNts2BilqGiADXqwoRWIolAZMRiMLA6jiKlvxG2gPwQgyd+OfGff9Ur1Qg/4X7MFRawyjl1hyUq6cNfZanAYtxrp9NgINuzpGDkcp+htJehgs/RsOEVw2+ef3BBlskW0fmlAQoNg4pmX/Gy2O1Tw8F2FB4i3UZhJuubdz/T1pHvdThL7nxZ5TtVO8S9bEKf3i1Z2smJ8D1qkzuQKpPAgYSiMIcqwSkzfwrymYaSCkoUd0x+pWvMDqoOm0Utmdic3lmG4WCuSwns6/Cy59H0wqx52LwzZcjdsvHUlJ6FbZukxZCzRjoPc2q6lt8+UPjbaLhuks0GPewrKkIcL0qU7mLypJAyAlE4YhVyJlFRwPSvojXXmv3HniY0sIYdBk5GROVrWz87/9X/+NulCj5+2ch7e4R6N86b92UBKh0+Akwryr8zNkiCYhOgIGV6B6ifoETiBmA+565rWEx1B1vIq/ouJe6h/CPdR+iQroSm/4wlkzsF0XBpRdzeSqkBJhXFVK8FE4CpiTAwMqUbqPS3glIyfkZU/Gskj/mwNvrPoeaSdVQXrpLtGA1/ustaaHUrrcga9mdSOFolXeUPNsmAeZVtYmIBUjAkgQYWFnS7QIbXe/A33Lew05VRfc/8fqrBS0CJPWit+eG/LHs/7gQVXnTcM+cDxrvnJTuqMx7EveMfwE7L7wH2euWYrTdumvPeyPHc4ET+O7bb/Di8uXKelXjxo8LvCJLkgAJRD2BKExej3qfRaeB8p2PQ7KUrXaaGyjdybnwNgxcKJ2NG4vcb5ZgiLqsQvOCp99J+WPXZ72Bj67PQ97aRdKdkw8q12L7j8XUxZvw6pg0qPcPnq7EVyQQGIFDhw4hd0U2klOSMX/BgsAqsRQJkIBlCDCwsoyrBTfU8DsfpT0SM+7CDPkhuOlUz1wEFsyfh2NHj+JlaT/AxMREcylPbUmABEJOgFOBIUfMBkiABKKFgJxX9f133+HOu38PecsjHiRAAiTQkgADq5ZE+J4ESIAEvBBQ16saOmwYrhmsb99DL+J5igRIIEoIMLCKEkfSDBIggdAR8Fyv6tEpU0PXECWTAAmYngBzrEzvQhpAAiQQagLqelXr38hDTPu27p4ItTaUTwIkIDIBBlYie4e6mY7AqVOncPLkSTgc0lpZGg+3u2G7nQMHKuF0Nl+JK1iRTpdU3xFsrdPla2sbdNFjj6KDJFKPDFWj6mqnLjla7Fm18hUUFhTisenTlaDKSHtE8I/MVD70+MeoPqvFP2rfUJ+N8I9R9hw/XquopYetSPaI4h/5u1Hkg4GVyN6hbqYj4D5xArW1tdjjKNet+34DvjzkwExvcCYbYoQ9RsiodjrDqou8XtXaNWtwxaAr0e+ii5u1bYQ9IvhHZmqUj43os0bpYoR/9NojfxdEkz2KMdIfI9jqkSFPzcuH/CNWxIOBlYheoU6mJZDYsSPkx9AM7cnNLtdhFBQWY2D6ANhsnTSz2JL/KZLtvWG399Iso7Bou1I3Pe1SzTLkX+vyl6geJnLjuTkrkCqtHaVHTjD2yF/eM6dPVdarysld0bS0glH2iOKfozWH8fW2bbq4GtVng/GPrw5phH+MsuerL7cqaurpsyLZI4p/du0qwXvvvoMOHTr46gYRPc/AKqL42TgJkICoBDzzqrhelaheol4kIB4B3hUonk+oEQmQQIQJcB/ACDuAzZOAiQkwsDKx86g6CZCA8QTU9apGjhoJ7gNoPF9KJIFoJ8DAKto9TPtIgAQCJuC5XhX3AQwYGwuSAAl4EGCOlQcMviQBErA2AeZVWdv/tJ4EjCDAESsjKFIGCZCA6Qkwr8r0LqQBJCAEAQZWQriBSpAACUSSAPOqIkmfbZNAdBFgYBVd/qQ1JEACQRJgXlWQwFicBEjALwHmWPnFw4skQALRToB5VdHuYdpHAuElwBGr8PJmayRAAgIRYF6VQM6gKiQQJQQYWEWJI2kGCZBAcASYVxUcL5YmARIIjAADq8A4sRQJkEAUEWBeVRQ5k6aQgGAEmGMlmEOoDgmQQOgJMK8q9IzZAglYlQBHrKzqedpNAhYlsO71tSgsKETW4sVI7ZNqUQo0mwRIIFQEOGIVKrKUa1kCdXV1cLkOa7a/5uhRpa76rFmQVNHtduvS5dSpU0rzeuyRdZAPPTIUAdKf2lp99hR8/TU2bdiAm4YPx29uvFGTTkbaI4J/ZKbyocc/al9VnxWBGv6I0t9UO9RnDaYoVerqxPj8qHaoz1rtEcU/Rxu/I7XaEep6DKxCTZjyLUXg+PHjOCY9CgqLddtdUlKqW8b+A5WQH3oPI+wxQsa+/fs1s3U6q7H8v/6Ec7t2xU0336JZjsrSCHtE8I/MVD6MsMeIPmuULiLYc+TIEcPYimCPYoxBfUWPPXKOpHycPHlSeRbtDwMr0TxCfUxNID4+DrGxsRiYPkCzHfKvSvkfVN++qTgrMVGzHPmLq3u3rugmPbQeJbsbgru+OqbMDjQGd3qYyPrnSo/zunfXzPb3d9+NYxLbeQuexdVXX6kVCYyyRxT/HPr5IL6WaOjxj1F9VpT+ZpQ9n//vZ0o/08PWiP5mlD2i+KesrAzvvQt06NBB8+c4lBUZWIWSLmVbjkC7dmdIgdUZsNk66bZdDqr0yomLi9Mlo337hq8IPXo4nS6FhR4ZKkw5cNUiR16vasf27Zj8wAPo3bu3JhmqDkbaI4J/ZKbyoYWrykR91ttnRetveu2JjRXr86PXHlH8k6jjB6faV0P5zOT1UNKlbBIggYgT8Fyv6vphN0RcHypAAiQQ3QQYWEW3f2kdCViaANersrT7aTwJRIQApwIjgp2NkgAJhIMA16sKB2W2QQIk4EmAI1aeNPiaBEggaghwH8CocSUNIQFTEWBgZSp3UVkSIIFACHjmVY0bPy6QKixDAiRAAoYQYGBlCEYKIQESEIUA86pE8QT1IAFrEmCOlTX9TqtJIGoJMK8qal1Lw0jAFAQ4YmUKN1FJEiCBQAgwryoQSixDAiQQSgIMrEJJl7JJgATCRoB5VWFDzYZIgAT8EGBg5QcOL5EACZiDAPOqzOEnakkCViDAHCsreJk2kkCUE2BeVZQ7mOaRgIkIcMTKRM6iqiRAAq0JMK+qNROeIQESiBwBBlaRY8+WSYAEdBJgXpVOgKxOAiRgOAEGVoYjpUASIIFwEGBeVTgosw0SIIFgCTDHKlhiLE8Cfgi4T5yA2+1GYdF2P6X8Xzp16pRSoGR3Kdq31/cR3X+gEk6Xy3+Dfq7W1BxVruqxp7bWrVuGquK+/Qea2M6dNRPOaieemvcMSnaXqUX8Potmjwj+kZnKhx4fG9VnRfGPUfYcPlKjm60Rnx+j7BHFP/sqKhSu9fX1yrNofzhiJZpHqI+pCbSPiTG1/mZRft3ra1GyaxcmP/AAevTsaRa1qScJkIAFCOj7OWwBQDSRBIIhII8w2Tp1QnrapcFUa1bW5TqMgsJi9O2TCputU7NrwbzZkv8punfrCru9VzDVmpVVRzH02ONw7MUeR7kuJqpS53XvhmM1R7BpwwaMHDUSM2Y8rl4K6Fkke0Txz08/7lXY6fGxUX1WFP8YZc9fP/pQN1sjPj9G2SOKfzomxCtcYwT9IcsRq4C+jlmIBEhABAIuaVpz6pRHkZySjPkLFoigEnUgARIggWYEOGLVDAffkAAJiEzgtVWrlLyq9W/kITExUWRVqRsJkIBFCTCwsqjjaTYJmI2APGV1YN8+ZC1ejFRpmpQHCZAACYhIgFOBInqFOpEACTQjIK9XJQdV6QMHYtz4cc2u8Q0JkAAJiESAgZVI3qAuJEACrQio61WdGReH28aObXWdJ0iABEhAJAIMrETyBnUhARJoRUDdB7DvBf0QJwVXPEiABEhAZAIMrET2DnUjAYsT8NwHMD4hweI0aD4JkIAZCDCwMoOXqCMJWJAA9wG0oNNpMglEAQEGVlHgRJpAAtFGQM2r4npV0eZZ2kMC0U+Ayy1Ev49pIQmYjoCaV8X1qkznOipMApYnwBEry3cBAiABsQh45lVxvSqxfENtSIAE2ibAwKptRixBAiQQJgLMqwoTaDZDAiQQMgIMrEKGloJJgASCIcC8qmBosSwJkICoBJhjJapnqBcJWIwA86os5nCaSwJRSoCBVZQ6lmZFhsCpU6dw8uRJOBx7NSvgdruVugcOVMLpdGmWI1d0uqT6Du0iamsbdNFjj6KDpII/GatWvoLCgkI8Nn06YtrH+ixbXe30eS0QK8NlTyC6yGVE8I/MVD78+Ucp4OePUX1WFP8YZc/x47UKNT1sA/n8B4ATKgAAMtZJREFU+HGNcskoe0Txj/zdKPLBwEpk71A30xFwnziB2tpa7HGU69Z9vwFfHnJgpjc4kw0xwh5fMr779husXbMGVwy6Ev0uuthvW9VOp9/rgUL3pUug9Y1iIoJ/ZKZG2WNEnzVKFyN8rNce+bsgmuxRjJH+GMFWjww5bUA+5B+xIh4MrET0CnUyLYHEjh0hP4ZmDNZsg8t1GAWFxRiYPgA2WyfNcrbkf4pke2/Y7b00yygs2q7UTU+7VLMM+de6/CXqjYn8BTlz+lTI61Xl5K5AYmKiz3Zyc1YgVSrnTY7PSi0uhNqeFs35fSuKf47WHMbX27bp4mpUnxXFP0bZ89WXW5U+oKfP+vv8+O1gHheNskcU/+zaVYL33n0HHTp08LBSnJcMrMTxBTUhAcsRYF6V5VxOg0kg6gnwrsCodzENJAExCXC9KjH9Qq1IgAT0EWBgpY8fa5MACWggwPWqNEBjFRIgAVMQ4FSgKdxEJTURqNqEzEHTkF/nu3bs0GX4/JXR6OK7CK8YTIDrVRkMlOJIgASEIsDASih3UBnjCBxHUW6236AK6IuJD93IoMo46AFJYl5VQJhYiARIwKQEOBVoUsdR7TYIuD7HG2/5X8ApNv02jOmf0IYgXjaSAPOqjKRJWSRAAiIS4IiViF6hTjoJuFG2YSU2Vw3E7C2rMCklTqc8VjeCAPOqjKBIGSRAAqIT4IiV6B6ifsETcH2GnFeK0WXURNzGoCp4fiGo4XRWY+qUR5X1quYvWBCCFiiSBEiABMQgwBErMfxALQwjUI+qLRuk0aoBmD75GtgMk0tBeghkv/QinNLWKevfyPO7CKieNliXBEiABEQgwBErEbxAHYwjUF+MV57/jKNVxhHVLUneB3BPWRmyFi9Gap9U3fIogARIgAREJsDASmTvULcgCUijVZuzsbLCjcq8+zCwzwjM+ksOcjcWQd9WxkGqweJNBOS8KnUfwHHjxzWd5wsSIAESiFYCnAqMVs9a0a763Xhr7RdoWraqbgc2LN6hkFg0rQcy7p+KByaPQJotxop0wm6zul5Vj5498bs77wp7+2yQBEiABCJBgCNWkaDONkNAoB6uT1djVWGND9kVyH95Gm678X7kFlX5KMPTRhJQ16uSk9Xj4uONFE1ZJEACJCAsAQZWwrqGigVHIAa2jCx8Xu5AWfkP2LJyAWbPnYXJQ3s0F1P5MRaNGon/3FiG+uZX+M5AAp7rVfXq1dtAyRRFAiRAAmIT4FSg2P6hdpoIxKF3xu8wKUOqnDkZ0xyfYNXLf8If8nY0ThNW4ONZT2DVgLbXuCoqKgpKg8OHXYiJaY9du0qCqudZ+OjRo5Cn0cqkhO/ExETPS0G9lmXEnNEOJ0+eCKqeZ+F9FRXK244JgY84FRQU4MXlyzEkIwMD0tKwd+9exR49TFSdDh06pIutFnvUttXnAwcqDbEnUv5R7VCfZabyocc/RvVZUfxjlD1Hjx7TzdaI/maUPaL458cff1S4ivqn3S/SIapy1IsEjCPgRvnHSzDlgVfxTWMSVmz6HLy/IRMpPlKucnNysGhhVtAqdLLZcMGFFwVdLxoqnDxxAt/u2I6Y9u1xcf9LpSDTB9xoMJY2kAAJRJTAvHlP44IL+kZUB2+Nc8TKGxWei0IC0ijWsCfwavYJDJ+4DpWShXWFb2LjjjswI837tjbjJ0zAwMsuC4rFs888g9jYDpA/8FoP+dflzl270e+CPrpGrL4uKMJ53buhW7euWlVBSclupW7fvn0CkvHYlCk4deoUXnj5ZZx//vlKHfkX9779B3DZwLSAZPgqNG/efAwdmoFrrrnGV5E2zwdrjzeBRtkTCf94s+ezzz7Dli35QvRZUfxj1Gdw9eo1CvK77rrTG/qAzhnR34yyRxT/yCNWK1euCohfJAoxsIoEdbYZIQJyHtZUPDv2n5iUt1fS4Uf882tpqivN+y8eeRouTZrKCuZISuqsFNfzK8rlOgzX4RqkpKTAZusUTPPNylbsO4BevXrBbu/V7Hwwb44dr1WKB2KPnFe184cflPWqhg27vqmZDh3ORP2/fjHkl+XZZ5+tS04w9jQZ0OKFUfaE2z8tzGh6u3PnTuV1ID5uqtTihVF9VhT/GGVPYmJH3WyN6G9G2SOKf1p0P+HeMnldOJdQodASOBtDZj6CjFi5FTd27953enmG0DYc1dK5D2BUu5fGkQAJBEGAgVUQsFg0Sgh0uRi/vpAbMxvlTXW9quSUZHAfQKOoUg4JkIBZCTCwMqvnqLcOAucgpZ+8i2Ac+vQ5D8rglQ5pVq+qrlf18l+ydeWEWZ0j7ScBEogOAgysosOPtCIoAsfhrHJLNc7HVZe1WOcqKDks7LleFfcBZH8gARIgAYCBFXuB9QjUH0DprmOITb8NY/p7vyPQelCCt5h5VcEzYw0SIIHoJ8DAKvp9TAubEXCjbOUfpI2au2PkQyN9rmHVrArftCLAvKpWSHiCBEiABBQCXG6BHcFCBKT9BAtexLTnvkO/+7MxK+NsC9lurKlqXtX6N/KYV2UsWkojARIwOQGOWJncgVS/kUDVJmT2sSOlt/QYNAnPbSyCywNOvbStTe6M0Rg05jVgUjZenXkl5PR1HsETYF5V8MxYgwRIwDoEOGJlHV9Ht6UxZ6FLF+n+vkppv5rKLcieJj9amNx1KB5c+Sc8mmEHN1ppwSbAt8yrChAUi5EACViWAAMry7o+ygy3DcPCddlIbbbZsmxjD2Tc/ztcdfkNuIsBlS6nM69KFz5WJgESsAgBBlYWcbQVzIyxD8Gk5+SHFawNv43Mqwo/c7ZIAiRgPgLMsTKfz6gxCYSdAPOqwo6cDZIACZiUAAMrkzqOapNAuAgUFxXhxeXLMXLUSIwbPy5czbIdEiABEjAlAQZWpnQblSaB8BCoqqrCn5//I7gPYHh4sxUSIAHzE2COlfl9SAsEIuA+cQJutxuFRds1a3Xq1CmlbsnuUrRvr+8juv9AJZwuz4UnglNr6eJFqKmpwTMLs1Cyuyy4yo2la2vl7YOgi0mjKOzbf0CXnJqao7p1MdIevf4xwh6ZqXyI0GeNsMcI/xj1GTx8pEY3W5HsEcU/+yoqFK4nT55UnkX7wxEr0TxCfUxNoH1M9CzksO71tSgrLcXdE+9Fj549Te0XKk8CJBB9BGIE/b7V93M4+vxEi0hAFwF5hMnWqRPS0y7VLMflOoyCwmL07ZMKm62TZjlb8j9F925dYbf3ClqGvF7Vpg0bcM3gwbjlt7/VZY/DsRd7HOW6ZKgGnNe9my456qiMHv8YZY8e/6g8jLDnpx/3KuL0MDGqzxphjxH+Mcqev370oW62Itkjin86JsQrXEUNrDhipX5D8ZkESEAh4LleVebkyaRCAiRAAiQQBAGOWAUBi0VJwAoEPNerOnL0mBVMpo0kQAIkYBgBjlgZhpKCSMD8BLhelfl9SAtIgAQiS4CBVWT5s3USEIYA9wEUxhVUhARIwMQEGFiZ2HlUnQSMIuCZVzV/wQKjxFIOCZAACViOAHOsLOdyGkwCrQl45lUlJia2LsAzJEACJEACARHgiFVAmFiIBKKXAPOqote3tIwESCD8BBhYhZ85WyQBYQgwr0oYV1AREiCBKCHAwCpKHEkzSCBYAsyrCpYYy5MACZBA2wSYY9U2I5YggagkwLyqqHQrjSIBEogwAY5YRdgBbJ4EIkGAeVWRoM42SYAErECAgZUVvEwbScCDAPOqPGDwJQmQAAkYTICBlcFAKY4ERCbAvCqRvUPdSIAEooEAc6yiwYu0gQQCJMC8qgBBsRgJkAAJaCTAwEojOFYjAW8ETp06hZMnT8Lh2OvtckDn3G63Uu7AgUo4na6A6vgq5HRJ9R0NV1etfAWFBYV4bPp0xLSPDUjH2toGXfTYo+ggqaBHhmpfdbVTlxzR7PH0j2pjMM9G2CMzlQ89/jGqzxphjxH9zSh7jh+v1c1WJHtE8Y/83SjywcBKZO9QN9MRcJ84gdraWuxxlOvWfb8BXx5yYCY/vvv2G6xdswZXDLoS/S66OGj9jLDHCBnVTmfQuntzhBG6GCFD9Y83HYM5p0cXmal86JGh6mpEnzVKFxHskb8Loske1c9GsNUjQ05pkA/5R6yIBwMrEb1CnUxLILFjR8iPoRmDNdvgch1GQWExBqYPgM3WSbOcLfmfItneG/HxZ2Lm9KlITklGTu4KBLNlTWHRdqX99LRLNeshj4TIX6J6mMiN5+asQKpkgx45Itmj+sdu76WZrRH2HK05jK+3bdPF1ag+a4Q9RvQ3o+z56sutim/19FmR7BHFP7t2leC9d99Bhw4dNH92QlmRgVUo6VI2CQhAgHlVAjiBKpAACViGAO8KtIyraagVCah5VVmLFyO1T6oVEdBmEiABEggrAQZWYcXNxkggfATUvKqRo0Zi3Phx4WuYLZEACZCAhQkwsLKw82l69BKQkztzV2SjR8+emL9gQfQaSstIgARIQDACzLESzCFUhwSMICDnVR07ehR/fuGFoJLVjWibMkiABEjAygQ4YmVl79P2qCSg7gN4592/R69evaPSRhpFAiRAAqISYGAlqmeoFwloIOC5D+A1g7Uv+aChaVYhARIgARKQCDCwYjcggSghwH0Ao8SRNIMESMDUBJhjZWr3UXkSOE2A61WdZsFXJEACJBApAhyxihR5tksCBhJQ86q4XpWBUCmKBEiABDQQYGClARqrkIBIBDzzqrhelUieoS4kQAJWJMDAyopep81RQ4B5VVHjShpCAiQQJQSYYxUljqQZ1iTAvCpr+p1WkwAJiEuAI1bi+oaakYBfAsyr8ouHF0mABEggIgQ4YhUR7Gw0Wgn88su/cOpUPVyuw5pNrJFWTJcP9dmboK1bt+LF5ctx0/Dh+M2NN/psz+12+7zmTW7Lc6dOnVJO6bFH1kE+9MhQBEh/amujyx4R/CMzlQ89/lH7qvqsCNTwR5T+ptqhPmswRalSVyfG50e1Q33Wao8o/jna+B2p1Y5Q12v3i3SEuhHKJwGrEBh3+zi4T7jxyJTHQmay01mNZ55+StmqZu6TTyMuPj5kbYkkODdnBS67/HIMGJAmklqm16W4uAhfb9uGSZn3md4W0Qz48IP3FZVuunm4aKqZWh85t/S9d9/BnDmzccklFwtnC0eshHMJFTIzgcTEBMTFnYmB6QM0myH/qiwpKUXfvqk4KzGxlZzf3323sg/gq6tXIzk5udV19URBYTG6d+uKbtJD61Gyu1Sp2rdPqlYROHCgEvulhx4mcuO50uO87t11yRHJHlH8c+jng/haYqvHP231Wdl/gRyi+Mcoez7/388Us/WwNeLzY5Q9ovinrKxMCqyADh06BNKtwl6GgVXYkbPBaCbQrt0ZiI09AzZbJ91mykFVSzlyXtWO7dshr1eVnt72yE1cXFwrGcEo1r59w1dESz2CkeF0upTiemSo7cXHR5c9IvhHZiofRvjHW59VfRfIs2j9Ta89sbFifX702iOKfxK9/OAMpH+FqwyT18NFmu2QgE4CXK9KJ0BWJwESIIEwEGBgFQbIbIIE9BLgelV6CbI+CZAACYSHAKcCw8OZrZCALgJcr0oXPlYmARIggbAR4IhV2FCzIRLQRoDrVWnjxlokQAIkEAkCDKwiQZ1tkkCABJhXFSAoFiMBEiABQQgwsBLEEVSDBFoS+PngQUyd8iiSU5Ixf8GClpf5ngRIgARIQEACzLES0ClUiQRkAjNnzICz2on1b+Qpi4GSCgmQAAmQgPgEOGIlvo+ooQUJbN60sWm9qlQdi3NaEB1NJgESIIGIEmBgFVH8bJwEWhOQ9wH8QFpWWN4HcNz4ca0L8AwJkAAJkICwBBhYCesaKmZFAvJ6VU/Mno1zu3bF7DlzrIiANpMACZCAqQkwsDK1+6h8tBGQ16tyuVy4/6FH0LFjx2gzj/aQAAmQQNQTYGAV9S6mgWYhoK5X9cRTT6G7tNkwDxIgARIgAfMRYGBlPp9R4ygk4Lle1ajRo6PQQppEAiRAAtYgwMDKGn6mlQIT4D6AAjuHqpEACZBAkATa/SIdQdZhcRIgAR8EfnfH71BTU4NHpjzmo0Tr04sXLsCesjLMezaLU4Ct8TSdyc1ZgcsuvxwDBqQ1neML/QSKi4vw9bZtmJR5n35hlNCMwIcfvK+8v+nm4c3O840+AvKP0ffefQdz5szGJZdcrE9YCGpzgdAQQKVI6xJoHxODjgkJSLb3DgjCqpWvKEHVY9On4/9dfZVSx+12Y/+BSnTv1hVxcXEByfFWaI+jHElJNiTZbN4uB3RO1kM+ZF20Hk4pGd/pdAXMxF87nZOSdMkRyR5R/PPj3nIFeaB91pt/jOqzovjHKHvi4+N1szXi82OUPaL4J+aMdgrXGOn7VsSDgZWIXqFOpiXQvn17yA+7vVebNsh5VWvXrMHIUSPx4EMPNpV3uQ4rgVU3KZix2To1nQ/2hfKPWwqqAtHFl2z5S10+9MiAA0pgpUtGo4KdOyfp0kUke0Txz44dSbp9bFSfFcU/RtmTkNAQWOnq+wZ8foyyRxT/nDx5QumzogZWzLFq/MLmEwmEkwDzqsJJm22RAAmQQPgIcMQqfKzZEgk0EZDXq+I+gE04+IIESIAEooYAR6yixpU0xCwE1PWqshYvBvcBNIvXqCcJkAAJBEaAgVVgnFjKdATq4SrajOwZI9Cvtx0p8qPPCMzK+QTl9ZEzxnO9Ku4DGDk/sGUSIAESCBUBBlahIku5ESRQhaKc+zF81AysrroF64pLUVZeioK8CcC7j2Lo1Q9jk8Mddv2YVxV25GyQBEiABMJOgDlWYUfOBkNLoAoFSzJxx8tFQPocvL8iEymNd+Ta0sZj4fM1KL0xC49LMRbWLcVou/blDIK1g3lVwRJjeRIgARIwHwGOWJnPZ9TYJwFp+i9/GR6Rgqo69MXEJ+9oCqrUKjEpd2DupL5A5XuYM20NysI0Lci8KtUDfCYBEiCB6CbAwCq6/Wst6+qLseKpN6EsadkjA8P6J3ixPwH9b8hAD+lKXeFyzFy5E6GOrZhX5cUNPEUCJEACUUqAgVWUOtZ6ZtWjanM2VlbUSabHosdvr0d/H4vyxlx8Ba5UZgBrUPTa29gRwsiKeVXW64m0mARIQEwC8szBsKFD8cH7H4RUQQZWIcVL4eEjcBCffrBNmgKUj47om9oNPuIqKe66AFdc3bjNS8V6vLR5f8jUVPOqXv5LNhITE0PWDgWTAAmQAAn4JzAkY4hSQP5eDmWAxcDKvx941SwEqr7Ah/9o2H4FOAd9kv3tj5eApC5q0voxlJQeCMl0IPOqzNJ5qCcJkIAVCKSlpeHjLVuw/MUXFXNDFWAxsLJCb7KAjXXbv8Q/G4arJGs7obMt1o/VHWHv07Pxeh0qPi/ET35Ka7nEvCot1FiHBEiABEJP4ObhN4c0wGJgFXofsoWQE6jDvjIHmlamipMWA+3hL7BqoVBJKRxNQVmLaxre7t1bjqlTHkVySjLmL1igQQKrkAAJkAAJhJpAqAIsBlah9hzlh4FAnbTv3uEg2onFeSl2qJOBcDtQpiS9ByHCT9E9ZXuUfQCZV+UHEi+RAAmQgCAEjA6wuECoII6lGnoInISr6shpAf/WGTYDfjKU7i7F3//+yWm5AbySR6vkI31gulI32Ppy3dpaN36q2Ifvv92B+Pim8E++FNRRsrsMXTp3RpcuSUHV8yxcUdGQ2F/49Veep4N6XVXlRFV1NRxlJUHVa1l4/759+CQ/H4d+PtjyUsDvRbJHFP98++13kNnm5uQEzLFlQaP6rCj+McqeHcXFCio9bI34/Bhljyj++fnnQ0qf3fjmmzjnnLNbdkdd78eNH4831q+H/ANZzsF6/o/JmPrYNMjBV6AHA6tASbGceQhIwUSSz1sCAzejpKQEixZmBV7Bo2RhQSHkBw9jCVT8uBfvvv22sUIpTSGgta8TX9sEvvryy7YLsUTQBF7R8WMg0MbkAOv5Py5Dt+7dICe/B3IwsAqEEstEGYF6HHE627wTUP6FcvNwR1C2T5p4r1I+d+UrQdVj4bYJyBtpz547B5MyM9suzBIBE5BHU+Sgqqw8uL4ecAMWLsjvg9A4v6ioCLeNGo0339oUcLATqCbyGldyICUHVHKebLCjVXI7DKwCpc1y5iEgTTs5pUU/e/sctfoXaqpdjWteSWbF2tD5VwbMHZqHEDUlARIgARLwINAyoJKXZAhm+s9DFAMrTxh8bVYC6vIJlQ0G/F81XP+SXvoMrFrYGZOEpF8FWrhFXb4lARIgARIwLQEjAyoVAkesVBJ8NjEB9S6/baeXXPBrTYu7CPumwh7E6gx+RfMiCZAACZCA8ARCEVCpRnP+QyXBZ1MTiL3017hKDY7aXD7B8y5CaV/Bq9OhLhdqaghUngRIgARIwC8BOaCSt7OR7/iTD3nKT16NXeu0n7fGGFh5o8Jz5iPQZRBuulbdxuYnlDqO+bHhZ5TtVLe/sWP4DRcGPGvoRygvkQAJkAAJCExg/tPzQhpQqaZzKlAlwWeTEzgXg2++HLFbPpaS0quwdVsZ6jMGeg+Yqr7Flz80rtPeIwPD+ieY3HaqTwIkQAIk0BaBO373O1x+xRWGjk55a5MjVt6o8JwJCcSgy8jJmKhsZeN//7/6H3ejRNnC5iyk3T0C/Zm3bkJ/U2USIAESCI5Aap/UkAdVskYMrILzC0uLTCBmAO575jZ0lXXc8Sbyio570fYQ/rHuQ1RIV2LTH8aSif28j2p5qclTJEACJEACJNAWAQZWbRHidRMRiIEtYyqeHdtL0tmBt9d9DjWTqsGIergKVuO/3toLdL0FWcvuRApHq0zkX6pKAiRAAuITYGAlvo+oYVAEzsaQRauQ/R8XoipvGu6Z8wHKpcVCIeVdFeU9iXvGv4CdF96D7HVLMdqufR++oFRiYRIgARIgAcsQYPK6ZVxtIUNj7Lg+6w18dH0e8tYuwtCUhttqY/uPxdTFm/DqmDSo9w9aiApNJQESIAESCAMBBlZhgMwmIkEgDr0z7sIM+RHG5kePGYOdO3eGsUXrNDUkIwPXXTfEOgaHyVKZ6RdbvwhTa9Zq5qJ//3f069fPWkaHwdpu3bop+/jJzyIe7X6RDhEVo04kQAIkQAIkQAIkYDYCzLEym8eoLwmQAAmQAAmQgLAEGFgJ6xoqRgIkQAIkQAIkYDYCDKzM5jHqSwIkQAIkQAIkICwBBlbCuoaKkQAJkAAJkAAJmI0AAyuzeYz6kgAJkAAJkAAJCEuAgZWwrqFiJEACJEACJEACZiPAwMpsHqO+JEACJEACJEACwhJgYCWsa6gYCZAACZAACZCA2QgwsDKbx6ivQASkTZ2LNiN7xgj0621HivzoMwKzcj5p3J9QIFVNqYq0v+PGHDx37zUNbBXGfXH1vYuQu7GoxQbbpjRQMKXdKMuZ0NCX+83EJ3WCqWdKddwoz/9v5OYsQuagvo39+EKMzCkxpTURV9pVhE3NWMrfu/0xcsZyob4TGFhFvKdQAXMSkP7p59yP4aNmYHXVLVhXXIqy8lIU5E0A3n0UQ69+GJscbnOaJoLWrq147tYhuG1aFrK3VHhoVIfKLSuwaNpoDLp1Pv5Gxh5s9L2sL1uDmc99AcZT+jg21JYDquelYKo/hk58Eoskrl3ueRyzl21CQfkP2JzZ14hGLCRD4vnxfIy8fDTmvOvCr7P+ipJyh/SdKz2KX8NdXbZj1bRxGH5vDopc9RHnwi1tIu4CKmA+AlUoWJKJO14uAtLn4P0NmUiJOW1FfVkOxt2YhaIut2DpuqUYbY87fZGv2iZQvxO5t4/FosKatst2nYDcjxZgiM3DAW3XYomWBFoyjxuL3G+WYEhsy4J83yYBVwFyp03BIuUHQQ9kPPQU5k4dht7som2i815AmhnIfxLDJ65DVf+HsHb1FAxs9XmXR1t/j+ELpT0vvXwne5cburMcsQodW0qOSgLyh3wZHpGCqjr0xcQn72gWVMkmx6TcgbmTpF+kle9hzrQ1KIv8DygTeUL6glw5H3+QgqrY/mMxQ/mF3/jLtCwfuXPH4hLPf/aVb+KJrHxOC+rycD2qNv9RYa5LDCuj3vEB5t71+4agKjYNkzduRs50BlW6ukZ9MVY89SYqYcM1d0/wElTJ0uOQMnE6JvaIRV3hS1i8eb+uJvVWZmCllyDrW4tA04dcMrtHBob1T/BifwL635CBHtKVusLlmLlyJxhbecHk7VT9d9j42k70u/91fPHOEkwekyZ9nTYeMXYMyVyCjf+zBMO6qtGVNDX41gbkV5GwiinoZ1c+li79DOcOHYyLgq7MCiqBekceHpwwBet3SCOtclC1PgczBnZRL/NZI4G6T/PwWoU8Qd0Hv04/27eUmLPQubM8LOjCZx98gSrfJUN+hYFVyBGzgeghIP+yz8ZK5UMeix6/vR79fQzvx1x8Ba5UZgBrUPTa29jB//sBdYP6HX/DR+c8gGXTrzwdULWoGWMfg8VZt6Grer5uGz78+0H1HZ+DInAIn2QtxAaMwryHroSP7hyUREsWdn2MuROewMeVcgDQC7dnZzOoMqQj1GFfmQMN2aqHUe0KLAOw7lAVAkgkMERDb0IYWHmjwnMk4JXAQXz6wbbG5N6O6Jvazfc/otgLcMXVjWMtFevxUoSHpr2aI9zJOvz0dTVu9DK92lzVGNgGj8EIadi/4XDjUPXR5kX4LgAC8rT283giD7g9a6qUp8Z/BwFA81KkMThVgqpYdB07F7My/IyseJHAU74InIGzOtvQ8El34O11n/ue9q+vQXW1/AtW+tF7dTp6+hIZhvP8JIUBMpuIEgJVX+DDf7gajTkHfZKbJqm8GJiApC5q0voxlJQe4HSgF0rNT8WitzTVNyPN2/Rq85JSIhsuv0qdZrGhX8o5LQrwbZsEpCnAxXPeAhgItInKdwE1ON3bUCT2OkybmeFztNW3HF7xTkD6EZWcgnOVi9K0f95CLM4/5LWoPNr9vjybEDsQd972775/9HqtbexJBlbG8qS0KCZQt/1L/LNpJLoTOtvUERNvRneEvY/6m6kOFZ8X4idvxXjOAAI9kWrvaIAcK4k4PQX47BwGApo975lzKY+UTJqMEV04oaqZp5eKMf1H4M70sxqv7MWGyZPxXEGLDCppeZZlT69FBc5C2oyn8fsU9UetF4FhOMXAKgyQ2UQ0EPCc65fsiZMWpmuaigrAvpJSOJqCsgDKs0gbBH5G2c7G0cMeAzHwfH9BbhuiLHdZHWVRpwAZCGjrAp45l7IEO4bfcGFER0q02SF4rZh++P3Sh5GmfsTripA9ZiT+c2NZwyxAfRk2zZiB7B2dkDF3FXIz+0XcB+0FR0r1SEAQAnVwVh8OQpdYnJdil24C3taQeOmWlgyQhqmH2NVvhyBEsWhrAlXf4ssf5JRWGzKm3ok0xgatGfk60zQF+GfmAvliFNB5z5xLqYJ8l/D5u6SVwb9C6Rf/3WxhW3npkKl3j8c4z7tcA2qDhWQCMSkTkbv+CO4Z/wK+UX6gVuD/t3c2QFGXeRz/Nhx3TjcaSqY5nMKRpNNFImW+TJqYhmaHCpHmaLqCZlqnoxJiL5yX8qL0YpkiJGURtviCp6aJgmamjWPb4DWZwKwaeRiBm1bjtbN1z393/8vusiz7xu6y+90ZZnf//9/z9nmW5cvze57fr3LZVCR/Phcjm3eh8KvBWLk7B2lx8vYA33LjipVv+bP1LkPgV2iar7X29tZe4F7fVhzefSVWCo4exHHpCzZiOp6e0s+7zXfp1ugC9Nj0Wey5FLU2bMaMudvR1GsY5r993JCJYXcBFoyLgLZGiXw/igzuMQZeq0jstYpfgne2LzaLY3cdZ5UbhIC9HSvLNvqNqJKQUFh57YPBhgKKQK9e6MlVEt9Mqa4Wu0ul1CviWPtqBVerHJ4FugAdRuWAoe5SLc6b3PvdcXeb2GtCDMRNQ8aWIqzU7xGS0jGtw+KMncwl6gDftia2xJVkdRo5MxahWGW176ptBV67QmHlNdRsKLgI6HDt6lWeBPT4pMtRwm/wWLuzbE0uQIYDcBadLfvfrrbgB9ON2zFywj22TwNa7BES4urQW9h8zPbJNlN1fGGTgE79Mdb98300jVboVwJNRo2VyElVYFWl2i++cymsTDPDFyTgBIGWFly1G/TzN1xv0RhjXol6Q8PQqwd/3ZwgbNtUHyX8qMgHtgLbcsbb/kNmu2SQX6UL0LMfAKvDLLB/Sjgk+hE8MVoOz3IRFaXHfRoZ3LMsvFGbWG09U4DkCUtwtO9KlG55ARlvV0C5MM4Y40r0QVuD7emzsUje1O6NbrXTBr/p2wHDyyRgScA8fIK480MLNL9ZWth9F9ITPXvQd2iXUUc3pUTBimUiSngKNm1VtMnR2FHx4L1PF2Cnz32Hp4T7YMyk+0wiQHvic9SY3Iid3rsu3oAkql4zbFwPT8HL+cnGhNbhiH/uAxwsmNyahUEEXKjMfB4l9YZY7b4aOIWVr8iz3S5GQD7l52i3rU4RxtwBHgh0lJ0tu2acWZ+F9ZfHYF3ZiyJKOEWqLUo2r+ljLTEQqE02Ll80jwjuSCXmgS4dsaeNiYDkwl5UKE4DihPAKxZb/e53Q2TyOpQWzWnd1K49hfUr3kO9XY+CqfZOeUFh1SlYWWkgEgi9536MlKMlGMMntD9O81OEvk+x0H4/u8KdG7iwMxvPFgOKjdmYFuXb4H9dgZh5Hw1JbG+IqNXzER8p4q+19zN2Lc7KBW8okTZQth2BzCo544BsEOzPVkKpw+8DETIgTBx4CXZsTo9f7Kk8Uo4Kfbqg9pIwC3E1/jm8ltu6cqX9ohLVl3y3JEhh5fREs0DQEggfjommfRLfok79sx0UZgEsGTjQDqeObklugI1Ysuo7JG0vYmLbjnDxvtcIhPQfiBj5Hy04niBY30GGa3Fwnsxihdl1t0orVy/i5dQBxno7+n52sHkXzSisXATHYsFIwHyfRDNOnjZG/rWFwhTAUtyUAgfGOpD/zlY9QX1N3ltRgb5r1mFZvH8E/+tqUxKakIevLogAtR39VGfhbnlw3VJRXCuXOYncBHnjtWzAZ1j8o6XG/kNfO3giTaxgP/oQYunNduBD9BNamhzdL9Ubo2dMRIQDtXa2CYVVZxNm/QFEIAThUxZAoU9lYz//X2uMG5G76skkfok6/SkwE1W572BjcrT9NBWaSqzKqOBJK6c5s4DrBPohafF04x9y8X2w9zBq7Ozr0arrUKtvjKlvHGcegfhR/Q3muqu4es0OYGHV6m71bf5QCivHZ5iWJCB+c4dg/uoUwymUmh1Qqn6xQaUJn5QdEOdTRJSFoc8gT+H73FU2OunHl5wRVWL/VdWrSE9che/vHwauafnxtAZg10LiFMiW3U8NB/Bhu/GpmvDpwc9FeqtQEX9tOebHcQXbsY/DzYidkGAQr9rTOHD0ip1iYj/WF6dxTliEjpuOqT48LURhZWeaeIsE2hIQm1YTlhp9+WrsKTsBy229kijYhtd3XwT6TsbaglkMC9AWop0rsqiScoJJ+cAeQkx7m6311wdjnGIDqpqHYOKDfezUy1sk0BkEemNszmZjZPWLKM96FdUa61UV8ZkW4v955UWExi7AhqwExl9zYipC4tLwij5elQZV63KwS92Oa9AY404rfe8+P8mn/2RRWDkxwTQlAQMB6cu0BIVPDEazchnmZH1kTFHRDJXyBX28lXOD56CwbB1PsDn1kRGrT5UvmyVadbxw6OhEjAnnphXHidHSYwREZPW0rSVYKXICorEMC2e/gHI5vYpOjeqiLMxZsAMYl4WybUsQz1AhTqKX4lUVoVQSV437sGLC48gsqjZLCyS+d3fmiVXrRai4baZffO/e9Lt4ODlKmpMACegJSG4oJZSlRaZM9sxi78ZHQ12EKeZH/h2uSsS3KdiPomQmY3YYmS1Dc/7S5vWzeRhrOvVmqwCvWRKQ/sBvx4fvFqK85rrxlsghmJqOpMTJmJ0QZX+foGVlfGeDgE5djW0fH8SeAqVY0ZYNhHt13FzMnZSIlOQ4v1gNpLCS54bPJEACJEACJEACJOAmAboC3QTI4iRAAiRAAiRAAiQgE6CwkknwmQRIgARIgARIgATcJEBh5SZAFicBEiABEiABEiABmQCFlUyCzyRAAiRAAiRAAiTgJgEKKzcBsjgJkAAJkAAJkAAJyAQorGQSfCYBEiABEiABEiABNwlQWLkJkMVJgARIgARIgARIQCZAYSWT4DMJkAAJkAAJkAAJuEmAwspNgCxOAiRAAiRAAiRAAjIBCiuZBJ9JgARIgARIgARIwE0CFFZuAmRxEiABEiABEiABEpAJUFjJJPhMAiRAAiRAAiRAAm4SoLByEyCLkwAJkIA/EdCp8jAm8mHkq37xp26xLyQQNAQorIJmqjlQEiCBwCfwC2oOVaEhIgHjY28O/OFyhCTghwQorPxwUtglEiABEnCJgO5rVO69hIhHH0JsiEs1sBAJkICbBCis3ATI4iRAAiTgLwR0NYex/8oQzEq5C9RV/jIr7EewEaCwCrYZ53hJgAQClIDBDXhl9GOYGt0tQMfIYZGA/xOgsPL/OWIPSYAESKBjAno34FU8MGk4wju2pgUJkEAnEaCw6iSwrJYESIAEvElAdgNOfLCPN5tlWyRAAlYEKKysgPAtCZAACXQ9ArIbMBFjwrm7quvNH3scSAQorAJpNjkWEiCB4CRAN2BwzjtH7ZcEKKz8clrYKRIgARJwnICn3YA6dTVKinKQPjwG0ZFRhp+BScjcXAGVRtdOx3TQqCpQmJGEQZGpKFZrjXbNUO3ciMy/xxrrisGoea+iWn3Dsh6dGtVbzduMxZSMorZ2lqX4jgT8jgCFld9NCTtEAiQQeAQkcZFnJlQkcZGDkio1dGjGmbz5WFWlcXHYnnQDin4WzcfosS/isx/vxaoT51F/QY3z1RsxfbAa5blLkZK4EMWq5ta+alTYpRdhgxE/dSnylTWQJRU0Z1A8bwpSlq1Hec11YxktGo9sQNqEuSiuN4grnVqJp0Y9jLTVW1DVKJe+jrPKtUibsRrV7Yq51m7wFQn4CwEKK3+ZCfaDBEggQAk0oTojWYiLUjQlvIYj9WohVr7G/sVR+Oa1JMRE3ovUTRpERf3ZtfE3H8Rbxd974DSgJPDSMWPNKdy+qgibl49HpHG7VkjUJKz+50xESD1srETOwgKj2NGgeu0KbDt3GU3NsiAyDkNzEvmK9agbvto45jqc2Z2FhL6hBgPtKaxf+xGahKhaNGs7wuYV2rZr3IHswi+FAOWDBLoGAQqrrjFP7CUJkEAXJaBTbUW28iIQMRMv/WuSUayEICxuOta8+gziJJ0REY/4/kbB4dQ4xXrX0YM4jvvg3mlA4carKsCzm1TA0GeQpxjUJsBoyN+GYYQcHqtxN14vrxc9DcPY/MOoKHgDO5VPGYSXvv+1eO/NExhaUILc9LFmY1Ygd8WDkEeq/SQXKdnfIOW9D6zs0rF50zxjfVo07D2MGiorpz4ZNPYdAQor37FnyyRAAgFPwJi7r51xhkQ/gidGhyH0zoHo79Jhvis49tFpYLSbpwF1X2LLizvQKITSAzMfQbStvoTeiWGjwowjuYHa2u9aXX7iqoXwwkDMen45HoqSlZgMIAThDybiAZOyisSs7EwbdqK+/gMRI9tdqYea7kAZIp/9nACFlZ9PELtHAiTQlQmEomevWwwDaNiHwop6K5dWbwwdPgh9YgYISePCo/kUDnwCt92A+s3vDZIr7zYM/Gt7PemHaQX5eExy5YUOx9IFI0wrT071vEdPOBQRwtxOq0HLtd+caobGJOArAhRWviLPdkmABIKAQCj+cm+80aXVgMrMFSg4Y7bxW0iTyPQyHHsuvo3rrWM4nnIDmq+q3YJeYfIykY0ehI1H7imxob22DGlMm2MDEC+RAEBhxU8BCZAACXQigZA4BbJTBxha0KpQOD0d+RbiytXGPeQGxK/QNF9ztRMsRwIkYEWAwsoKCN+SAAmQgGcJ9MbYnM1YObS7oVpJXC3Kxi7rOE7ONuohN6Bls9+iTv2z5SW+IwEScIoAhZVTuGhMAiRAAi4QCBmEtK0Fhv1JUvHGfcj6x0accXlDtqfcgNZjacbJ09b7wKxt+J4ESMAeAQore3R4jwRIgAQ8RUDsT1pTusIQXkHUqa15FznltVab2R1tzFNuQKm9PyIsvIexYUdDGwhht/MNlJiiqzvab9qRQOAToLAK/DnmCEmABLxKQBIdy/DUzsttWg2JVqC4cAb66u9ch+rdPa7FZ/KoG/BP6H/HgNYTfg2lWLP1nH3Bp6vF7iPAEJdib7XBwgskEFAEKKwCajo5GBIgAd8T+B8u1dWhseUnG10RgUHHJCMpwnjy7ocWaJyOIuBpN6BVbCkIwZefZXV60XwoIpjosVIcHDASsbbiXZmb8jUJBCEBCqsgnHQOmQRIoDMJaKA+fwnnTv1HZAG08QiJxn0jww03bu2FMKe/hT3pBjT2L3wSMjOGt65a6U8vKpBZVI0LZhHP9cmZN2dhztN1SEy5y4UQETZ48BIJBBiBPwTYeDgcEiABEvAtAd1/UffNz9A2bMC6qgeQm9Dbsj+6epz+TJJc3RH3ZJLzqz6yGzB3OIzyzLJ+l951Q7TiJSw/kIqcL4zJkrU1KF+jED/WFXbH3QsLkWIdx+raVTSbRNiPaNFIAUftxMTSV+tpO+u+8j0JeJ+A0/8reb+LbJEESIAEuhABzUXUXpFExUWUL0hDplIFjdx9zRkUz1+CwoZuenFSnN42J59savvZ6AbsMx1PT+ln28TVq/qTiyVYOU6farmdWgyi6p3nRlhFihcJnIvfx3FTHmY19mzaZ7HaZahQ2L3yBipuyNULuzdLoWpzOtJRO7kePpOA/xC46Xfx8J/usCckQAIk0LUJ6FQFeLwsFsX5CYBqL3Yc2oeSTUdEHj7pIYRJajqSEidjdkKUC660y9g1bwpej9mEKpeitTvC9gYuVCmhLC1C4ZEGY4EIJCycjYkTpmFanPk6mRYXimZi3BqRr7CdR7fUrfgyPw6fZkxEmtJAwaZpbBaO/HsO4FB9YztcC7PZBi+SgBcIUFh5ATKbIAESIAESIAESCA4CdAUGxzxzlCRAAiRAAiRAAl4gQGHlBchsggRIgARIgARIIDgIUFgFxzxzlCRAAiRAAiRAAl4gQGHlBchsggRIgARIgARIIDgIUFgFxzxzlCRAAiRAAiRAAl4gQGHlBchsggRIgARIgARIIDgIUFgFxzxzlCRAAiRAAiRAAl4gQGHlBchsggRIgARIgARIIDgIUFgFxzxzlCRAAiRAAiRAAl4gQGHlBchsggRIgARIgARIIDgI/B/ewhDhPK0qXAAAAABJRU5ErkJggg==" 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<p>The work done in changing the extension of the spring from 3.0 cm to 6.0 cm is</p>
<p>A. 15 N cm.<br>B. 30 N cm.<br>C. 45 N cm.<br>D. 60 N cm.</p>
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<p>A ball is moving horizontally and strikes a vertical wall from which it rebounds horizontally. The sketch graph shows how the contact force <em>F</em> between ball and wall varies with time of contact <em>t</em>.</p>
<p><img 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" alt></p>
<p>The maximum value of <em>F</em> is <em>F</em><sub>0</sub> and the total time of contact between ball and wall is <em>T</em>.</p>
<p>What is the change in momentum of the ball?</p>
<p>A. \(\frac{{{F_0}T}}{2}\)</p>
<p>B. \({F_0}T\)</p>
<p>C. \(\frac{{{F_0}}}{{2T}}\)</p>
<p>D. \(\frac{{{F_0}}}{T}\)</p>
</div>
<br><hr><br><div class="question">
<p>An object is dropped from rest above the Earth’s surface. Air resistance acts on the object. What is the variation of acceleration <em>a</em> with time <em>t</em> for the object?</p>
<p><img 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" alt></p>
</div>
<br><hr><br><div class="question">
<p>An object, initially at rest, is accelerated by a constant force. Which graphs show the variation with time <em>t </em>of the kinetic energy and the variation with time <em>t </em>of the speed of the object?</p>
<p><img 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" alt></p>
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<p>A car accelerates from rest. The acceleration increases with time. Which graph shows the variation with time <em>t</em> of the speed <em>v</em> of the car?</p>
<p><img 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" alt></p>
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</div>
</div>
</div>
</div>
</div>
</div>
</div>
<br><hr><br><div class="question">
<p>The graph shows the variation with time of the velocity of a truck of fixed mass.</p>
<p><img 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" alt></p>
<p>What can be deduced from the graph?</p>
<p>A. The truck is always accelerating.</p>
<p>B. The truck is always moving.</p>
<p>C. The truck is always moving in one direction.</p>
<p>D. The displacement of the truck after time <em>t</em> is zero.</p>
</div>
<br><hr><br><div class="question">
<p>A tennis ball is released from rest and falls vertically through a small distance in air. What is the change in the speed of the ball and the change in the acceleration of the ball as it falls?</p>
<p><img 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z5zvuf7/USreYgHAggggAACCCCAAAIIIIAAAggkJfA3SaUiEQIIIIAAAggggAACCCCAAAIIhAQIpNkREEAAAQQQQAABBBBAAAEEEPAhQCDtA4ukCCCAAAIIIIAAAggggAACCBBIsw8ggAACCCCAAAIIIIAAAggg4EOAQNoHFkkRQAABBBBAAAEEEEAAAQQQIJBmH0AAAQQQQAABBBBAAAEEEEDAhwCBtA8skiKAAAIIIIAAAggggAACCCBAIM0+gAACCCCAAAIIIIAAAggggIAPgU/6SEvSNBQo7F+QhqWiSAgggAACCCCAAAIIIIBA5gk0HGxMqtBckU6KiUQIIIAAAggggAACCCCAAAIItAlwRTrD9wT7i4lzVTrZX08yvMoUHwEEEMhaAc7nWbtpqRgCCCCAQJoLOG1wssXkinSyUqRDAAEEEEAAAQQQQAABBBBAwAgQSLMbIIAAAggggAACCCCAAAIIIOBDgEDaBxZJEUAAAQQQQAABBBBAAAEEECCQZh9AAAEEEEAAAQQQQAABBBBAwIcAgbQPLJIigAACCCCAAAIIIIAAAgggQCDNPoAAAggggAACCCCAAAIIIICADwECaR9YJEUAAQQQQAABBBBAAAEEEECAQJp9AAEEEEAAAQQQQAABBBBAAAEfAgTSPrBIigACCCCAAAIIIIAAAggggACBNPsAAggggAACCCCAAAIIIIAAAj4ECKR9YJEUAQQQQAABBBBAAAEEEEAAAQJp9gEEEEAAAQQQQAABBBBAAAEEfAgQSPvAIikCCCCAAAIIIIAAAggggAACBNLsAwgggAACCCCAAAIIIIAAAgj4ECCQ9oFFUgQQQAABBBBAAAEEEEAAAQQIpNkHEEAAAQQQQAABBBBAAAEEEPAhQCDtA4ukCCCAAAIIIIAAAggggAACCBBIsw+kmUCLmuq2aHXlDzTnqiIV9i+I/nfmWM15qFKrN9apKc1KnpnFaVLtrPOjjftP1urG5vSsTkujaqu89o0LVb5kldbWNKqlSyU/roM7FmlO1f44n27WwcrJMU7na05NJu6F+7X6qi/H1CXdtnmy3smmi7NZebvnBVr2aunfD4zZ/8Ln+TOv1eqG4z1fprRfI/t52yY6kc7TabZTpqzttfU8UbZrJrS9dnskc75JJo3NK/sfBNLZv40zpoYtjTt037RLNOTq27VowX2qrv+oY9mb61W9eKEWzRivIcPKdF+XA6eOWfNOegu0NK7XzRdcqrK7vfaNQ6pZ+YCebGhWjs9qtO13IzW8/Md6q2tRuM81khyBE1egpX6nnjkU54e65r16dMMbXfwx7MQ1PRFqznm697ZyqtpeWyO2a+9tV9YcjACBdDCO5NJNAXuivuXaW/TgrkPJ53R4lx6cOlYTlrzC1enk1TI05ft6YeUPteNwnC/goVrlaVDhZ33U74jq1s/ThFE3+dvvfKyBpAgg4Bb4k+q31yj+Wb5Zh57aqXp+0HKjneDPOU/37g6QirbX1ojt2rvblbUHJUAgHZQk+XRdoOUtrZ1xTydBUrzsP9K+lXO1uOb9eAl4PxsEWn6nPS//vpOafEEDCj7VSZr2xc01S/XNWY9rX6LYvD05zxBAoLsCLW9qx1ONiXM5VKMd9X9KnIalJ4wA5+le3tQpaHttjdiuvbxdWX1gAp8MLCcyQqBLAi06suU+3ft6bDfufiqdXq7rJk9WSUGfcM7mF8yNq/XDZWtUE3Vl8h1Vf7dK/3DxbBX77dfbpTLzoR4X+OuHOvpBTMSbO0xzt61VWaGzf/R4qVghAggkLWDP9atUFdWtu1BXTz5NT6/fbe7Kcx6Nemb7m5pRPMT3bRpODvw9UQVy1b98vRrKT9T6p6DetL0pQCXLbBLginQ2bc2MrMt7ev7ne1xfomwlztCkqk2qnH29K4i27+ereMJsPbRupopz7WvXg6sYLowT5OmXSzWCIPoE2dhUM/MFPM71/UZqysxJujDqfE737szf1tQgqwVoe7N681I5fwJckfbnRerABf5bR9+PGaW1z3m69MLT4q4pp3CK5pdt0MSV7hGWf6eXXzN33hUPjPmcHZX6MpWtP9z+ftE87fpZufrbUSh/9LSe3VLpGtjsZA2eXK6xo6/U9aUFyV0R8czHrK7vcFWYwdOGjpgY84NAe1E8nwWYX0tjrX787DY9uXx9exfmULmu1MhJY1Sc51mC4N5sqtOm6l/ol0+5jW32tsfBN/WNoaMSONtRIado+II93uWpX6jh/ReGl/U1P75s1eLSziqUKM/j2rfgUhUuCGfp7Cfea49+19bziSf047jOSXaVCHDbRxcw2Vdm9NSa9Vq/rlKrIuMV+D0mbM+Rn2nvgZe0duUuuY68tkJ09bhItgqkS0+BI7u19QX3KPe56jdmhIpO+5wuuyhPNbtcy0I/jH5bxcUn+aiL3Xc3aOee5zrud13a5wLMr7eO626tt2Pb2WdylX61tEi/juoZZs8PFbr+2ms0vjg/Znt19VzQ1fO01+eSbBu61VbZanusu4+ZDWHfEpXk2tlIntKG7U9H75tRbXGSbUSMcMKXXa6TR13cK+pS22szSJRvL7e/3TpW3DhdfR5E22vX3dVjrqvl5nNckWYfSD+B47/Snl8nukfuJH1t6NmK7tB7XG+//W7Mle14VfurjtVVqtxzBGhzz/X6+3TP1Et10bRK1TUlGvXGnPh2/KvGDSr1HknaDIa2asF3VFYyUuX37tDBRFmFihpkfiavjd/WRSVTdc9iVxBt1xMq1+2aOHq6VtcdiYfUvfdto3RvmS44e7xmeo7AbkfZXmycS/XVq/5VOxtjfkzp3tp78NPhbTbU1LNbzkFu+y5W/68N2nSTGb186l2uINrmlfwx0dL4c82/qkQTZ9ytRV5BtM3OfVxU7mWgQGuS9Q/Trfu5bXqxvf+2qXGBrhj1ZfNj5em6+PKhiroorbbu3Z2eMsNubfvduWbf/Y73fudznwsuv946rlO13j+rofJWXTvjIdftVfb8cK/mrXjefIVvf2TMuSDVbVXTXq12ZiOJPSc6bfHQSVq6163X7tilZ6muU5cKlYoPBdH+pupY8VHfANpeu7aMOeZ80GRCUgLpTNhKWV3GfhpywRdjarhfq6b/s5YmmCs6t3SJ3jjYqAbXvzeWlsR8GYvJ1nn5h6f0r9OXub4IOAvcf5vN9/2Fuvb6B7TXM5g2J9+NMzWl/JH2K73uj0c9N0Hjils0Zfr6BMF0kPkdN192btToGU93vBroLtfhHVpkriT82xt/dL/b/edNr2jp1WNVtsLjaqRH7s31j6hi1HXBfpHwWE/wb5ngYNt3O98HrPP05ar13I9sqYLc9l2t5dtaO+VqzdwefzxlezUh4THRtEPzr71NT3hNW+dZLHNcLLhRZZVvMd2Rp082venVrbtUI4vsFecc5V8yumP37tWr9OSRzkPpthkfkt3v2va5GxLM9BBcfr11XKduvS1vrNLMpe772Z19NFenDzxDkf5AmXIuSHVbZeZM/7cbbtSiSO8exyvmb3OdVl1zazBzqKe6TjFF772XQbS/qTtWkncJoO21K8uUYy55mIxJSSCdMZsqWwt6kopGlZqOvjEP+0utnSu6/4UqX7JKqyu3dHJ1OObziV4efkP7ogYri5+4uX6V/nlhTYerZi0Nj+qOOZ0EqlHZmiBk+z26o8o7aAgyP5vXbM8vO1EFanvR3KB9b8QO9OaRLum33lftwrlalXQwFc44yC8SSZe1uwnfV836HYl/rHBWcXiDvrfqV54BY5Db3lmd/79NOnw4uV4B3sfEn1S36l5VJ3lctZfvI9X96EmmO2oHycpnLXWP6t/cXbfNT56hbt1Ob9b8YaHu3VGVb96jrc+9F/VWhxehL493+pzxIcFMDwHm11vHdSrX2/xGvf4zqleBs0Wc3gX2daacC3qgrfLTvgYyh3oP1MnZ5L3+t/vtbyqPleR5utv22jVlyjGXvEompSSQzqStlaVlzSku033Ti+NcTW7rArxogemKfPYAFfYv0rhZPwgmsLb3Jy3fpL2hq9oHtHfzIk0qOjlG2QTAm6u0ocEVZNjpumb+QHVRXyhyzS3R/6zVtW+2XSVvqNHqW4erb1RuJmhYel/HqyyB5vd7PbnwhzFlM4XILdKk+VXa1RC+iv+rTVo8uSiOeVShfbww94HV3K87178T8xl7D928dpuDr2nD8ptV2je6M6ead+vemY+qIXIRKjwCq90+b1dpUnRffsnewxzpkfBKEvdH22K15/lW1eSY2wP6aPD8Z9t7Odj76GNq4vkyyf3o0Euv679iMwh028dm3oXXpi63VNVov+9jwmNaI7PPXVPp5GX3O7Pd54+MOSZMGQ/t1d7fRR1MXSg4H0lfAa+5o92Bly25V/fuJr34891R3YWj62h63lRXaUvsjzf2XLe0s/P6O9qy7sWYvAPMr7eO695abz+nd4HZQl5TnPk+F6TgPB218wTdVkVl3vFFh31yXsf2z/T48WwjOuYW550g69TuH1zba4vdnm+vt7+9dazE2Xp2TJ0utb02v0COuXgF4/3OBAikOxNieQ8I5GvI7EqtixtMu4vQdr9mW2D9ZV0w7X7VduX+Wjt10roVmjWhONwdLUd5xddo8eb1mntOTDAd80txS/2TejRmuq7cc2bqxw/f3j6oWE6BSu5YoR/PHxYdrHpcZQk0vw4D+lg7Mwr6qtVaXF6i/s4VoLxi82VztVZOPsON273nLW9rw4rYq/Qnq3j+em1cWt5uEx59vXLbg5oUE0w3v75Olc9n0JzgcfajBf86pWMvi6NHdSzyI0EbdaDbvntbzwyOd6WWPb5C/xIZZC/5Y0I5QzTr+We1+rvzNHf+TeZL4mkqXbxSC0a6B+wzo+6Xf08zhkc6gHa3xHw+EwS8vuS5A69QHby6d5ubCV7Ypufjde9ueUMbf7Q3elyM0JR4PzU/Esac19d+T6Wxv9vtWqU1da6xOALMr7eO655Zr/3ReJ42/OpA+4+Ov3BNPZkJ54KebKs898mpWrZwYscfFfcfUGNXf1PsyTqly3mnG+1vzxwrSUJ1p+21q8iEYy5JikxMRiCdiVstK8tsg+nHtK1qnsdV4XgVtvds/ntoMK+bNzZ4dpv1/qTpVlh2h270mjopZ5Bu/E5sENSs9/a/E+7e7XV1ZaCmms8UOkFqZKV9VDj1Dk3t5/4GF3uVJdj8mv/jVb0c0xDnmivlM0u9RkE/TSWz/7nDF8xI8X0+8WqY1M+MsD51kPfo53mlmtPhy4TXlSKfBenB5LkXTdLVHvtRztfO1fmxV9A/OKqmv7oLF+y2d+fs/7k5Jq6+QWMjc7a7csg5U1dPiflByIQv7cdEOK398WhqucrK56py9y9VOeHzrkycpyfplPxYmP/SgcaA79N3VsffXhdoqd+pZ6Lmjo7p1u2U0Gf37o75mutdcY5HhfPOLZqsWfPtjz33m0Dw55rlGhU8uPx667juofX2m6YVD5ebGR86NHjOljRf7NP7XNCTbZX3Pml+pLxwpC6MPRW2C/p+1pN18l24FH3A29bsfp22vz10rCRV7wDaXrueND/mkqLI0EQE0hm64bKz2H3Uv7Rci39Wr/21Vbpz/hxVDO9w97RH1Q9px4xpml+T7JXMfJ0/tNA7uDO5e52Em196VfWhALVJjfv/EFOG/6NT89zBsmtxzuc04KxPud4wV1l+87Z+F7kyGWR+zXrXdN12dUI36+2jQcO+Zq4Bx3nkf03nfTmI1tx0K/ttg6LvaIzzhTlSFO8vE9E+kcRp+CSB7d98Wqd+Js4+EalJkNs+kmkXn8R2tXVnE+dqYdR+7E7v8dxOw1JpptSa9U+a7p6KziMpb2WTgNcX1nj7mp/u3V7nmwTHoz6v8Wvq9NbPlqii3P7YMy4mEAwyv946rntivZ2d05PYd3v9XOC1rTurV1fbqgT7ZFJtRBKeoSQ9Wadky5TqdN2x7YljJdn6xzsf2s8H0PbabHr9mLOFyN4H80hn77bN6JrlFJToRtMVWeUVmmVqEpoPeecBtRx9NXoexkgt31H1vPt16bbvqyTRL+Wh9F/QgILo4DaSjX2S+3caMNAEl/XRIWlbGo95r7VHi0oGalFUJglevNegRjOCc3G+/UU/yPy81pmnQYWf9VoQfu+zKhxkutrWH06QJplFf9VHR5uiu1ma8D3RDxahXL2snSu3CS54JFOi1KdJYJtzsk491VQg6kpcbImC3PbdxUrwY5At9qdPUWh3dfd2iLudzEiodj7fhmM60GH+8FgDXme1QNNL+unmxugqdujW7Sx2vjTuUI1rP2vr3j1W40M7oJPW63zTR6ed+r+dBD7/Bplfbx3XPbHeJM7pUfLpeC7w2tZJ1KtLbVWCfTKpNiIKM8GLnqxTgmL06KLutL89cawkixFk22vXmY7HXLIWmZmOQDozt9sJV+pIYC1zNWG2mXB+/XL96/zHo6eeOrxVj+26VSWeXUrTiKy5SUc/NH18o74YdqN8kfy6kUe3P/pHNb79X93OJZTBcTMwlQlASwo6u6IbzOoyOpfItu9uIN2JgteXyA4fiXNcdkjHGyeGgJmeZld1x8HADj2kiYUPJU/Q/Jz+bfWvNHb2kLi9iNoy66P8U+x0WkE9gs7PR7l66riOLVKn6zU9bU7529hPebxO53NBT7ZVPbUP9WSdPDb3ifhWp8dKQChJtb12Xel8zAVkkabZEEin6YY5MYr1e22adoVmRk2LMlAVmzdH3bvW0cIMWjT5u1r+/xp1xQL3nJbH9f7R/+6YvMM7/09Hm+wljxMhUDuuI8fsgDqpHuDpUyo48wtmPd29sm2y6FOgwqj7ys17PHpXoPldHdjv1UPDKdYR7V1Srikr62J6JZjldsTaGVdqQM7/p8IRI6SVV6ssqnt3Jz1EnFXwN8MEPOaO7lINzGjGT+1U/R1DVJzw96ImvdVgbrspDepcF3R+Xap8mn2ok6tnodKm+7kgG9uqbKxTmu36vVWcTtteW7B0P+Z6C69n1ksg3TPOrMVTIE8FA02346hA+g96+7dNkmsQGM+Pmnt/v1j4RXOFIjqQfvvtd80X+YGdhMidrMPrxPWZU5UXGlHgf+vU0+w9xa6gIneklu1eGdP10LvUHd8NMr8WnXxqXqju7T0jO/tx4Q9qeMt4d/vxNx7rPqJX9phB4EoTXElKaN3tQqV5BkFu++5WNTzgV0GcIOTDY+owePLAAXI6DbTUrda/RAXRdmTfmVqxfGrMvahNqu1uUfl8Zgh4ziDQxaIfqtGO+m+rONIueJ1vWnTs6EehQSe94u2WuiUqnfyyzg/9qPNJnfr1qzS+2Bk9Isj8euu47q31Rm/T9D8XeG3rTG+rsrFO0ftVsK/S41hpq1P32l6bR/ofc8FuvXTLjcHG0m2LnFDlOUlFo0pjpglqUs39j6ouMhhXPJAWfXjsWMxI3bn6TP6n1flOHTtydvQ6Wn79S73iipPt0tyzztQXQ9/OwsG/+yPN7+jA7/7H/Y6P50HmZwZE+VKhmZHV/Tiut3b/Oma+VNfyI7/Wq2/GVNa1OPmnXusOX0mKuy3NACkv7tCLMavv841z9TWvb8LJFyaplLkFA3RmUilTlSjIbd/dMoa/SHpmY7bTf7ym/2z/dSaUKve0fLVNFOcxoFTuJZqxNDaIth/7k44didngnuvkzcwWMN26n9umF2P2ma7XqVHPbH/Tdb73e74J76PN9apevFCLFtytmVefr4uX7A3nGWR+vXVc99Z63Vs1+HNB8Odpv9va1q932yq3sPfzzKtT8NvVW8b73XQ4VpySdafttXkEf8w5JeNvcgKdxxzJ5UMqBLokkFM0Qlf0i+lifWiNbp27IzzdlHe2LY0bNX/ZczHdSD+lgQM+18l9dG35NZtps5Z5jfLd8pbWfn+dDkWtNk8XXj4sPPK1V/C/X1XmMw1xA8aozGJeBJufl2fcuup91S7596iBfWIK5+ul17p1aJ0WVL3l+gLsyrKpRovnbYjpDH6Gxoz+Wic9Clx5ZPTTYLd99yjMjx6rF2j53iMds/Gcn9R9THiMgBrnx6WWhmf02AtB9IDoWEzeSScBj27dtufOXtfcwwfNWAie/w7ol8tHxpwDOv4o532+2aqfes1D7zXomaJHyw0uv946rntrve79LjPOBd7bOrPbqmysk3vPCvZ5OhwrTo260/baPDLjmHNqm41/CaSzcatmUp1yvqoJ/zSkw5emw+tv0rCrZmvVxrrogNoO4//QbE0YNVs7Dsdc7uh7ma4bHn09Nj6FGeW7okxzKmt1MBwAtzTu0H03lWvR6x9Ffyx3qC67pD1frwar+fVluv6mJdpU5wpETFmrZ43VoP4XqnzJKq2uXBu9PLyWQPPL+bJGjimILr9MXaeOV/m9O6LrOm28uVf1nZi03XiZc7am3X5JzLb8SHULJmvCrErVNjpXIs2gGBuXqHz0LaqO2Ya550xR+cVec153o1xJf9Rcvd/6fPgHEVPGmvrofS/pfJJPGOi2T3613imb67Tqmqmas779mEvumPCaG9r8uHTXMu10b/P18zRh9ELVxRy2kjNmgXexeDfzBFrqHtW/Rd2yY3r1XDRaFyc1wKIzendMvUPdu+14D+GHZ9sRPq/H7sMz7u5wrlHs6OEB5tdbx3VvrdfZJFJPnAsCOE9nfFvVLh55lvF1CmC7RjA6f9L7x4qrjF1ue20ePXHMucrK0w4C3CPdgYQ3elagjwqn3qU7tk7uEMA216/X0hn2XzIlOkOTFt6exNRXrrxsN78FU80/13sdnp6s4ln/orHuL4Cmwbrp7ol6curjrqupzTq86yEzcJr51yEPqWblYtWE3r9fj81fr5+WD2q/ch5ofiepuOIOTdocG6QeUs2Km8w/j8IF9pb5AjzuX3THut0x2/Ij7Vu/0ATtCxOvKXeY7lj2jyrsgW7doYJ8Ol+n2c4QrsCu+fWFGlUYLmefyVq9r0glMR0mElfC59JAt73PdXslt8fErPHmn9dC573YY+JkFZ03WLlmADEXpZrrH1FFySPOhxL8/VBHj/3FLA9yxOUEq2NRigU8uhqawQ7be/Uksfr8YbrsojzVRAXjbd27ZxQ7Yy6YtmPSVI1bszc6SE5qHzbtxd3m1oOoc02A+fXWcd1b641s0hScC1Jyns6wtirim+hJhtUpJds1kU/Msl4/VmLKk9R5K7bttXmk4JiLKRovEwtwRTqxD0t7QiBnkMqqVqmiqO2OS/+rPFmDpy/SnNJkr2T200XDvxpz5dR7rbnnfFtLprqC3lAycz9S6Qz9+/TipPJoz9kMwDTqTt2b6vzySjXnwQoNTioAPFlfKSr0WY/2GnV41tVtmVusiidWqKzQDuTWQ4+8M3Tm6QmQWo7p2Idd6q/vowJB70s+Vu1KmvvVIn0lAUV7Uq992HyBGz5J4/omk4H5/MUXx+yb4dGR21fCs0wWaHlTO56KmTs6pldP59U7XRdfPjTmvGS6QG7eqBeaXMdk3kgtePwejUxq33PWmqC9CCy/3jque2u9jm0KzgWpOk9nUlvl8Hb2N5PqlKrt2plRZHlvHyttBele22vzSMExFzHiSTICBNLJKJEm9QJ552vW5ie1+tbh6utnbX2H65aqJ7Vx9vk+Jnj6nC64c7XWJQyEbcCwRNuqy+NcIc3XkNmVenz+yCTLa768XfeA1q2crP5RV0GcygaZn2kghtymR564NSZgcdbl/LVlWqzl33au8Djvd/Ovz22ZW3SDVm1/TLOGOCPodnP9yX48/It03P3NmScy2fy6nC7Ibd+1QuR89VZVma7XpQkDkgT7cFIBSPjzVQt1vbna2P7oZEC89oQ8ywCBlvqdesbMA+9+JN+t2/mU+XJ4yWhdGPvbzOGtemzXe06i0N+cgsl68PEHdE1SP8T2U+n8tXokQXsRXH69dVz31nrDmyXoc0Eqz9OZ0lZF7fGdvMiUOqVyu3ZC1L64l48VU5But722MkEfc+1APEtCgK7dSSCRpIcEcgpUcsdqvVRm7oOufk3vv/207l9fH9VdNFQSEzxXTDtPpxWO0PWlBe1dpH0V055Aq7V71FP66eNrXesxX/Ynl2vs6CuTyNvMZ13+sF6aZMv7C/3yqUpV10ffX51bNFm3jxmsgSMmqqSgs6utQeZng+kZ2rKn1JRtm7auWauayP3I5svk9Ot12ajxoelfmmue9yWXVOKobflLHdj9E63a5R7CzZbhm/rG0FFJOCe1xi4ksr9If1/PbD43Zh8wWYX2sSs15JSe+q0xyG3fBQp9UnnF5arc9nWPfTm5Y8IGIA9tO7PT/S3Ul37YmWbauz2RgjbvWqU1daM7mT8+kpwnaSsQQLdup26e3bvDMy5MGB8e/LEtcU7B5Vrws1KV12zQzj3Pae3KXa7bbuxU5vY8fL7OnTQmZjo2Z2XRf4PLr7eO695ar7M9gjwXpPg8nRFtVfT+2emrjKhTirdrp0hOgt49VhRA22trQvvrbM+e//uJVvPo+dWyxiAFCvu3DS5lR0DlEStg5q2ddZm5P/ewa8FQza1dpzJnElzXEp4igAACvSnA+bw39Vk3AggggMCJLOC3De6pyy0n8jah7ggggAACCCCAAAIIIIAAAlkkQCCdRRuTqiCAAAIIIIAAAggggAACCKRegEA69casAQEEEEAAAQQQQAABBBBAIIsECKSzaGNSFQQQQAABBBBAAAEEEEAAgdQLEEin3pg1IIAAAggggAACCCCAAAIIZJEAgXQWbUyqggACCCCAAAIIIIAAAgggkHoB5pFOvTFr6FWBPJUsfUUNS3u1EKwcAQQQQAABBBBAAAEEskiAK9JZtDGpCgIIIIAAAggggAACCCCAQOoFCKRTb8waEEAAAQQQQAABBBBAAAEEskiAQDqLNiZVQQABBBBAAAEEEEAAAQQQSL0AgXTqjVkDAggggAACCCCAAAIIIIBAFgkQSGfRxqQqCCCAAAIIIIAAAggggAACqRcgkE69MWtAAAEEEEAAAQQQQAABBBDIIgEC6SzamFQFAQQQQAABBBBAAAEEEEAg9QIE0qk3Zg0IIIAAAggggAACCCCAAAJZJEAgnUUbk6oggAACCCCAAAIIIIAAAgikXuATreaR+tWwhlQJFPYvSFXW5IsAAggggAACCCCAAAIInFACDQcbk6ovV6STYiIRAggggAACCCCAAAIIIIAAAm0CnwQiswXsLybOVelkfz3J7BpTegQQQCB7BTifZ++2pWYIIIAAAukt4LTByZaSK9LJSpEOAQQQQAABBBBAAAEEEEAAASNAIM1ugAACCCCAAAIIIIAAAggggIAPAQJpH1gkRQABBBBAAAEEEEAAAQQQQIBAmn0AAQQQQAABBBBAAAEEEEAAAR8CBNI+sEiKAAIIIIAAAggggAACCCCAAIE0+wACCCCAAAIIIIAAAggggAACPgQIpH1gkRQBBBBAAAEEEEAAAQQQQAABAmn2AQQQQAABBBBAAAEEEEAAAQR8CBBI+8AiKQIIIIAAAggggAACCCCAAAIE0uwDCCCAAAIIIIAAAggggAACCPgQIJD2gUVSBBBAAAEEEEAAAQQQQAABBAik2QcQQAABBBBAAAEEEEAAAQQQ8CFAIO0Di6QIIIAAAggggAACCCCAAAIIEEizDyCAAAIIIIAAAggggAACCCDgQ4BA2gcWSRFAAAEEEEAAAQQQQAABBBAgkGYfQAABBBBAAAEEEEAAAQQQQMCHAIG0DyySIoAAAggggAACCCCAAAIIIEAgzT6AAAIIIIAAAggggAACCCCAgA8BAmkfWCRFAAEEEEAAAQQQQAABBBBAgECafQABBBBAAAEEEEAAAQQQQAABHwIE0j6wSIoAAggggAACCCCAAAIIIIAAgTT7AAIIIIAAAggggAACCCCAAAI+BAikfWCRFAEEEEAAAQQQQAABBBBAAAECafYBBBBAAAEEEEAAAQQQQAABBHwIEEj7wCIpAggggAACCCCAAAIIIIAAAgTS7AMIIIAAAggggAACCCCAAAII+BAgkPaBRVIEEEAAAQQQQAABBBBAAAEECKTZBxBAAAEEEEAAAQQQQAABBBDwIUAg7QOLpAgggAACCCCAAAIIIIAAAggQSLMPIIAAAggggAACCCCAAAIIIOBDgEDaBxZJEUAAAQQQQAABBBBAAAEEEOjlQPq4Giqv1aD+BSoM/btUS+v+xFZBIEsEmlQ76/zwvn2+5tQ0ZUm9qAYCCCCAAAJxBBorNc75Xjdotmqb46TjbQQQQCDDBXo3kG55Qxt/tFft59hGPbP9TbVkOCrFRwABBBBAAAEEEEAAAQQQyF6BXg2kW+p36plD7WG0TEh9aPUqPXmEUDp7dzlqhgACCCCAAAIIIIAAAghktkAvBtK/15MrntChkN9AlQ4/o02yeY+2PvdeZqtSegRCAnkqWfqKGg42mn+vaHFpHi4IIIAAAggggAACCCCQBQK9F0gf2a2tL4TvGe1Xqpu/dZn6hUCbVHP/o6rjonQW7F5UAQEEEEAAAQQQQAABBBDIPoFeCqTNIGObqvViqFd3rvqNGaGzzx6hK/rltgkfqtGOegYdy77djRohgAACCCCAAAIIIIAAApkv0DuBdNQgYwW6YtSXlZPzVU34pyFqC6X3q2rFNh3JfF9qgAACCCCAAAIIIIAAAgggkGUCn+yN+kQNMma6dY8sOilUjMLxk3Th0t2qMVeqm1+o1uaGy1VW2Kc3isg6EQhAwE5/dZnK1h82efXVpKqtrvuk92v1VWO1qP64a9nJaqp7Shu2P621K3fJfir0yC3SpBmTdOmlE1VSkOTx0NKo2h9t156XfqJVu9pGIgjl1Xe4KqZdqZGTxqg4Lye8AvcfV7n6TNbqfUt00aFaU54HdO/6+rYR9m15Zt2mm6eWqL87i3jr7Er5TZFaGmv1452/1m+eqlR1/UfuQiq3aLJuH3O+zo1bDyd5S5vpq6/o6eXrtc89tmHI4hINHRGAq+86Blwup7r8RQABBFIqED53RbVTueo7/EaVTblG15cWyN0sJFWUINuOeHmlsu2zlYy3Xt9tQ1BtX6hQwbV/gdWPti+pY4JEGSPwiVbz6NnSvm+Ci0kmuHjHrNZ0657+uGpmDwmfeH+vTdOu0Mxd9t7p2GU9W8pMWpudg9s+7KBWPNJJwEcgXflDjaj9nm59LByselajn0Yuf0QPTihM8EXluA7uWKLbvvVIdNAYm59p3K/54QO6e2Tsl56YQPrFEXp2zC2qPuyOQM3ROXy5XlozXvmhfJNcp07W4OsW64HvXx4dgMeWzTTYO79zWycW4Q/lFqviiUrNGtJWkqisWhq0afoNmrnd9UNCVALnRTLlCrCOgZbLqQN/s0WA83m2bMksrEen5+bwuXTau7pt+ELtswThH2RLwnfuRasEeF5VknkF2vbZ2iS53mTav059XXqJ2j6bLLB2Jsj6Bdkmuyx4ikCAAn7b4J7v2n3kRT222QbR9hHu1t32wvx/ui6+fGi4e7eZCmvzRr3QxKhjER6eZKlAk178zlRVJAyibdUPaceMb2l5XbzxA8zYA5U3anR5J0G0zaq5Xk+U36j5Ne/bV3Eev9ezCxZ0CKKlPF14+bD2IHrjTE0pT2Kd+kj7HrtNU6av18F4h3Wo8b8+CYtwkZvrtOqaW7W6wV7Zdz/MD3ZzpyURRNvP2HLN0R1Vb8WZw958kQisjkGWy11fniOAAAIpFEjq3Bw+l66qj3MudZcvyPNqb7R9ti4B1iEpX5df3LbPpgmqnQmwfoGVyWXAUwTSQKCHA+kWHXluW3iQMXtVq0LTitu6dbdZ5Ch/XIWmOoOOHd6qx3YxFVYa7CcUIaUCx3X4sO2FYX7Nn3yHlm1+LTxlVqP211Zp7uSi8I9LthDxxw9oaXhUs82tEZFrx7ZL2fwq7Wqw02/Zf69pw9JrNThyZeAdVc+7X7Xxfqw6/gtVbzE/epkucbdU1Wh/KI8D2rv5B/rW8NNDInadd8x5OtIN3Xa5nrV8k/aG0rat19bhzunDTed2+2jW4e33xAlazflhyxLNi1xBth7ztLr2zYiHrUd0fjbLvXp0wxtRX9xa6qr0vVCvF7vOfiqdvlwbfnXAlY+tx3JVDG+bK8AG03VL7/Ocwz7IOgZZLlszHggggEDqBUygWnWn69xsu3Lf3KGtajvPm3Pp+qf1n50UKtDzai+0fbZ6wdUhuLYvVK6A2r/g6mesAipTJ7sVixHoeQHbtbvHHh+/1rrkgjNbv3RGf/Pv7NayDe96rPqPra8vHhVO07/1rKsfbj3wsUcy3ooItHn2j7zmSboIHGutmTksvC8Pa52965irYL9prRwzKLKff+mMv2+t2HCg1XtX/4PJ5+L2tBcsbn29Q8J3WzdOPbs9zXm3tm787Z9d62t/+vGBh1snDLDHoNdxGFuuUa1LXv9j+4ejnrnXObh17OKXW901jEpqanbstXtbxzrrHVDeuvGDmEpEnR8Gt054+M04HjbnP7ceePia1rNCdTD1GPNwa2NkhR+3frChPLLsrKkbWz+ILIt58vGbrZVXD45jYdMGWccgyxVTD15mjQDn86zZlNlTkahz85mt35i5Pc653pznd81t/YZzXrZ/z5rVWvOXWIogz6vuvMz6eqTts/Vxr7eb7V+Ub3faPluuoNqZAOsXWJls/XggkFoBv21wj16RjhpkLHeoLruk7apW9M8HJ6lo4kQVh6+aNb++QRuZCiuaiFdZJ5B7zvWaOS7evc+n6aJrnXnWTdU/OKqmv8YQuOdlN12vS2fO1fg4A5PlFF6h6y7KC2fQpJdf/U37VeyYbOUaDDB2kdzr7DdFd91xvllzvEeO8oZM111lA9sSNO/R1udieps0vaO33wtfT88dpuvGn5ngXvA+KhxRqkHO6vYfUGPkUvxf9dHRpvY6vd+og/GuuucMUtmm+vCV6jpVTvi8k2Pb30DrGGC5okvJKwQQQCBlAlHf3fpO1D3zSuOc6815vvROrZgePs/HK1GQ51V3Xj3V9tl6udfb3fYvsLbPFiygdibI+gVVJls9HgikmUAPBtJ/Uv32GnOXp32YgcTKKjQ233tsx+gv+o168vGXZDu+8kAgOwVydfp55yQcgCsn71SdkqDyzf/xql52Asm4P1I5GXxe49fURbo5v7G0xNV13Elj/7bN8V7keZi6b9NIlM6dn/mRbFSp6WhtHx4BfP54Vb4d7ob+9sMaH+f8EMnx0/k6LdJNPfKueZKrL3x9SHg99nbwFZo8dLzmPFSp1ZVbVBcvqHZnEXoedB2DKleHgvIGAgggkCKBmO9uV0/QRZ4zPjird5/nnffcf4M9r/Z822frEmwdFFjbZ8sWRDsTcP0CKZOtGw8E0k+g56a/OrJNP1y9PyxgBhJbOVEDVyYDYu6p3FxtRvYu7fyLdTLZkQaBtBP4lAYO+FyCq6+dFbhZ75r7oCPDbZ1eqIKEX3Q6y89ZnqNTTj05Trn+R7878E74qq+f49nJ2wzT8tYBvSszhVb7W508MwOf1GzQzoY/m+8xBzpOZ+X6dE7RWP3jOeu06PXwtFlmcLXqxfVtKRbcbv7a+6a/qfMGnKuJE4rjXF0Jvo7BlMtVUZ4igAACKRX4i5qOfBheQ3JtVc7XztX5fR5SdaRRchcwyPNqb7R9ti5B1sFtE+958m2fzaH77Uzw9et+meLZ8D4CvSvQQ4G0+9etLlS4ebce2/S2xpYPivOlvgt58hEE0kagj/JPcQ+6182CnWquXnteRe5mvlEfd3+5ilqQ/Itwd+z+HleV2+aQ3q/3d8fMg51s7rbLdtVaacZtWuSeRzvy+UOqWblYNeb1ohltg5rdNW9SzNzaKahjIOWKVIInCCCAQIoF/qCGt5w+gUm2Vbl/pwED+0j1XpF0Cs6rjkCPtH12ZamrQ7fbPlu8brczKahft8tkK8YDgfQT6Jmu3S1va/M612jCvh3MKJA/elL18abM8Z0fH0AAgbQUsPNozhurr5ZM1T0LFmuVZxCcZMnzhqhszXNmdO77NTcyarjXZ82ULevnauLo27Sp0euLn9dnuvFeuparG1XiowgggAAC3RAIsu2zxUjHdiYdy9SNTcZHEbACPXJFuqX+ST3qdLHMHallu1cm1U27pW6JSq9+qO2+6kNb9dPnp6q49DS2HAIIJBI4elTHzI9O/VN6VfpvlZf/aVOKw+ZfHw2e/6S2lHcywEyiMttloXk0b4gz97OdbuVG3TjsM225nPp1TTznNd1QslD7EuZrBr8pHqcy+292i5rqntKG197TUa8r3Yef1rx7SnTxmvHhObJTUMdIWbtTrkgmPEEAAQRSLPBZFQ4yw0jW23P9cR059ifzN/6wkqHCtHyko0fjXflI4Xm1R9o+W8OA65CSts+Ws6vtTMD1s0WJPLpapkgGPEEgrQR64Iq0e6AKMwzCRaN1cWeDCIWJcopG6ApnTmm9oy3rXtSRtOKjMAikg0Cu/q6wwISz4cd7DWrsbECtxkqN61+gwtC/yVrdPuS1k0snf/+XvjjgDDOEiH0c11u7f93NY9MEuc+v0fLIHNKxcz/v10tr5qqsvLztX9z7mhMVO9yAl1do1poXzWBrsXNJm4HJXtim5484XwCDrmO8svktV7x8eB8BBBAIWsAJqmy+HoNEeq3OPQp1h+VBnld7o+2zFQqyDj3R9tky+2lngqyfXXe8h58yxcuD9xHoXYHUB9JNL+mnmxvDtczThZcPC1/tSaLiOWdr2u2XhL+smy+5u1ZpTZ39NZQHAgi4BXL/73n6hnOvsdfUUu7EdsTR1/foLee9fkM05IvOh503O/trGsAvFcqZwK75hWptbuisW7RZ78abNCgcwA+atskVfJvbN7bVhq5v21FH+01/QA/NHh9zz7K7TDF1cC/Sfq2+6svhHwku1dK45wzbiI/XrIfu1iTnV4jmJh390JlbLOg6BlWuqMryAgEEEEihQPQo3Mc3P66nIj82eq32uBo2VetFZxaJDkmCPa/2fNtnKxRkHYJs+2zZgmhngqxfUGWy+fBAIP0EUhxImy+7u6q15XD4jNrptDyxQDnKv2S0Lox8x2/UM9vfNGEADwQQiBLIH6bLXHND1yxbFPd+35bGjZq/7LnwiNvJTl0VtbbQi7ZROE9uW2AGBLz39ge1N8GV8JaGKlXM2RFe7xkaN+XC5H9Ui1q9GcF0xz2aFskraqF50U9DLvhi+M39qvr+OjUkOGm0/O6ADjjL+5ir9JFeMObrUmj076DqGFy5YmvMawQQQCBVAlG9A5uf0/K5G3XQOWdGrdRcXd37oGYsTTwmTqDn1V5o+2yVA61DlGGiF521ffazwbQzwdYvmDIlkmEZAr0lkOJA+j09//M97V/YE8wdHRcg/0Jdd/UZ4cVmmp3Vq/Rkwl9D4+bEAgSyWODzGjvvWyp2fnQy9/vOHPUPmlNZ6/rCc0R1G5fo5mvv1A7nx62+E/W9irPN7+tdeOScqYm3Xqm+4Y+2z9ccM1dzU502PTRbE0YvVJ3zm9o5U1R+sXu8g0+p4MwvODmZ6fFu081LNsXM+WzLX6ml00ZqePkj2ue+4tFyTMc+dL7ZmSsoEydGLJpfX6grrp6tVRvrouejN4O71FYt0s1TloXLZe7DvmpE5HOhwgRaxwDLFZbiDwIIIJByAdM78Ka7J4bP9WZK0u2zNdqcU1fXNLZf2LDn+SUVumLCiuhzs1fhAj2v9kLbZ+sUWB2CbPtswQJqZwKrX4BlslnxQCDNBD7Rah6pKlPUYGEaqIrNmzWr2P80P9H55Kl0+TOqnPD5cLFtN5axWhSeZqHP5Cr9amlJpDt4quqWTvna+1zto+Gg04U+nUp3IpelSbWzLlPZejtIS19NqtqqxaXOIC3u/TZ2mYeZvafZGVirj7mned8SlThBcyS5+bV640xNmfF0uIt0ZEGcJ2eYMlWbMrkDWne5khlEzHTjq7xRVyxIfAUiqgB9r9Syx5dpfIHTnzq89MgmlQ+boRp3gBz1wUQvhmpu7TqVFTgoXSnXtVq97fsq6TAHd1fyilNHcz+5f6945UrkwbJMFeB8nqlbLtvLfUR7l5Rrysq68MWRePU1P0iOG6OvbNukGnu3T4L2yv+5MP55tefbPlv/rpzPPeoQaNvX1XJ5tTMB1c8WqUtWXmUKZcZ/CKRMwG8bnMIr0tGDjKlfqUYW+Q+irVRUtyJzTanm/kdV51x8ShklGSOQaQJ91H/CMq2rvEGDnXgyXhVyi3RN5VotiAqi4yVO9H4fFZav1bZk1mmyyS26Qau8gmi7ivyxWvbErZ2X3abtO1y3VD2qxcOdHybe1quvv2+XhB+2XCv0+PyRkSvmzhKvv23l+q5HEG1TB1jHUF5BlcurJryHAAIIpEIgX0NmV3ZyTjVB9Kh7tG7xlUncthPsebXn2z5rHFAdAm37nHIF0c4EVL/Q7mjzCqJMocz4D4G0EUjd9FdRg4x1/T7MkFTOVzXhn4aoyrnqdahGO+q/reIuXN1OG3kKgkBKBEwwPfIubXnretX+6Gk9u6VS1fUfta/JBKAV067UyEljEgzk1Z48uWfudW7Xnpd+EjP/sx2B+5v6xtBRur60IEE3cjPAyZAZ2rKnVJuqt2nrmrWqcbqg24KY4H/SjCt11sAR4XzMGAzHhip3l73vukkv/ny3jkxwpq6yH8hXcfnDemFErX68c7dejs3P3EuWXLlsXkHVMehy2fx4IIAAAj0h4DqnPrtNTy5f396N27YtM2/RTXZGhebaJAsT5HnVnVdPtX22mu71drX9C7rts+VybatutX9B1M+Wxz6CKlNbbvyPQDoIpLRrdzpU8EQog99uCCeCCXVEAAEEMlGA83kmbjXKjAACCCCQDQJ+2+AUdu3OBk7qgAACCCCAAAIIIIAAAggggEC0AIF0tAevEEAAAQQQQAABBBBAAAEEEEgoQCCdkIeFCCCAAAIIIIAAAggggAACCEQLEEhHe/AKAQQQQAABBBBAAAEEEEAAgYQCBNIJeViIAAIIIIAAAggggAACCCCAQLQAgXS0B68QQAABBBBAAAEEEEAAAQQQSChAIJ2Qh4UIIIAAAggggAACCCCAAAIIRAsQSEd78AoBBBBAAAEEEEAAAQQQQACBhAIE0gl5WIgAAggggAACCCCAAAIIIIBAtACBdLQHrxBAAAEEEEAAAQQQQAABBBBIKEAgnZCHhQgggAACCCCAAAIIIIAAAghECxBIR3vwCgEEEEAAAQQQQAABBBBAAIGEAgTSCXlYiAACCCCAAAIIIIAAAggggEC0AIF0tAevEEAAAQQQQAABBBBAAAEEEEgoQCCdkIeFCCCAAAIIIIAAAggggAACCEQLEEhHe/AKAQQQQAABBBBAAAEEEEAAgYQCBNIJeViIAAIIIIAAAggggAACCCCAQLQAgXS0B68QQAABBBBAAAEEEEAAAQQQSChAIJ2Qh4UIIIAAAggggAACCCCAAAIIRAsQSEd78AoBBBBAAAEEEEAAAQQQQACBhAIE0gl5WIgAAggggAACCCCAAAIIIIBAtACBdLQHrxBAAAEEEEAAAQQQQAABBBBIKEAgnZCHhQgggAACCCCAAAIIIIAAAghECxBIR3vwCgEEEEAAAQQQQAABBBBAAIGEAgTSCXlYiAACCCCAAAIIIIAAAggggEC0AIF0tAevEEAAAQQQQAABBBBAAAEEEEgoQCCdkIeFCCCAAAIIIIAAAggggAACCEQLEEhHe/AKAQQQQAABBBBAAAEEEEAAgYQCBNIJeViIAAIIIIAAAggggAACCCCAQLQAgXS0B68QQAABBBBAAAEEEEAAAQQQSChAIJ2Qh4UIIIAAAggggAACCCCAAAIIRAt8otU8ot/iVSYJFPYvyKTiUlYEEEAAAQQQQAABBBBAIG0FGg42JlU2rkgnxUQiBBBAAAEEEEAAAQQQQAABBNoEPglEZgvYX0ycq9LJ/nqS2TWm9AgggED2CnA+z95tS80QQAABBNJbwGmDky0lV6STlSIdAggggAACCCCAAAIIIIAAAkaAQJrdAAEEEEAAAQQQQAABBBBAAAEfAgTSPrBIigACCCCAAAIIIIAAAggggACBNPsAAggggAACCCCAAAIIIIAAAj4ECKR9YJEUAQQQQAABBBBAAAEEEEAAAQJp9gEEEEAAAQQQQAABBBBAAAEEfAgQSPvAIikCCCCAAAIIIIAAAggggAACBNLsAwgggAACCCCAAAIIIIAAAgj4ECCQ9oFFUgQQQAABBBBAAAEEEEAAAQQIpNkHEEAAAQQQQAABBBBAAAEEEPAhQCDtA4ukCCCAAAIIIIAAAggggAACCBBIsw8ggAACCCCAAAIIIIAAAggg4EOAQNoHFkkRQAABBBBAAAEEEEAAAQQQIJBmH0AAAQQQQAABBBBAAAEEEEDAhwCBtA8skiKAAAIIIIAAAggggAACCCBAIM0+gAACCCCAAAIIIIAAAggggIAPAQJpH1gkRQABBBBAAAEEEEAAAQQQQIBAmn0AAQQQQAABBBBAAAEEEEAAAR8CBNI+sEiKAAIIIIAAAggggAACCCCAAIE0+wACCCCAAAIIIIAAAggggAACPgQIpH1gkRQBBBBAAAEEEEAAAQQQQAABAmn2AQQQQAABBBBAAAEEEEAAAQR8CBBI+8AiKQIIIIAAAggggAACCCCAAAIE0uwDCCCAAAIIIIAAAggggAACCPgQIJD2gUVSBBBAAAEEEEAAAQQQQAABBAik2QcQQAABBBBAAAEEEEAAAQQQ8CFAIO0Di6QIIIAAAggggAACCCCAAAIIEEizDyCAAAIIIIAAAggggAACCCDgQ4BA2gcWSRFAAAEEEEAAAQQQQAABBBAgkGYfQAABBBBAAAEEEEAAAQQQQMCHwCd9pO1y0uaa2Tp76nodTzaH3CJNmnGlzho4QteXFign2c+RDoFMFmis1LiShdpn69BnslbvW6KS3EyuEGVHAAEEEMh8gSbVzrpMZesPm6r01aSqrVpcmpf51aIGCCCAQDcF0vOKdHO9qhcv1D1TL9VF0ypV19TSzWrycQQQQAABBBBAAAEEEEAAAQSCEUjPQDpSt2Yd3rVQ117/gPYSTEdUeIIAAggggAACCCCAAAIIINB7Aj3StTuqekXztOtn5eof9ab7xXEdrNmgZ7dV6/719Wo2i5rrV+lfVl2imtlD6ObtpuI5AggggAACCCCQUoE8lSx9RQ1LU7oSMkcAAQQyTiANr0j3Uf/Sb6piaZXWTS9W2y2izTr01E7V08M743YwCowAAggggAACCCCAAAIIZJtAGgbSDnG+hpR9Uxc6gy0d2qu9v7PXp3kggAACCCCAAAIIIIAAAggg0HsCaRxIG5RPn6J8huzuvb2DNSOAAAIIIIAAAggggAACCHQQ6Pl7pDsUIcEbHx7TEac7d78hGvJF5/J0gs+wCIG0FGhRU91T2rD9aa1duUt2EhGZGxf6Dr9RZVOu8T/NW0ujan+0XXte+olW7TrUXuPQ1HGTdOmlE1VS0Kf9/c6excuv73BVTLtSIyeNUXFe7K9a+7X6qrFaVG8mtgtP13XRoVpTvwd0b3h8A9nyzLpNN08tUf/Yj8dbZxfr0NJYqx/v/LV+81Slqus/iqpxbtFk3T7mfJ3rWQ930vB2evUVPb18vfa5O8GELC7RrrXWJAAAQABJREFU0BE+bAOpY8BlcleX5wgggECnAp1Nf+VqCyLTY53s0eaZFXXl/B7vPJoh7VMwbZPdSAG3BfFcfW2jgMvU6b5IAgTSS+ATreaR6iJFzSPd6WBjTmmOq6HyRl2xYLcZcCxX/aY/zmBjDk3M38L+BaF3Gg42xizhZVoImMZq53du062PtQ2e17FMJ2vwdYv1wLR3ddvwzuaRNoPx7Vii2771SHSQ1yHTcJ7fv7xjABuVNsn8TMN6zQ8f0N0j3fO6u7482UD6xRF6dswtqj7sjj7N96bhy/XSmvHKj6w3yXUqyTp06htZsSlMsSqeqNSsIe2liSxtadCm6Tdo5nbXDxORhe4nyZQroDoGWiZ3HXiergKcz9N1y5zI5fIZSFf+UCNqv5egzbOW/TRy+SN6cEJhgkFkkzyPpmv7FFTbZLkCbQuSdO2sDQ60TLaSPBDofQG/bXAadu22v25t0apZ/xAOou0PmBW6r+LsBCfb3oenBAh4CoQamutVETeItp/6SPsem6M7VtWb35sTPUzjt3GmppR3FkTbPGyet2nK9PU6GDfTth+rRieTn5nb/YnyGzW/5n2bucfj93p2wYIOQbSUpwsvHxYdRAdZh6R8XcVtrtOqa27V6gZzFT3q8b5q505LIoi2Hwpvr6q34myvoLZTkGWKqiwvEEAAgRQJNOnF70ztpM2zqz6kHTO+peV1f4pTjgxvnwJrmyxPkG0B7VOcHY63EeiSQM8H0vULNdxcQbURv/e/ARpy9e1aGuoaaq/8PKhtm2doSIdupV2qLx9CoAcFzBeBqjs1L3KF03blvlnLNr8m23vA/ttfW6U7pw83neE+Ut36p/WfCUrX0vCo7pjzdLhbuP2BabJmLd+kveG8ovOzGZl52LffozviBHw2v9lLbY+P8MN255pfpV0NbWVrOPiaNiy9VoMjd1S8o+p596vWa073479Q9ZZ3ZCqoW6pqtD9UpgPau/kH+tbw0501mB/Vg6xDi45sWeLyNeeLyfO0uvbNiG9HE8uyV49ueCMqCG6pq9L31pvyhx79VDp9uTb86oArH1uX5aoY3i+cxmyvpffpyci9J+G3zZ+g6hhkmdpLxzMEEEAglQLHdfhwk1mBPR/f0aG9mzu5KDwbiy3DflWt2KYjHsXJ7PYpuLbJ0gTZFtA+eexsvIVAdwRs1+5UP/6ya1brV87o3/ol3//ObP3G1MWtG1//INVFzOj8HdeMrkQ2Fv7j11qXXHBmeL83+/LM7a3HPOv5ceuxXXNbv+E+Ps6a1VrzF3fid1s3Tj07nNfg1rGLX46Tl/2Mye+1e1vHDggfcwPKWzd+8LE7M/PcnZ9Jd96trRt/++eYNG0vPz7wcOsEJ68zzm4t2/BuON1vWivHDHId16Nal7z+R8882t50rzOAOkT5Dm6d8PCbpubxHn9uPfDwNa1nOcZjHm5tjCT9uPWDDeWRZWdN3dga94zz8ZutlVcPDtfZbeFkFlQdgyyTUzb+ZoIA5/NM2EonWhmPtdbMHBY+7w1rnb0rtiWLbQv+vrViw4E45+M/mLwubm83Lljc+nqHE7f7PJqB7VNgbZPdz4JsC9yu3WmDgyzTiXYsUd90F/DbBvf8FWlfUb+5orbrIc28epxu3tgQdQXJVzYkRqAXBFrqd+qZQ+HrvX0n6p55paajs9cjR3mld2rF9IFeC9veO7JbW1+wv/KbR78puuuO8+PkZROY/IZM111l4fya92jrc+/ZBe0Pd34mp9KZczU+zuBkOYVX6LqLnJI36eVXf9N+Fbs9R1OuUo0sOsn9TvRz9zqDqEPTO3r7vbBv7jBdN/7MBLd/9FHhiFINckq0/4AaI5fi/6qPjja11+n9Rh30uupuP5szSGWb6sNXqutUOeHzTo5tfwOrY4Blii4hrxBAAIGUCuSec71mjot37/Npuujay8wd0uHHB0fV9FfnRfiv+zyaie1TYG2T9QiwLXC7dqsNDrBMMZuelwhkmkDPj9qdxGBjbSMc7tbLa9aqJjRwkb2XZprmn1KtxaWnZZox5T0hBf6k+u015i4w+zCD5V09QRclvD3hJBWNKlW/lfvDn3GjmW5iz23Ti6HAz+Q1ZoSKYkfAdicPPXfnFw5+TdDn9NJu/o9X9bITSOYO1WWXtHe/7pCVPq/xa+o0vuMC1zudlSv4Oih/vCrfTlwqVwHNdHr5Os0COPWOLMzVF74+xHyx2xOyb65foclDX9CkGVdqQM5pGtLpSN9ORkHWMagyOWXjLwIIINATArk6/bxzEg5ymZN3qk4xRYk3rGPGt0+BtU12ewXVFtA+9cTezzpOPIGeD6STMM4pKNGN5ebfpK9rzmhnFGBzf+Z3q/QPF89WcadBRBIrIQkCKRX4i5qOfBhew6c0cMDnElwtbUuW87VzdX6fh1QdOw6W/ke/O/BOOP5r1qGVEzVwpb/CH3/rgN6VmYIq9LFmvWvug46s5vRCFSQM8pNZV45OOfXkBHUMug7JlMkMqlKzQTsb/mxuMjvQcTorVxY5RWP1j+es06LXw9NmmcHVqhfXt6VYcLv5a++b/qbOG3CuJk4ojtMbINg6BlMmVyV5igACCKRcILn2Ln4xToT2Kfm2yToF0xbQPsXf51iCQNcF0jKQjlQnr1QzZ16iLTN2tAURh2q0o/7bKi5O0H008mGeINCbAn9Qw1vhrtjqo/xTkthnc/9OAwaauZ/tvMxRD3dQHrUg+Rfhrsz9nUvS7k+eaq4OpPzHqdTWoa0Xy369vztmXm13PRM9t122q9ZKM27TIve83JHPHFLNysWqMa8XzWgb1OyueZNi5tYOuI6BlClSAZ4ggAACPSCQZHuXbEkyvH3qdttknQJpC2ifkt3lSIeAH4E0v0c6R/mXjNaFkS//f9Dbv3WCEz/VJC0CCGSlgJ2nc95YfbVkqu5ZsFirPIPgJGueN0Rla54zo3Pfr7mhkdTjfc5Mf7V+riaOvk2bGmN/9Ij3mS6+n45l6mJV+BgCCCBwwggE2TZZtHRsC9KxTCfMDkZF00Ugva9IW6VPn6J8e7UsdF/jcb1/9L/TxY5yIJBA4LMqHGQG6Ko/bNIc15Fjdq5MZ8CuOB9r+UhHj3pN+vy3ysv/tPmQzauPBs9/UlvKEwxMFif7uG8fPapjZrX9U3pVOgV1CM3TeUOcuZ/tVGM36sZhn2mr9qlf18RzXtMNJQu1Ly6EXWAGaisepzL7b7ad0/4pbXjtPR31utJ9+GnNu6dEF68ZH54nOwV1DJW1O2VKWFkWIoAAAuktkIntU0raJruZutMW0D6l945O6TJVIM2vSBvWD4+pfarWPA0q/GymWlPuE0rAabRspROMdO02cY/06X5f/0tfHHBGeKCw43pr9689592M+kjCF7n6u8ICE5KHH+81qDHeKNVOmsZKjYvM/T5Zq9uHvHZSdPI36DqYIPf5NVoemaM7du7n/XppzVyVlZe3/Yt7X3OiYoe/tJRXaNaaF81I3bFzSZvf917YpucjJ6ig6+hVNr9l8sqD9xBAAIF0Fcj09qkn2ia77fy2BbRP6brHU67MFkjzQNo9yqCF/oIGFHwqs8Up/QkiEB41O1zb45sf11ORgMuL4LgaNlWHR+aOXW4azC8VyhlXu/mFam1u6KxLsTl2Nt6kQeHgd9C0TVHBd+7/PU/fcG6Z8JoeK6oIJq/X9+gt571+QzTki86HnTc7+xt0HT5S3bba0DX60Kjo0x/QQ7PHx9yz7C5TTB3ci7Rfq6/6sgpDVpdqaZ3tPeD1sF9cxmvWQ3drkvMrRHOTjn7ozN0SZB2DKpNXPXgPAQQQSF+BzG6fgmyb7DYKqi2gfUrfPZ6SZbJAegfSTTVatuy5yGw1ueeMVInvL/CZvHkoeyYL5BSN0BX9wgFn83NaPnejDnr13DYzpDftfVAzlu6O7Oux9W4btfPktrebd+ve2x/U3gRXkVsaqlQxJzxIn87QuCkXhrsfh3POH6bLXHND1yxbFPd+35bGjZofOQ47m+YqtuTtrwOvQ3vWnTwzI6TuuEfTIh6xyftpyAVfDL+5X1XfX6cGz+3UlqTldwd0wFnep0CFzjY2i4OrY3Bliq0trxFAAIG0Fjhh2qfO2ia7lYJrC2if0nqvp3AZKpCegXRTnTZVLlJ5ZOorq2uCgVvHqTCl93Fm6Fak2OkpkHO2brp7ovqGStesw9tna/TVs7W6ptGEzuGH3deXVOiKCSu0r8P8xk4i8zfnTE289cpwXqZLcWiu4/Ga89AW1bkDapvfQ7M1YfRC1YXzyz1nisovjp1//fMaO+9bKnYuLJv7fWeO+gfNqax1BftHVLdxiW6+9k7tCM3nbsrRd6K+V3G26VTWhUegdfiUCs78QrgQdkqw23Tzkk3RFuYafN3GSi2dNlLDyx+J9m05pmMfOlvB9B6YODFi0fz6Ql1httOqjXWmU77rYQaPqa1apJunLAvbmvuwrxoR+VwoZWB1DLBMrirwFAEEEEh/gUxun4Jsm+yWCrAtoH1K/12fEmacwCdazSPVpW6uma2zp65vn7fW9wrNF9bJD+qZpSM9hmuy3V7GalF4yqA+k6v0q6Ul4ftJfa8oIz9gu6TaR8PBxowsf3YX+oj2LinXlJV1ca82t9Xf7OPjxugr2zapxvba7mPuQ963RCVOoBtKZLp/V96oKxbEv3LdwbLvlVr2+DKNL3D6IrtTmF/DN87UlBlPh7tIu5d5PT9Dk6qqtbjUCcrdx16yg6AFWIcjm1Q+bIZqEv0A4VWN0HtDNbd2ncoKHOCulOtard72fZV0mIO7K3l5baeu5BOvTHEhWJBmApzP02yDUBwj0KTaWZepbL0d8LKvaQe2mnbAPXimuy3wWh6DaMfccAZ+9GzrbPoMbp8CbZvaLPy3/fHagq60K7RPMXswL7NYwG8bnJ5XpKM2kBlEaP7jcYLoqIS8QCANBfI1ZHalHp8/MnI1uWMhTRA96h6tW3xldPfrDgn7qLB8rbZV3qDBTvzXIU37G7lFN2hV3CDapuuj/hOWaV0y+eUW6ZrKtVoQCaLb1+PvWYB1yB+rZU/cmpSFGcJbt1Q9qsXDnS9/b+vV1993Fd2Wa0Un26k9eZvtdz2CaJsmqDoGWab2svMMAQQQSH+BDG6fAm2b7JYKsi2gfUr/fZ8SZpJAmk5/dbIGTy7Xlabr5pBJYxIMIJRJ1JT1xBXIV3H5w3phRK1+/Ow2Pbl8fXs3YxPgVcy8RTfZUaWba5MgMl8uRt6lLW9dr9ofbdeel34SM3eyHb36m/rG0FG6vrQgiS7Y7vye1rNbKlVd/1F7OWz5pl2pkYEeh+51dqcOZvCUITO0ZU+pNlVv09Y1a1XjdEG3NTDB/6QZV+qsgSPCFmbAsWNDlbvL3jvepBd/vltHJjhTV9kPuLbTzt16OTY/c69a8rZB1THIMtk68kAAAQQyRcB9Hs2k9inotsluryDbArdrd9rgIMuUKfsk5UQgWqBHunZHr5JXQQv47YYQ9PrJDwEEEEAgGAHO58E4kgsCCCCAAAJ+Bfy2wRnQtdsvAekRQAABBBBAAAEEEEAAAQQQSJ0AgXTqbMkZAQQQQAABBBBAAAEEEEAgCwUIpLNwo1IlBBBAAAEEEEAAAQQQQACB1AkQSKfOlpwRQAABBBBAAAEEEEAAAQSyUIBAOgs3KlVCAAEEEEAAAQQQQAABBBBInQCBdOpsyRkBBBBAAAEEEEAAAQQQQCALBQiks3CjUiUEEEAAAQQQQAABBBBAAIHUCRBIp86WnBFAAAEEEEAAAQQQQAABBLJQgEA6CzcqVUIAAQQQQAABBBBAAAEEEEidAIF06mzJGQEEEEAAAQQQQAABBBBAIAsFCKSzcKNSJQQQQAABBBBAAAEEEEAAgdQJEEinzpacEUAAAQQQQAABBBBAAAEEslCAQDoLNypVQgABBBBAAAEEEEAAAQQQSJ0AgXTqbMkZAQQQQAABBBBAAAEEEEAgCwUIpLNwo1IlBBBAAAEEEEAAAQQQQACB1AkQSKfOlpwRQAABBBBAAAEEEEAAAQSyUIBAOgs3KlVCAAEEEEAAAQQQQAABBBBInQCBdOpsyRkBBBBAAAEEEEAAAQQQQCALBQiks3CjUiUEEEAAAQQQQAABBBBAAIHUCRBIp86WnBFAAAEEEEAAAQQQQAABBLJQgEA6CzcqVUIAAQQQQAABBBBAAAEEEEidAIF06mzJGQEEEEAAAQQQQAABBBBAIAsFCKSzcKNSJQQQQAABBBBAAAEEEEAAgdQJEEinzpacEUAAAQQQQAABBBBAAAEEslCAQDoLNypVQgABBBBAAAEEEEAAAQQQSJ0AgXTqbMkZAQQQQAABBBBAAAEEEEAgCwUIpLNwo1IlBBBAAAEEEEAAAQQQQACB1AkQSKfOlpwRQAABBBBAAAEEEEAAAQSyUIBAOgs3KlVCAAEEEEAAAQQQQAABBBBInQCBdOpsyRkBBBBAAAEEEEAAAQQQQCALBT7Rah5ZWK8TpkqF/QtOmLpSUQQQQAABBBBAAAEEEEAglQINBxuTyp4r0kkxkQgBBBBAAAEEEEAAAQQQQACBNoFPApHZAvYXE+eqdLK/nmR2jSk9AgggkL0CnM+zd9tSMwQQQACB9BZw2uBkS8kV6WSlSIcAAggggAACCCCAAAIIIICAESCQZjdAAAEEEEAAAQQQQAABBBBAwIcAgbQPLJIigAACCCCAAAIIIIAAAgggQCDNPoAAAggggAACCCCAAAIIIICADwECaR9YJEUAAQQQQAABBBBAAAEEEECAQJp9AAEEEEAAAQQQQAABBBBAAAEfAgTSPrBIigACCCCAAAIIIIAAAggggACBNPsAAggggAACCCCAAAIIIIAAAj4ECKR9YJEUAQQQQAABBBBAAAEEEEAAAQJp9gEEEEAAAQQQQAABBBBAAAEEfAgQSPvAIikCCCCAAAIIIIAAAggggAACBNLsAwgggAACCCCAAAIIIIAAAgj4ECCQ9oFFUgQQQAABBBBAAAEEEEAAAQQIpNkHEEAAAQQQQAABBBBAAAEEEPAhQCDtA4ukCCCAAAIIIIAAAggggAACCBBIsw8ggAACCCCAAAIIIIAAAggg4EOAQNoHFkkRQAABBBBAAAEEEEAAAQQQIJBmH0AAAQQQQAABBBBAAAEEEEDAhwCBtA8skiKAAAIIIIAAAggggAACCCBAIM0+gAACCCCAAAIIIIAAAggggIAPAQJpH1gkRQABBBBAAAEEEEAAAQQQQIBAmn0AAQQQQAABBBBAAAEEEEAAAR8CBNI+sEiKAAIIIIAAAggggAACCCCAAIE0+wACCCCAAAIIIIAAAggggAACPgQIpH1gkRQBBBBAAAEEEEAAAQQQQAABAmn2AQQQQAABBBBAAAEEEEAAAQR8CBBI+8AiKQIIIIAAAggggAACCCCAAAIE0uwDCCCAAAIIIIAAAggggAACCPgQIJD2gUVSBBBAAAEEEEAAAQQQQAABBAik2QcQQAABBBBAAAEEEEAAAQQQ8CFAIO0Di6QIIIAAAggggAACCCCAAAII9G4g3dKo2qpKrV5Spgv6F6jQ/e/MsZrzUKXW1jSqhe2EQEYKNKl21vnh/fp8zalpyshaUGgEEEAAgRNZgLbsRN761B0BBOILfDL+ohQusQH0/Qt054pdOhxvNc31ql5cb5Yu1D19R2ruykUqK86Pl5r3EUAAAQQQQAABBBBAAAEEEOgRgR6+It2iprpKlV9wqcoSBdGxVT+8Q4uuHqfyyr3iml4sDq8RQAABBBBAAAEEEEAAAQR6UuATrebRMys0QfTeB3TDNSu0r7l9jblFk3X7mPN17qQxKs7LiSxoaazVj5/dpieXr3el76eRyx/RgxMK1Z4y8pET9ontEm8fDQcbT1gDKo4AAghkgwDn82zYitQBAQQQQCATBfy2wT13RbqpRotvWdUeFOcW6ZrKGr3xsyWqKB8XFURb+JyCEt148xJt2fOYKopODm+LQ9ox506tbTieiduGMiOAAAIIIIAAAggggAACCGSBQA8F0u+rduECVR8OX4rOLVbFE1VaMLKg8yvLeedr1o+Xa1Lf3Dbu5r1au+pFunhnwc5HFRBAAAEEEEAAAQQQQACBTBTokUC6pWGLHtz8TtjnZBXPWqgZQ3wMHJZXqpkzL1FbKN2sw5urVXOEsbwzcYejzAgggAACCCCAAAIIIIBApgv0wKjdf1L9hg2qc+6Lzh2m68af2fmV6CjZHOWPq9DUdebNy4bq1JwBOsd1P3VUUl4gkDYCdsqQy1S23o5N31eTqrZqcWleuHT7tfqqsVpUb29TcJadbAbje0obtj+ttStdI9qb2yAmzZikSy+dqJKCPsnVzo6M/6Pt2vPST7Rq16H2z/QdroppV2pkzJgE7Qlc5eozWav3LdFFh2pNeR7QvevrFTqMbXlm3aabp5aov3uwgnjr7Er5TYFC4yTs/LV+81Slqus/ai+ieRZvbIWoRKEXdoBDY/rqK3o6arwFszBkcYmGjgjA1XcdAy5Xx4rzDgIIIBCQQKK2zK7C1W6kTXvmKpPftsxWKcD2LJi2LFSoNGzPaMvsluFx4gr0wGBjrpOZcc4dvlwvrRkvH9ejT9ytk2TN/d4Yn2S2JOu2QKIvH+7jwgTSlT/UiNrv6dbHwsGq57qTGWzvuA7uWKLbvvVI+3gEXnmZwO+aHz6guzvcXuEql/3y8eIIPTvmlvbbMsJ5RR/HSa5TJ2vwdYv1wPcvjw7AY8tnvsDs/M5tnVg4BbG3iVRqllcPl5YGbZp+g2Zud/2QELuu0OtkyhVgHQMtl2eFeDODBTifZ/DGy9qiJ2rLbKVd7YYNpNOiPXOVKem2zNYlyHN9QG2ZLVag7UZAdQy0TLaSPBDofQG/bXDqu3Yf+bVefdMZHCxPF14+jCC69/cTSpBWAk168TtTVZEwiLYFNoPtzfiWltf9KU7pj6uh8kaNLu8kiLafNvO0P1F+o+bXvB8nL/v27/XsAtfYBpGU7uPYNMgbZ2pKeRLr1Efa99htmjJ9vQ7GuzMj1DBfn4RFuDDNdVp1za1a3WEAQjMuw9xpSQTRNh9brjm6o+oteRcryDoGWa6wAX8QQACBtBFIx/YsmbbMAgZ4rg+sLbPlCrLdCKqOQZbJ1pEHApkpkPpA+sMjet/p1q3P6swvOV1bMxOMUiMQvMBxHT5sZ0g3V0Yn36Flm18LTWVmpzPbX1uluZOLwuMD2DXvV9WKbTriUYiWhkc1e+nutu7Xdrntbjy/SrsaGsP5vaYNS6/V4PC4fdI7qp53v2qbvMNHHf+FqreYsQ1MF+hbqmq035Sn4eAB7d38A31r+OmhEth13jHnadnO6/Zhu1zPWr5Je0Np29Zr63Dn9OHmOoV9mDEOtt8TJ2ht0ZEtSzQvcgXZeszT6to3Ix6OSXt+Nsu9enTDG1FBcEtdlb633hmXoZ9Kpy/Xhl8dcOVj67FcFcP7hUplg+m6pffpSY+xF4KsY5DlChecPwgggEAaCaRhe5ZEW2YBgzvXB9eWhcqVhu0ZbVkaHXIUpXcF7DzSqXz8Zdes1q+c0b/1S6F/k1orf/uXVK7uhMy7zbb/CVn39K70sdaamcPC+/6w1tm7jrmK+5vWyjGDwsvs8fH3rRUbDrR+7ErR/vQPJp+L29NesLj19Q4J323dOPXs9jTn3dq68bd/bs/C9ezjAw+3ThjgHJNnt5ZteNe1NLZco1qXvP5H13L3U/c6B7eOXfxyq7uG7pStpmbHXru3dayz3gHlrRs/iKnEx6+1LrngzHAdBrdOePjNOB425z+3Hnj4mtaznHPLmIdbGyMr/Lj1gw3lkWVnTd3Y+kFkWcyTj99srbx6cHidsRY2bZB1DLJcMfXgZdYIcD7Pmk2ZRRVJ1JbZasa2G+nQnsWWKVFbZusQ4Lk+sLbMlivIdiOoOgZZJltHHgikj4DfNjj1V6R793cC1o5ARgjknnO9Zo4rjDMI32m66NrL5Fw71QdH1fTXmGod2a2tL9ir2vaRp9KZczU+zsBkOYVX6LqLnJ4hTXr51d+0X8Vuy6D9/36lGll0Uvtr9zP3OvtN0V13nG/WHO+Ro7wh03VX2cC2BM17tPW596ITN72jt98Ld1/pdFDCPiocUapBTg77D6gx0vPlr/roaFN7nd5v1MF4V91zBqlsU334SnWdKid83smx7W+gdQywXNGl5BUCCCCQNgJp2Z4lasusXJDn+sDaMluwANuNwOoYYJlsFXkgkMECKR+1+29OOVWfMUCdDfeTwYYUHYFuCuTq9PPOSTgAV07eqTrFrCXecdT8H6/qZSeQzB2qyy5p63rtXbDPa/yaOo33Xuh6N1f9xoxQkXtk7shS03XtuW16MbTOROkiHzBPTlLRqFL1W7nf1CMcwJvANdLTPH+8Kt/uvFSRHD+dr9Psh516Rxbk6gtfH2J+eNgT8mquX6HJQ18wI59fqQE5p2lI3BHLIxmEnwRdx6DKFVtOXiOAAALpIpCO7VlnbVTA5/rA2jK7TYNqN4KsY1BlSpd9lnIg0HWBlAfS0QHAf+lA4x+lgvjXrbpeFT6JQKYKfEoDB3wuztXoZOrUrHfNfdDOkH46vdAcYp7RbzKZudLk6JRTT45Trv/R7w68E45hm3Vo5UQNXOn6aBJPj791QO/KTKGVRNq2JGaQlJoN2tnwZ3Mz24GO01m58skpGqt/PGedFr0enjbLDK5Wvbi+LcWC281fe9/0N3XegHM1cUJxnCvpwdcxmHK5KspTBBBAIK0E0rE9S9SWWbzgz/WJN0nybZnNJ5h2I9g6BlOmxEosRSATBFIeSKvfAA0yU9/uC33LP64jx+yIwwTSmbBzUMaeEuij/FPidJ/uShFONVevg4ijE677L2o68mHCFJ0uDHfH7h+5JN3+ibZ5N/fr/d0x82C3J0n8zHbZrlorzbhNi9zzaEc+dUg1KxerxrxeNKNtULO75k1ScdQPECmoYyDlilSCJwgggECaCdCeuTdIt9sym1kg7UbA7VkgZXJL8RyBzBRI/T3SuWfp3AucwNlMi/Dz3Z4jDnfOZ7qlbLxJX71qtlZVVmptTWPUKL2df54UCCCQ9gJ2Dul5Y/XVkqm6Z8FirfIMgpOsRd4Qla15zozOfb/mRkYN9/qsmf5q/VxNHH2bNjVGrut7JQzmvXQtVzC1IxcEEEAAgSDbMquZju1GOpaJPQ+BHhZI/RVpna6LLx+q3F07Qt1Am1/YpuePjNX4fL+XzN7T8z/fo+P1TVpqemj2mTxA3ywtiNPttIcVWR0C6SRw9KiOmRmt+vs9xHzV4W+Vl/9p8wk78VUfDZ7/pLaUhwcS85WPK3Fo3s0b4sz9nGtm4bpRNw6zIy6Yx6lf18RzXtMNJQu1r+2dOP+bQc6Kx6nM/pvdoqa6p7Thtfd01OtK9+GnNe+eEl28Znx4rvsU1DFSyu6UK5IJTxBAAIHsFsjE9iwlbZndzN1pN1LVnnWnTNm961K7E0Mg9VekzYGff8loXeh032x+7v9v726goyrvPI7/PDRbTj32UFlb1qIQA0p3CxUpFfVoy5tiBcEQKJbWg0IMKHsWF3l3a4+KvERa9xTLSyDYKtUlBPGIFUETq6vFgxA3tFuKpEEP7mItkKNnW2pMs88zc+/kZjKTmQlPhjvke8+BzMud5/7/n2cyT/5z732u/n3D2xnvTW6qe16/iM1K3Efjxny1ZZKirtFXZIlAEoE8fbkg35Sz3vJBneqTzVLtr1Nfpgl981UQ+TdZG1qmvPbXSPHzs7q4Xx/vd/CUDu75TQePNPE3Y4rcX23Uqtg1pOOv/XxIr29cpBnFxdF/Sc9r9ttL9NMb8ItLNH/ja941sYPXkjbzlkW+6POvq+06x0Qx2ccyjStZOzyOAAII5LpAro9n2RjLbB9nOm5kYzzLNKZcf68SPwJSFgppw9xzjO7yL3tj9ksfXTNXS6o+TN+/4ddadc9PVOPNzpt3xVQVf/OC9F/Pmgic5QJ5X7tSV8e+rEpwaalW+ZvTJPbv1UH/sd5DNORi/8X+g6l+mgHzkgJzvEl0aXy1Qs/UpTosOnp6xgCvgB8wfVug+P5YNTurI/u37SylvWc9qrULCuPOWQ7GFJdD8Ckd0oabv+J9SXCDVtbYeRkSLXbQL9T8tQ9okv8tRGODTnzkX1vMdY6u4kqUC48hgAACZ4dAbo9nLscy25+uxg2X45mrmM6O9ytZdG2B7BTS5rI3g0vu1aRe/h/r76qiZIYWbqkxF8Fpf2mq/6WW3FaidbXe7LvqowmzJ6igUw9bbT8mnkUgdAI9h+nGwLWhq0qXJT3ft6m+UktKX/Fm3E51WZDkmUZn7TwvukLjHj1yz2Pa186e8Ka6cpUsjJ7iIft7PPVa7xDq5NtI/IyZ8XT3Q5oeayt+rd4acs3F3oOHVP7gZtX5O5njVzX3m947rMP+893NXvre/ueU+c4/Mvu3qxzdxZUgDR5CAAEEzg6BLjOepRrLbHe6GzfcjWfuYjo73rBk0ZUFslRIG+IeI7TwsRIN9P9GtZejmV+oYZHJw7arptUf4PZcxu3asGKGrht+t56OFdFmdt1Zy7RwBHuju/KbltwTCVyo8Yvv0mD/98uc7zvv+u9oYVm1jvhFotn/W1O5QjNvvU+7j3mHd/Qq0g9LLjcHiXVg6dZfRbPHqpf30uj1mgu1cG3c73NDjbatXaCJYx5u56iSc5Xf/yK/JXPUyhzNXLEt7nPBxl+mldNHa2Tx4zoQvH5000md/MhP1FyvuqgoZtG4/2HddIuZpLAy7os7MxlMdfkyzZxa6sVlzsO+eVTsdZFgnOboMC5Pih8IIIDA2SeQy+OZy7HM9qzDccPZeOYwprPvzUtGXUzgnGazZC9nUyDve1TTpqxu/UdwWgHYInqdHl9wVZKLZ9lDTcZrWW308NLuk8v19srhXeI8anueq13qjtSnJclK2RJoUPX8GzVji52Qq5cmlb+g5SP8GeyD79f45xLEZ89p9ifW6m7OaT6wQsP9ojm2uvl2u3Keps7d4R0iHXsiyY0+JqYKE1Pwi6lgXOlMInZKdWW366ale7w93Ek2FXy411iVPlWqwnz/eGrvyePbVDxsrqqCBXLwde3eHqpF1Zs1I99H6Uhct2rDzgc1vNUlsOxGO9JWkhw71FayuNoF4ckcFeDzPEc77qwOu72xzCYeHDfCMp4FY0pnLLN5OPqsdzqWdTSuZOOGoxw7ZJUsJpsjCwLhEMh0DM7eHumIjzlHY8hcVe5ar7tH9k5frNdI3V3+rCqTFtHpN8WaCJy9At3Vd2KpNpdNaznyI1myeYM0pWyTlrYqopOt3N7j3VVQvEk709mmaSZv0DStS1RE2030HK/Sp2enjt2uG/lMeELLR/pfTLyjN/cH512wca3WU0tGx/aY25clW6Jx/SBBEW1f4TDHSFuu4kqWDY8jgAACuS6Qw+OZ07HM9mMYxzOXMeX6e5X4u7JAFi5/1Za3W/5o/evG0fqX+mr9/KVD+jDRpWjMH/qT5o7VZZeO0m1c5qotIo8gkFDA/PEx+n5tP3ibqn+2Qy9uL1NF7NQI8wJTgJZMH6vRk8a1M5FXwobbeTC4zV3a+/qTcdd/tjNwf09XD70+xe9y9Iu27XtHaFvFTr2wcZOq/EPQ7dbbfCaYCcdO+pfW865RP9G/dJV9QU8NLl6vV0fZz5k9eiO+PXPuWXpx2bZc5eg6LtseCwIIIHA2CgQ/d3NpPHM9ltm+DeN45jKms/H9S05dQSDLh3Z3BdLs55jpYQjZj5AtIoAAAgikI8DneTpKrIMAAggggIB7gUzH4Cwf2u0+YVpEAAEEEEAAAQQQQAABBBBAIJsCFNLZ1GZbCCCAAAIIIIAAAggggAACOS9AIZ3zXUgCCCCAAAIIIIAAAggggAAC2RSgkM6mNttCAAEEEEAAAQQQQAABBBDIeQEK6ZzvQhJAAAEEEEAAAQQQQAABBBDIpgCFdDa12RYCCCCAAAIIIIAAAggggEDOC1BI53wXkgACCCCAAAIIIIAAAggggEA2BSiks6nNthBAAAEEEEAAAQQQQAABBHJegEI657uQBBBAAAEEEEAAAQQQQAABBLIpQCGdTW22hQACCCCAAAIIIIAAAgggkPMCFNI534UkgAACCCCAAAIIIIAAAgggkE0BCulsarMtBBBAAAEEEEAAAQQQQACBnBegkM75LiQBBBBAAAEEEEAAAQQQQACBbApQSGdTm20hgAACCCCAAAIIIIAAAgjkvACFdM53IQkggAACCCCAAAIIIIAAAghkU4BCOpvabAsBBBBAAAEEEEAAAQQQQCDnBSikc74LSQABBBBAAAEEEEAAAQQQQCCbAhTS2dRmWwgggAACCCCAAAIIIIAAAjkvQCGd811IAggggAACCCCAAAIIIIAAAtkUoJDOpjbbQgABBBBAAAEEEEAAAQQQyHkBCumc70ISQAABBBBAAAEEEEAAAQQQyKYAhXQ2tdkWAggggAACCCCAAAIIIIBAzgtQSOd8F5IAAggggAACCCCAAAIIIIBANgUopLOpzbYQQAABBBBAAAEEEEAAAQRyXoBCOue7kAQQQAABBBBAAAEEEEAAAQSyKUAhnU1ttoUAAggggAACCCCAAAIIIJDzAhTSOd+FJIAAAggggAACCCCAAAIIIJBNAQrpbGqzLQQQQAABBBBAAAEEEEAAgZwXoJDO+S4kAQQQQAABBBBAAAEEEEAAgWwKUEhnU5ttIYAAAggggAACCCCAAAII5LzAOc1myfksunACBX3zu3D2pI4AAggggAACCCCAAAIIuBOoO1KfVmPskU6LiZUQQAABBBBAAAEEEEAAAQQQiAp8BojcFrDfmPh7pdP99iS3MyZ6BBBA4OwV4PP87O1bMkMAAQQQCLeAPwanGyV7pNOVYj0EEEAAAQQQQAABBBBAAAEEjACFNG8DBBBAAAEEEEAAAQQQQAABBDIQoJDOAItVEUAAAQQQQAABBBBAAAEEEKCQ5j2AAAIIIIAAAggggAACCCCAQAYCFNIZYLEqAggggAACCCCAAAIIIIAAAhTSvAcQQAABBBBAAAEEEEAAAQQQyECAQjoDLFZFAAEEEEAAAQQQQAABBBBAgEKa9wACCCCAAAIIIIAAAggggAACGQhQSGeAxaoIIIAAAggggAACCCCAAAIIUEjzHkAAAQQQQAABBBBAAAEEEEAgAwEK6QywWBUBBBBAAAEEEEAAAQQQQAABCmneAwgggAACCCCAAAIIIIAAAghkIEAhnQEWqyKAAAIIIIAAAggggAACCCBAIc17AAEEEEAAAQQQQAABBBBAAIEMBCikM8BiVQQQQAABBBBAAAEEEEAAAQQopHkPIIAAAggggAACCCCAAAIIIJCBAIV0BlisigACCCCAAAIIIIAAAggggACFNO8BBBBAAAEEEEAAAQQQQAABBDIQoJDOAItVEUAAAQQQQAABBBBAAAEEEKCQ5j2AAAIIIIAAAggggAACCCCAQAYCFNIZYLEqAggggAACCCCAAAIIIIAAAhTSvAcQQAABBBBAAAEEEEAAAQQQyECAQjoDLFZFAAEEEEAAAQQQQAABBBBAgEKa9wACCCCAAAIIIIAAAggggAACGQhQSGeAxaoIIIAAAggggAACCCCAAAIIUEjzHkAAAQQQQAABBBBAAAEEEEAgAwEK6QywWBUBBBBAAAEEEEAAAQQQQAABCmneAwgggAACCCCAAAIIIIAAAghkIEAhnQEWqyKAAAIIIIAAAggggAACCCBAIc17AAEEEEAAAQQQQAABBBBAAIEMBCikM8BiVQQQQAABBBBAAAEEEEAAAQQ+kxWC+jJNGP6wDqS9sfM0cHKxxva/SEMmjdPgHt3SfiUrIpCzAsHfk+6TteHACg3Py9lsCBwBBBBAoCsKMJZ1xV4nZwS6pEBI90h/rANbfqRlS+9R0eXfUvEju3WkqUv2D0kjgAACCCCAAAIIIIAAAgiETCCkhXRQ6aiqVt+pMbes0r4GqumgDLcRQAABBBBAAAEEEEAAAQSyL5CdQ7uDeaU8ZLVJDTXPaeubv9aOVVt0oDH64sba1Zp6x+f1fEWxCjjSOyjKbQQQQAABBBBAAAEEEEAAgSwKhHCPdDf1GDxBM2au0Pa9W7VoZO8YR+P+n2hB+UGxXzpGwg0EEEAAAQQQQAABBBBAAIEsC4SwkA4I9BiiGatWqmTQed6DH6tm5Y/07HFK6YASNxFAAAEEEEAAAQQQQAABBLIoEO5C2kL0uEpzf/zPGuzPXty4Vy+88kEWidgUAggggAACCCCAAAIIIIAAAi0C2T9HumXbad/qVnCTvnvdT1XzcoN5TYNe++UeHZ9YqJ5pt8CKCJxpAe/c/107tGnNyzoWCSdPvUberhlTp+i2EfnK6NT/pnpV/2yX9r7+pNa9fLQlubxBmjR3km64oUjD87u3PJ7qVrL2eo1UyfSxGp3wMnSHtOHm8VpWe0ry5j647mi1ye9RPbKlVpHpDWw88+do5h3D1Tc+wWTb7GAOTfXV+vlLv9HvnytTRe3HrTLOGzRZ94y7St9ImEdw1cRzNETWiFh8S0NHZWDrJEfHMQXT5TYCCCCQkYDjscxu28nnpJdEsrbaHcvsa8MznrkZy2xODseOZK4Zj9cOY7IpsiBwhgXOaTZLp8dw2tcUbNLxylm6Zu5u74/z0Srds0aFPeP/Mu/0TEK5gYK++ZG46o7UhzK+Lh+UGYBe+rc5mv0Lr7hsA2Kum/7d5Xp0+vuaM9K73nrSSflO6cjuFZpz1+OxifjaNBd5wGvzwW+3LWBbvSDN9sxgOeWnj+qB0cGCP+4Pj9dG6cVxd6vimDdDoLedvJGr9PrG4BdfaW5TaeaQ0jeQcN5glTxdpvlDEnwN11SnbbOmad6uwBcTgZe23EwnLkc5Oo2pJQNuhVeAz/Pw9k2XjyzlZ20mY5nVdPQ5GemYNNtKOJbZBkIwnqX0jSQa/a+9scyu4WzsSNM1nfHaWUwBB24i4Fgg0zE4/Id2R4DMBGSXFOhLPlbjuzr83l/9e/xEILwCkYHjNpUkLaJt6Oa66b9YqHvX1aaYSM8MaJXzNLU4VRHttzlHU2dtaeca7KdUV3a7xqTTXmOtni6+XUuqPrSNJ1j+Ry8uXdqmiDbnZujabw8LHD3iOIe0fAPhNtZo3ZTZ2lBn9qK3Wj5U9aLpaRTR9kVefyWd+NBVji5japUsdxBAAIHMBNL6rE13LLObdvU5GW3L3Vhm2zsD41lavjY2b0k6ltnnXY0dLvvIVUw+AD8RCIdAjhTSUrce5+sLMbOPdOLkJ7F73EAgnAKmUC2/T4tjezjtodwzVfrMW7JHD9h/h6rLdd+skeplirOaLTv03+0k0lT3hO5duMM7LFyyhyvPX7VN+7y2WrdnG2rUsV0P6d4kBZ9tb8HKPdGjPOzq9hCtJeV6uS4aW92Rt7R15a0a6M9PoHdVsfjHqk50PfdT/6mK7e/KJKi7y6t0KBLTYe175ie6a2TsKzDzJbnLHMyRKttXBHzN3pDJi7Wh+ncx37YmlmWfntj621ZfWjTVlOuHW0z8kaW3Rsxapa1vHw60Y3NZpZLYVQSST3zoKkeXMXmJ8QMBBBDogIDbscwG4Opz0m/L2VhmG8z6eOZuLIt4OBrPnPaRo5hsfiwIhErAHtrd6csf1jeP79O3+RL777L5zVWfdGCLn1Q1L7jMa6PPsOYFL5/sQCNn50sirsaWJWQCn77VvOKa/tH3fZ/+zVfP29Wc+F37afPJlxc1X+3/jiT8PXm/ufKOy722BjaPX/5GkrasgWnvrUeax/fzfl/6FTdX/unTOJxge2a9K2c3V/7hL3HrRO9+enh980S/rT6XN8/Y+r633u+by8YN8GKy27q+ecX+/0vYRvTB4DYd5NDKd2DzxPW/M5knW/7SfHj9lObLfONx65vrY6t+2vynrcWx5y67o7L5T7Hn4m58+rvmslsGejkHLfz1XOXoMiY/Nn7mggCf57nQS10sxlaftac7llk7V5+T8W11dCyz7ZzB8ayV7+mMZTYPV2OHyz5yFZPNjwWBzhXIdAzOmT3Srb99aNDBuj+2foh7CIRMoKn2JT1/1DtfuFeRHlo8whzonGgxpy6MuE+rZ12a6MnoY8f36IVX7WR7Zuk9Vfffe1WStuwKpr0hs3T/DK+9RDPdB9szLY2Yt0iFSSYni07250feoDfe/H3LXmy7OX/pPUKjB33Ov9f2Z3CbLnJoeFfvfOD55g3Tdwv7tzNhW3cVjBqhAX5Uhw6rPnYq99/08YmGlpw+rNeRRHvd7Wu7DdCMbbXenuoalU280G8x+tNZjg5jah0h9xBAAIGMBJyOZXbLzj4n49pyNZbZGLM5njkby2zgjsYOl33kKiabHgsCIRPI0UK6hwYUfDFklISDQFDgz6rdVaXotFV56n3LRF3Xo73J8T6nQdePUO9gE7Hb5rCvV3bqtUjhZ9oaN0qD2msq8rpge22L38b/elNv+IVk3lDd+K2Ww69jm43duFCFG2tihzn/duVwxY72jq2TKi73Oahnocre8Q5Df2d96skHP99TF7QN3GSQp4u+PiRm31i7WpOHFmrh2jJtKNuummRFdSx3/4bLHF3F5MfGTwQQQKAjAi7HMrt9l5+T5kwd52OZjTHL45mzsSwa++mPZ277yN0Ya/NjQSBcAjlx+asI2dHDOhg/P1C4LIkGgYDAJ2o4/pF3/1xd2u8f2tlbGl2t21e/oau6r1VFm/f5X/Xe4Xe9PaaNOrqmSJeuCWwqjZunDh7W+zKXoIqs26j3zXnQsc18qUD57Rb5aWzAZPeF889rJ0fXOaQTk5kopWqrXqr7i/nb7bB2rNqSdKbzboPG6/tXbNay/d5ls8zkahXLa6MbWXqP+WnPm/6eruz3DRVNHJzkaAC3ObqJKR0n1kEAAQSSCbgcy+w2XH5OdsZYZmMM23iW/lgWif60xzOXfWQjMqKnHVO0Hf5HIGwCOVNINzWc0MmY3kXql39u7B43EAifwB9Vd9A7FFvd1fML7Rzy7Aef92X1u9Rc+9lel7nVEvxDptUT6d/xDmXum2iP7PlmIr+Ue7jT31TiNTs3h+h1Nw/pwz1x19VOHEzbR+0h2+WbpLlztCx4Xe7YmkdVtWa5qsz9ZXOjk5rdv3iSBrf6AsJxjk5iiiXADQQQQKADAi7HMrt5x5+TwYyyMpZ1bg6nPZbZ8E577OiEPjrtmIIdzW0EwiOQI4d2Bw8tMnjd81XQO1FFEB5YIkEAgSwI2OtuLh6vfxp+hx5aulzrEhbBacbRY4hmbHzFzM79Yy2KzKSe7HXmEi9bFqlozBxtq4//0iPZazr4eBhj6mAqvAwBBBBAIImAy7HMbiKMY0cYY0rSHTyMQLoCubFHuuk97Xvzf2M55V1zpQZRR8c8uBFGgS+qYICZoKv2mAnulI6f/LP56U/YlSTepo914kRTgif/Tj16ft48btvqroFLntX24nYmJkvQQrsPnTBHe5jN9u3UvdKdkEPkupvTklz72V5q7HbdPuzvo6mf/3UVXfGWpg1/WAfaxTATtQ2eoBn234ImNdQ8p61vfaATifZ0H9uhxQ8N1zc3FnrXye6EHCOxnk5M7SbLkwgggEAKAZdjmd1UZ31OmqazMpZ1Qg6dMpbZODs6dnRiH3U4JpsPCwLhE8iJPdJNtc/qCf/cRVOMXPvtYd4fruEDJSIEogL+QGTvtZ3sK6FScObOVit8Vhf36+NN8HVKB/f8RsdbPZ/pnTx9uSDflOTe8kGd6lNNqFVfpgl9zZEgkX+TtaFlymu/lRQ/XedgitxfbdSq2DW646/9fEivb1ykGcXF0X9Jz2tuL2zvj5DiEs3f+JqZbC3+WtJmoptXd+pXx/0vP1znmCi2TGNK1AaPIYAAAukKuBzL7DZdfk6eibHMdQ7ZGMtszJmMHS77yG472ZJJTMna4HEEzqxA+Avphl9r1f2bvdmPDVbvKbprQtwlZ86sIVtHIIFAcNZss0/6maf0XKzgSrC62Wtdt63Cm5k7/nkz2FxSIH9e7cZXK/RMXapDis2sm5V3aoBX/A6Yvq1V8Z33tSt1tX9UR6LLY7UKwbS1f68O+o/1HqIhF/sv9h9M9dN1Dh+rZmd1ZB99ZIbVWY9q7YLCuHOWgzHF5RB8Soe04eaveF8S3KCVNfbogUSLHfQLNX/tA5rkfwvR2KATH/3NW9lljq5iSpQHjyGAAALpCrgcy+w2XX5Omk//rI9lrnNwOZbZ2FyMHW77yE1MNjcWBMInEO5CumGfNsydr3W13ky69hqB93xfgzv1ENTwdRIR5aZAt0GjdJN/Ln/jK1q1qFJH/J2XrVIy30jve0xzV+5puZZxq+fNnx6RGS/Piz7auEeP3POY9rWzF7mprlwlC3d77fXRhKnXtj6Ko+cw3Xidf6h5g6pKlyU937epvlJLSl/x2kp1WZC4wAN3necQaLv9m2bG090PaXrMI37t3hpyzcXeg4dU/uBm1SXsp+gqTe8d1mH/+bj5Gtzl6C6m+Gy5jwACCGQi4HIss9t19zlpGjsDY5nzHGyDaS2pxjLbiJuxw2kfOYopLSJWQiDLAiEspO00/09qw9oFmjC0KDCDrjnncfJKlU5kb3SW3yNsrqMC3S7XnQ8UqVfk9Y06tmuBxtyyQBuq6s2VNL2loUbbVpTopomrk16aKbJmt/4qmj3Wa8scUhy71nHcdY5te+Z3Z+KYh1XjXSc674qpKv7mBf4WvZ8XavziuzTY37Fszvedd/13tLCsOlDsH1dN5QrNvPU+7T7mNdarSD8sudzsU+jA4jSHc5Xf/yIvCHtJsDmauWJb3DWfbfxlWjl9tEYWP97at+mkTn7k94LZ41JUFLNo3P+wbjL9tK6yxhyUH1jMZDDV5cs0c2qpZ2s+k24eFXtdZE1nOTqMKZACNxFAAIGMBVyOZXbjzj4nbWNnYCxzmoPLscwG5mjscNpHjmKy6bEgEDKBc5rN0ukx2fMrU07y014U5g/W6x/S5jWT25kQyR7OMl7LvEsHdZ9crrdXDvfOK22v7dx/zp63ape6I/W5n8xZl8Fx7VtRrKlrapLubY6mbN7jE8bpH3duU5U9aru7OQ/5wAoN9wvdyErm8O+y23XT0uR7rtvw9Rqr0qdKVZjvH4scXMN8aVU5T1Pn7vAOkQ4+l+h2H00qr9DyEX5RHvydS3cSNIc5HN+m4mFzVeXV+IkiTv7YUC2q3qwZ+T5wR+K6VRt2PqjhrS6BZbfYkbYS9VNH2kkWU3IJngmXAJ/n4eoPovEFXI5lts2OfL4l+pyMtnV6Y5lt4wyOZ07HsqhH5n8rJBo73PaRm5hsfiwIdJ5ApmNwCPdIx+HkDdKklf+h59e3V0THvYa7CIRGoKeGLCjTU0tGx/Ymtw3N+6Jo+djWh1+3WbG7Coo3aWfZNA30678267Q8kDdomtYlLaLtet3Vd2KpNqfTnvk9nFK2SUtjRXTLdjK75TCHnuNV+vTstCzMFN66u/wJLR/pH87+jt7c/2EgdBvX6hT91LJ61PYHCYpou46rHF3G1BI7txBAAIHMBVyOZXbrrj4no21lfyxzmIPTscyPy8V45raP3I2xNkcWBMIhEM490rZ4njtW/S4wl6xJe7bd4LeJdocee6TD8RYjCl+gqb5aP39xp55dtaXlMGNT4JXMu1t32vd5Y7UWDrxDFUn3SPstmZ/2MOOf7dLe15+Mu3aynb36e7p66PW6bUR++odgR9rboRe3l6kiNieB2Y6Nb/pYjZ40LsFEXsHfuXT3SHdCDvZw9oqdemHjJlX5h6DbzXifI5ddOsqzsBOwzdI1c6PnjueNXGVm9vYvXdUSV6SfXjI44dUAAATmSURBVNqjN+LbM+d5ZWzrqJ+cxtSSKrdCKJDpt+EhTIGQznIBp2OZtXL0ORlh79BYZl8ZgvHM8Vhms3I2djjsI2cx2QRZEHAskOkYnJ1C2nGSNNdaINNOb/1q7iGAAAIIhEWAz/Ow9ARxIIAAAgh0NYFMx+DwH9rd1XqQfBFAAAEEEEAAAQQQQAABBEItQCEd6u4hOAQQQAABBBBAAAEEEEAAgbAJUEiHrUeIBwEEEEAAAQQQQAABBBBAINQCFNKh7h6CQwABBBBAAAEEEEAAAQQQCJsAhXTYeoR4EEAAAQQQQAABBBBAAAEEQi1AIR3q7iE4BBBAAAEEEEAAAQQQQACBsAlQSIetR4gHAQQQQAABBBBAAAEEEEAg1AIU0qHuHoJDAAEEEEAAAQQQQAABBBAImwCFdNh6hHgQQAABBBBAAAEEEEAAAQRCLUAhHeruITgEEEAAAQQQQAABBBBAAIGwCVBIh61HiAcBBBBAAAEEEEAAAQQQQCDUAhTSoe4egkMAAQQQQAABBBBAAAEEEAibAIV02HqEeBBAAAEEEEAAAQQQQAABBEItQCEd6u4hOAQQQAABBBBAAAEEEEAAgbAJUEiHrUeIBwEEEEAAAQQQQAABBBBAINQCFNKh7h6CQwABBBBAAAEEEEAAAQQQCJsAhXTYeoR4EEAAAQQQQAABBBBAAAEEQi1AIR3q7iE4BBBAAAEEEEAAAQQQQACBsAlQSIetR4gHAQQQQAABBBBAAAEEEEAg1AIU0qHuHoJDAAEEEEAAAQQQQAABBBAImwCFdNh6hHgQQAABBBBAAAEEEEAAAQRCLUAhHeruITgEEEAAAQQQQAABBBBAAIGwCVBIh61HiAcBBBBAAAEEEEAAAQQQQCDUAhTSoe4egkMAAQQQQAABBBBAAAEEEAibAIV02HqEeBBAAAEEEEAAAQQQQAABBEItQCEd6u4hOAQQQAABBBBAAAEEEEAAgbAJUEiHrUeIBwEEEEAAAQQQQAABBBBAINQCFNKh7h6CQwABBBBAAAEEEEAAAQQQCJsAhXTYeoR4EEAAAQQQQAABBBBAAAEEQi1AIR3q7iE4BBBAAAEEEEAAAQQQQACBsAmc02yWsAVFPOkLFPTNT39l1kQAAQQQQAABBBBAAAEEEEgqUHekPulzwSfYIx3U4DYCCCCAAAIIIIAAAggggAACKQTYI50CiKcRQAABBBBAAAEEEEAAAQQQCAqwRzqowW0EEEAAAQQQQAABBBBAAAEEUghQSKcA4mkEEEAAAQQQQAABBBBAAAEEggIU0kENbiOAAAIIIIAAAggggAACCCCQQoBCOgUQTyOAAAIIIIAAAggggAACCCAQFKCQDmpwGwEEEEAAAQQQQAABBBBAAIEUAhTSKYB4GgEEEEAAAQQQQAABBBBAAIGgAIV0UIPbCCCAAAIIIIAAAggggAACCKQQoJBOAcTTCCCAAAIIIIAAAggggAACCAQFKKSDGtxGAAEEEEAAAQQQQAABBBBAIIUAhXQKIJ5GAAEEEEAAAQQQQAABBBBAIChAIR3U4DYCCCCAAAIIIIAAAggggAACKQQopFMA8TQCCCCAAAIIIIAAAggggAACQQEK6aAGtxFAAAEEEEAAAQQQQAABBBBIIUAhnQKIpxFAAAEEEEAAAQQQQAABBBAICvw/PD0zpmJK2RwAAAAASUVORK5CYII=" alt></p>
</div>
<br><hr><br><div class="question">
<p>A model plane flies with constant velocity at constant height. Which diagram represents the forces acting on the plane?</p>
<p><img 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" alt></p>
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<p>The graph shows how the acceleration <em>a</em> of an object varies with distance travelled <em>x</em>.</p>
<p><img style="display: block; margin-left: auto; margin-right: auto;" src="data:image/png;base64,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" alt></p>
<p> </p>
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<p>The mass of the object is 3.0 kg. What is the total work done on the object?</p>
<ol style="list-style-type: upper-alpha;">
<li>
<p>300 J</p>
</li>
<li>
<p>400 J</p>
</li>
<li>
<p>1200 J</p>
</li>
<li>
<p>1500 J</p>
</li>
</ol>
</div>
</div>
</div>
</div>
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<br><hr><br><div class="question">
<p>The graph shows how an external force applied to an object of mass 2.0 kg varies with time. The object is initially at rest.</p>
<p><img 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" alt></p>
<p>What is the speed of the object after 0.60 s?</p>
<p>A. 7.0 ms<sup>–1</sup><br>B. 14 ms<sup>–1</sup><br>C. 18 ms<sup>–1</sup><br>D. 28 ms<sup>–1</sup></p>
</div>
<br><hr><br><div class="question">
<p>A tennis ball is dropped from the top of a high building. Air resistance <strong>cannot</strong> be neglected. Which graph represents the variation with time <em>t</em> of the magnitude of the acceleration <em>a</em> of the ball before it hits the ground?</p>
<p><img 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" alt></p>
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<div class="column">A ball with mass m moves horizontally with speed <em>u</em>. The ball hits a vertical wall and rebounds in the opposite direction with speed <em>v</em><<em>u</em>. The duration of the collision is <em>T</em>. What are the magnitude of the average force exerted by the wall on the ball and the loss of kinetic energy of the ball?</div>
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" alt></div>
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<br><hr><br><div class="question">
<p>No external forces act on a given system during an inelastic collision. For this system, which is correct about the conservation of kinetic energy and the conservation of linear momentum?</p>
<p><img 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" alt></p>
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<br><hr><br><div class="question">
<div class="page" title="Page 3">
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<div class="column">An object of mass m rests on a horizontal plane. The angle <em>θ</em> that the plane makes with the horizontal is slowly increased from zero. When <em>θ</em>=<em>θ</em><sub>0</sub>, the object begins to slide. What are the coefficient of static friction <em>μ</em><sub>s</sub> and the normal reaction force <em>N</em> of the plane at <em>θ</em>=<em>θ</em><sub>0</sub>?<br>
<div class="page" title="Page 3"> </div>
</div>
<div class="column"> <img 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" alt></div>
</div>
</div>
</div>
<br><hr><br><div class="question">
<p>A block rests on a plane inclined at an angle <em>θ</em> to the horizontal. Which of the following gives the relationships for the normal reaction <em>N</em> and the frictional force <em>F</em> with the weight <em>W</em>?</p>
<p><img 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" alt></p>
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" alt></p>
</div>
<br><hr><br><div class="question">
<p>An object is thrown upwards leaving the thrower’s hand at time <em>t</em>=0. Which graph shows how speed <em>v</em> varies with <em>t</em> as the object rises and falls?</p>
<p><img src="data:image/png;base64,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" alt></p>
</div>
<br><hr><br><div class="question">
<p>The graph below shows the variation with time<em> t</em> of the velocity <em>v</em> of a car travelling in a straight line.</p>
<p><img src="data:image/png;base64,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" alt></p>
<p>Which graph shows the variation with <em>t</em> of the displacement <em>s</em> of the car?</p>
<p><img src="data:image/png;base64,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" alt></p>
</div>
<br><hr><br><div class="question">
<p>A body moves on a straight line. The graphs show the variation of displacement with time. Which graph shows motion with negative acceleration?</p>
<p><img 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" alt></p>
</div>
<br><hr><br><div class="question">
<p>A ball X moving horizontally collides with an identical ball Y that is at rest.</p>
<p><img 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" alt></p>
<p>X strikes Y with speed <em>v</em>.</p>
<p>What is a possible outcome of the collision?</p>
<p><img 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EAAAQQQQAABBBBAAAEEEHC9wF9cX0IKiAACCCCAAAIIIIAAAggggAACCCCAAAIIIKALEBDmi4AAAggggAACCCCAAAIIIIAAAggggAACCHhEgICwRyqaYiKAAAIIIIAAAggggAACCCCAAAIIIIAAAgSE+Q4ggAACCCCAAAIIIIAAAggggAACCCCAAAIeESAg7JGKppgIIIAAAggggAACCCCAAAIIIIAAAggggAABYb4DCCCAAAIIIIAAAggggAACCCCAAAIIIICARwQutqacP8nq3q1lhLwsn7/bQapacxJSRQABBBBAAAEEEEAAAdcJZMmJ5O7SctzeUpesXFwXeeGhenL1rW2kQzxPIaUG5ICICmRnfCyzN+yXf6x4S1ITV8vXoxtLVERzxMkRQMAuAlwf7FIT7smHJT2EszM2yOId5yRrxybZfibbPVqUBAEEEEAAAQQQQAABBCwWKCe1kpZLxolMydi/WiZ2iZNyvjOWk+h7J8mWDO0z9bnxn7bflJEvSjv5SCaPGyOD298q9dqMkBXpZ3xH8gIBOwtk7x0jdw/bpAWDX5eZn52zc1bJGwIIhFmA60OYwT1yOgsCwn/IgZUrJT1LE8zaJm+l7BdCwh75NlFMBBBAAAEEEEAAAQTMFKgUL52H9pQmvohwlFzdqIHUCuw2qe3XIWmATFy3VZb3i9cDyFkHlsiw9h1lWOrPZuaItBCwRCCq0SuydcU0mf7G03KDJWcgUQQQcKoA1wen1py9821+QPjc57JsTWZuqbPk5PpP5QARYXt/C8gdAggggAACCCCAAAJ2FbiislQNDAAXmdeqkjB0tszsUjN3j+9kRd+RsppRi0WK8QECCCCAAAIIeE/A5IBwtpzZskLWnlbdg3O3k0vl72t/Mn7jJwIIIIAAAggggAACCCBgocDV0mLos5Jo9Cpm1KKF1iSNAAIIIIAAAk4UMDcgnL1f3p22TbKi68st0cYd2DnZuXG3MHuXE78e3spzduZGGdkmTmJqNZGk5DRh5i5v1T+lRQABBBBAAAEXCVSqKbF/NZ5HsuSfR7/j3s5F1UtREEAAAQQQQCA0AVMDwtkHPpUNJy+V+N6j5eX2tX05y9oyW95N/8P3Oy8QsJ9Alvzw6Xuy9MB5LWsnJXXq8px5sO2XUXKEAAIIIIAAAgggUJJAVEWpUiVvnomsn8+IustjQwABBBBAAAEEEBAxMSD8k3zwzlI5Wa6xPNKhgST06Zs3TEsyZcMnh1hcjm+cjQXKybV3Py7d4ipqeawhiQO7SLzRqcTGuSZrCCCAAAIIIIAAAoUIZP0o3x694Pug3NVVRd3lsSGAAAIIIIAAAgiYGBDOztggi3f8W2pogeC2atWHqo3lgaaVco21xeXWrJId51hdji+dfQWiareScesOSMaJnZKclCDGt9e+OSZnCCCAAAIIIIAAAgUFtHVN1i2Rtb54cCVp0qqxVC24I+8ggAACCCCAAAKeFDCph/AfcmDlSkmXBHmsU33JGZxVXdo+003ra5m7nf5IFm/5p/EbPxHwE/hJVk9aKif83jH/ZTjOYX6uSREBBBBAAAEEEECgdALZmatk5BRtXRP9sHISfe9wGdmueukSYW8EEEAAAQQQQMDFAuYEhM9skr+nZEp0+17SKeZSH1dU3N3SuoYx7l5bXG7RBsmgk7DPhxdKIFvOpb4jUz+3cla3cJyD2kQAAQQQQAABBBCIpEB25laZN2uodLx3qGw+rcLBWjC45WB5Z3JHqZU3nXAks8i5EbBWIDtDPv772/L222/Lm083kcsvulVG7f13IefMlrO7x0iTyy+Si2K6ydt7/1XIPryFAAKuEuD64KrqNKMwF4eeiDYka9sm2ZlVW3o9fFf+YfZRDaT3C81l7sDNegt91r6VsupAdxkSf3nopyUFdwic2yNz3vxQTssA68oTjnNYl3tSRgABBBBAAAEEEPAJXJCD4+6TmHG+N4p4UUkSp26Q5I70DC4CiLddJZAt/1rcXa7rvkz+k69cl8myDw/KK40a547iNT78TfYsmC+fqZ2PL5PnXrxTWu98VmKMj/mJAAIuEuD64KLKNLUoofcQzt4v707bJtKyr/QuEOiNkqotO0u7aKOXMIvLmVp7Tk9Ma6FaPWSIzD5gYe/gcJzD6fVA/hFAAAEEEEAAAccIXCq3jPxYW/Mhs5D/vpW0NdNk+MgnJTH635I68C6JadxH3kjNZHFrx9QvGS2bQJRc9chS+ePPP+XP/++ILOp6Q24y/5Ejyz6SfQVG6VaWuwe+LgP+dlXZTsdRCCDgIAGuDw6qrLBmNcSAsDYUf/sq+eBkdWnXvUnhCzVUuku6tq+dWyhtcbmU2fLBmQL/IoW10Jws8gLZmRtlZPv2MviTk5ZlJhznsCzzJIwAAggggAACCCBQSoEoqRTfTvokDZdZS8bKPapTyuktMqNXW+k4aZecK2Vq7I5AWAX+tVg6a1M4XHzbGDmi9fM9MuYOubjIKR+KyVlUXek6sKsYIWH5/ogcO1vw+Tsqpr28vW29vHLDZXJZ9FVyZTFJ8hECCERYgOtDhCvAnacPMSD8T0ld9JGcrvGAdG12dRFCl0tcp04Sb3QSztorH21jcbkisJz79rl0bWG4PnJXrdoSo/6LbSvDZi2UrZkXJDt9mjyVfDS3bGckPflJadqivyz17xl8YLy0NI6tdaO08+1vkFyQE6kLZfaQtlLPt586VxNJmpQsq9PPGDtqP8t6Du24VTNkWJs4qT9ka+5CJH7JBrw05qlrF5tbZj1fheUn4ED9V1WeBTK5dxOJaZPsW1BPT9PfMaheLaWxCcxLIfkIrMt83v5l1V775T0n5Sw5kdwl5zvgf1yB/QLzwe8IuFQgO1O2zk2WlOTk3OvXfTI5/Y9CCqs1sKZNFf160vhJScl3TStkd95CAAEEEChWIKp2GxncO0GbRVht5+XgzOEyMfXnYo/hQwQiKnDVI7LiD62Hr+rl6/vvKxndqHypsxXVUHs+1wK9+vafvfJZ2m/FpHGDPN6npdBXuBgiPkIg0gJcHyJdA648f0gB4eyMDbJ4h9bWfnKWtphcQKDILxhUt+V4Sc9Z5ldDPCep096X9IKNlK4E9kKhsjOXy1P3PyJTj94u7+z/Nmf43rG50vXqH2Xxw3FSt/0cbY5gY6sq8Ulz5HM1zG/rCLnFeDtuhGzxDf07JGuT6hqfaOvOaVNLPHmPtOw1RhaceVCW6OdQQwJHaMMBtUaJmeNlcPuOMsx3k1+6c+QFYW+VTtrQqRX+geq8XOS90gI8n45oK/VbPCcfHI/XFmrILfP+1TKxSxXZqeenhbQbsVFOBH7PVbBVW+ykXeyNWnlGyewtRg9pLTC7ebS2CEovGTtzS56X3qulh/RflVH4UMdS2+QWo6h8nNslk3v0lMH+eZBrJLFLM4nOExCJflCmbD0kGeuSpJb/+9pjV62k5ZKxf4501qeKqSGJI1dKWoH98h3ELwi4UECbX3/Vk1IvJlH6jBkvE8aNl8nLD2gNTUVNnXRe0petlIPq38rTm2XCqNW+hiIX4lAkBBBAIAwCl0qtWxvIX31n+k7WLtqpdRtgQ8ADAlE3yJ2J1XIL+i85eCTvaSyv9Nq8osvelDerPSHP3533l5L3Oa8QQMCVAlwfXFmtZSlUCAHhP+TAypWSLvfIlLTcgJgvoBc4p9e3smfqPbkt9Fo2T6bK5gOF9ZAqSxE4JqIC2Ydl3sCxsvnix+WdOUkSX8lYwlkLynYcKrMWDc7rHV6mjP4sW4f3zplaolxzGTi5V+451JDAJJk1s7fU0NP9Tla8MrcMDQ1HZd5z42TH0dNBPiCo/DwhfRcfkqpdpsp7k7vllblSvHSevEw2jGysfde1niiLn5fu/Zb7BYXPydbxg2XB3u/lZ18Dicr8BclcNVh6Tv8/0n35V7nz4X0ly/vF5/7NnJTN01bKgcDgspTV5idZPfDZgvnQ6nL5kGlyvOcaOZqRKinPtNSCwNrq3Pc+KyMnTJGxXWrm1eD/xEnD2pfm/R74qmIVqXJxlER3eUWmJCXkX2wycF9+R8CVAtoc+h3nyGH172LGpzLl3pwrlWgh4ZPrPy3k77mSNO33snSLq+hKDQqFAAIIREIg6ubb5A6/25Wsz7+UA/nuwSKRK86JgMhFF10U8n/FO5aXOvWMJeKy5OczvxbsXHJ2k7zy8nfy/OTeUtd4hCs+UT5FAIEwCHB9CAMyp9AFyh4QPrNJ/p6SKTX69JW2VUv6F0R7MG7XV3rVMOaNOCpz39kUZACOmrK1wPc75cN9RS8KFxXTXUb28evtW9rCnNkpi9d8l3PUX2Okti/gnPNWvhv9k2mS9n1p7/LrSp91n8q8d5fLkn4l5VP1+Bsp/ZZr+VHB6aGJhQQ6L5UYrefvoIYqqJMlpz8ZK4PmHs69AaskLSZ/KmvfXSjr/BtIDiTLW98+Ih+sGy+d46vmClWVhEEj8/5mCmtEKbNNdenw7s6C+fh6s+xpNEZmdIyRqKja0mJQitaT+6h8PqeL1Iq6WlqMGJnb61fL4qFU+TTjQm5eC/7IPvCpbDh5nbR9+K5CjAruzzsIuFogKkba9nswt/FKK+k/MyTzXIEWHomq3UrGrZknfbV/K8tdXVUIDbv6W0HhEEAgEgLZZ+XsbwWvv5HICudEwFqBS+TaG+rIFfpJ/iOnfg4ICGf/Q97ukCQf3/eSPF+GKSmszTupI4CAtQJcH6z1dU7qZQwIX5CM1StkZ1ZtaX3vjVJSOFjniLpR7nnIWFxOC5Xt2CTbWVzOOd+UknJ68kOZvbawaQ20OaTvbZ5/uoGS0irN53+5QqpcZTQ0lObAwH0vl5sbNRC/TiSBO2iznaTKlCnb9LmFyzW9X5oV1RASFSvtu6tewmrThoFPfiNgIUWtgaRhI6lnnCFugLw59I6CgVMtiNToTiNA/Jv8cvb/GkcE97NEm4B81NCC973qFf33XEmbH9mYiy8rTebN3lnE4iw/y44lH8nJGolyT9zlweWVvRBwuUBU3N3S2mgUzTooe/7fohvSRK4reqFWlztRPAQQQMBUgd/OSr7HjajKUvmKoJ5cTM0GiSEQKJA3R7D/fMGlex2YZuDvl9SpJ3G5b/528Ij84NvhP3J0xmB5WYbJR9NbS2Xf+7xAAAE7CHB9sEMteCMPZQsIZ38tq+anibTsK73jgw34XC7xWm/iRCN2l7VbFq8+VnDoijfc3VPKK6rK1XqdatMaDGwvHYcslfSAnm9R8S/ILP85gUtT+qpN5JH2aqqCihLfs63EBd7DR1WUKlUC3yzNCYLdV+sdvGWFrD2d0wM5qmrl3Bb3wo7XAq3N75cmvu+6GQspnpPDGf+b/2Rm21SpIpWLpdR6P3fonFsurffzmhWSmu8pKzd7es/lXyXxhcckvtj08heH3xBwtUC+Bp5C/p71wmvXmbWzZf7/dJWkIhdqdbUShUMAAQRMFcj+/pgc9Q0e06bBanN3iFOZmZo9EkPAWoErr5Lo3HXl8k6ULWc/HioPvPU/MjMliaki8mB4hYC3BLg+eKu+iyhtGQLCOQ+sc09WL30PpqqN5YGmlXKzovWcfHeB7AgIHhaRT962q4AvKKkyqM2bu3y4dGrQXJImLZCtmUVPKRB8cbSpCiZv0+bVPSArk/x6r2oLu22dO12GtekkEw6YcZ6ScnReDnx5UO8dLFo/4tjYa3J7ABdxXNWb5fYbjf7G5+SLL4/kHlvE/mV6OwI2Ve+Xp40pQLK2yVsp+wMadbTrw7ZNslMayQPNWZyiTNXKQS4VKC+1Y6/NLZv2MPbL+YC/He0jfRTCT9Lz5e4SQ2OKS78HFAsBBMImoNa5eG2RGMv3SrkEeaJvk4IjssKWIU6EQJgFfB13tPP+fEZ+0WZLyc5YLP2e3in3/X2yPBJTIFoc5gxyOgQQiJgA14eI0dvpxKUPCBvD5i+9Xe5rcnUpy3K1NGwcm3fM6ZXy0vjUwoedn9slk9vESUyt2lKvzVRJI3Cc52arV1pQcsK83AXIjIydlNSZo6RPi9uk3ZBkkwLDKu1sOZe+VmYPaSv1YnrI4p8vldtGz5bhcUbg1Ti/FT//VzIOn8tNuIhgTr7T/o/E1DMaP7Rl4w5/Kz/m+9zsX8Jl49/TX1scK2V2/ukwso/JmkW7RYqbUsPsopMeAo4QKCfXxNTOnZYmS/515jf5r3++tcBFSq8hsrPpc/Jk0CNv/BPgNQIIIOBigcCpH0oqanaGrO6XJBN861zUkHsmjpUnYgq5Z+SZoyRNPneqwCXXSb24nFmEtUmE5X+Pvi/d7x0q/3zufZl+Hx03nFqt5BsBUwS4PpjC6PREShEQviAnUpNlWI+BskINm7/wkbw1suD0AMWBZGduluT1h/120YadLx8ojxeYZiBLTqyYJrMP5MyxmHUgRV5bkeF3HC9tJZC7ANmOrXNleJc4v56zqsfweOlzb1cZuTmzYG+4oAuhgp2rZXLv5pLQZZ5kxj4vmzJ2SvLQJOngW4Qt6MRM2LGQYE4JqVq3QFQEbPx7hQdM/ZJ94AN5f1816fXM/WLMflwCDR8j4BmBcrXriNEkmr+RSJuXf+5omSZPy4IJ99B7zTPfCAqKAAJBCZxLlxWT5mtrlxh7Z8vPu1fJvNRC7i21fVcnT5Ckux6QwZ/k9g2Obin95y7IWTTXSML3k2cOHwUvbCDwL9n7/rPS5PKL5KKLtP8ubyJPv/2xZGg9e0PesnbJxF6vyo+PLpXVz95c9JohIZ+IBBBAwBoBrg/WuHo71SADwkclpU28tOw1XlbkBmnzpgeoIzFtkuVEsY7q+Bulbov+stR3vHGAMc1AHak/ZGvusPpyUqvzC9I3Tq2xrs331fJFGdU5xjiAnzYViKrdQvpM/kC+DgwMZx2QpU+PkHkZZZnaQWuIWPW8tG4/UGZ/3UCmfLJMJia1kFphH05dQapcnderJH8wp6QKKSd/rVvTgiBPpGyulqYPPyA19GL7T/3yhxz4JJXF5Er6OvC5dwX8h2b5FLRGndQx0uPdq+S1qY8xVYTPhRcIIOBtAS1Qm9xFHykY06CDDFt+wG/qLa1DyZY5MrZXotTVRhKq0YS+/7R9B4+bI6nSVPqOHCHDp66WtN0p8mJi7SICYDxzePt7ZqfS/1M+frq53NZjunz2n9x8/eczmflce7m3+/tlDApXkKuiy+ck9p8j8lP827JudFMWkbNTtZMXBIIS4PoQFBM7lVrg4uCOqCt91h2SPsHtXMheZTi+0h0yZN0BGVJIarxlb4GcwHBT6fTwXBncb4qkqh7lWWny/sqv5YmhCUXckBdWppxASfeBH8pptahc7/7StnZeULawI6x776/SrFUjKbdlc84DyaG9su9ML6lVNZjIdG1pfe+NpSh3MKWIrE1U/GPyXMulMniLNo3G6Y9k8ZZnpEXLr2XZmu+lRvu7Cy7+F0yR2AcBtwtcUVn0S4bq5fbLL3JW6/Fz7ferZNiIPdJk/BLpELHrm9vhKR8CCDhPQAvUJi2XjKQw5JxnjjAgc4qSBLKPLpOphxJlwZ5t8lijq7Tdtd6Abz8j3Z5bJseXvSULBnaQ0Y1yg7slJeb7vIJUvVrNE3yZXN91tnwyvTXBYJ8NLxBwjgDXB+fUldNyGmQPYacVi/yGTSBznjw1Ka2Q6SCipFJ8ksxaNDh3NefST7OgeqGnb9qqBYPVVl7qxESbHFQtjVKUVG1+vzQpl3tM1l75aNs/i0nAb87hGolyT9zlxexblo8ibVNd2j7TLbeX8DlJnTZfPv1khaw900Se69MggvVUFkuOQSBMAuWukTp1cxu1/vWLnMlYLv0fniD/6v2OjEss7Zz8Ycozp0EAAQQQQAABiwX+LfuW/q88rk2ZmBMMVqe7Sho9+64sfSVBe/2NLPvwYCHPW8Fkq1xOMHgRo5CC0WIfBOwnwPXBfnXinhwREHZPXUaoJP+fnF6zSnYUsehfVK2GcttfVRS1nFxV9QrJ94XzHz599FvJ9M0NV1hRzsiuvRkFboSyM/fLV/9bzMRapTpHYef1e69qKxk2pHHuHMkqCPq+pBd16jP/kC8PqSkyakrnMb0kPpiOxH6nKt3LMtqU7iQF9o6KayuPNVTTumjbyTnSd8hmFpPL0eD/CJQskJ0m77wwTU63/7ukJNWjEaVkMfZAAAEEEEDApQLlpdErY+WRqwIfGC6V2jfU0fr3VpJbbrimDPcKleW+vx+WjKUEg136xaFYnhDg+uCJao5QIfPF5yKUB07rdIHTK+WlIavkRGHB0XPfybF/apHecgnyWKf6+W9kjOHTqvwXvpSPd/6svdCmQkibKp2eXC1n5BKppAWRc7YsOZkyRl4xFqdTi4ZM6iOJz22U/5O7h8gx+XKfloZafOT11XJQ5afEcxgHZ8tvZ8/6As6FzxF8qcT0GiWDfEHQRTL69V2iTZoQsP0sWye9LalZFeWWfhNkWCE9/7LPacPFjaNKDIYbO/r/NMHGPzn1urT5iIqV9t2NALlKoJI0adWYxeQUBRsChQr4zUWe9b38XH+MvDf0DgvmFy/05LyJAAIIIIAAAo4SuCCZR76V/1zfSfo8UN1ROSezCCBgtQDXB6uFvZA+AWEv1LLlZdQW9/hkqNzffqik+K34nJ25Wd4YMk1b2CNOuv19vDwREzD/b7mb5b42NXNz952s6HWbtihIHUnof0IeGd5KCyxeLvF9B0nn6Nx5GtTidEm5C4g06CkLfu0g89eMl4fqG/Npab12B94lMffPlF9bNpNbVCN7iefIPf25PfLu/N15C5Yc+kiWp50pKBdVT/rMnSfDW6ol1bQFEWf2lceHLJV0o4e0CkYP6SP9lmdL4sh5hQd7sjPkg5kfSu7a11ow/AtZtq6w3s+fyLIdRh4uyOH16yXNOI8ZNlo+Vk9YIAeNUhaRD+Pjgj+1aTTa9ZVeNXLrp0Y3ebodN6sFnXgHAUPgcqlcVV0HtcVS7x0riybcQzDYoOEnAggggAACCOQXyM6UXTvOSvPnnpS7Kwf2Hs6/K78hgIDHBLg+eKzCrSnuRX9qmzVJk6onBNQcwsvjZMagKrJj/iey9/OFMnuLEeqsIYn9kuSRLl2kRVGLJWkXsq3TxslL72zRF467pcsAea7fY/n2V4Hlt8aOkRm56ZaL6yKDnn9KntBXjFY9it+Ux7u9IwdVj9wuI2TUiM4SX8nvpqnYc5yTrUMekD7Lc2YqLlBnl3aRlIOTpIUxd7BvhwtyInWlfLxphUzzX/k6uqX07d1cGt3dKV8Zcg5TK2Z3l5bj9vpSyf+ikQzfukj61PhMht3SS1aoGScK2+JGyJZ1SVJL+6xsNv8tIR8il3aZK/snt8idHqOwTBjvZcuZVf3kroHb5K/9lkhqqRYNNNLgJwJeEVDXm4fkpXMDZNHMLlLL7zLlFQHKiQACCCCAAALBCGTL2Y9fkDsm1pF1nz4rdblnCAaNfRDwiADXB49UtOXFJCBsOTEnQMDdAtnpkySxy355bNM86RPYC9zdRad0CCCAAAIIIIAAAgiYL3B2gzzd5lNpu+51uY/eweb7kiICThbg+uDk2rNV3pkywlbVQWYQcJrAT/LBO0vln007S3uCwU6rPPKLAAIIIIAAAgggYDeBsztk1JMb5G/vjScYbLe6IT8IRFqA60Oka8BV5ycg7KrqpDAIhFngzG75aIewmFyY2TkdAggggAACCCCAgAsFso/K4gHzpeq4qfJIzGUuLCBFQgCBMgtwfSgzHQcWLkBAuHAX3kUAgRIFtPmDt22SnVUfkEda/rXEvdkBAQQQQAABBBBAAAEEihBQwZ6eY+TIM5Pk2bp+wWBtIegNL4yRZf/KLuJA3kYAAdcLcH1wfRVHooDMIRwJdc6JgBsEstNkcrM+sqfnElmWVE9Y68INlUoZEEAAAQQQQAABBMIuoII93dtI92VHCj31ZZ0WyfcrHpGrCv2UNxFAwNUCXB9cXb2RLBw9hCOpz7kRcITAGUmb1EHq1aotMY37yBupmZKt9VRY3e95mfs/T8ukXgSDHVGNZBIBBBBAAAEEEEDAhgI/yOJuzYsMBotUk9btmxAMtmHNkSUErBfg+mC9sXfPQA9h79Y9JUcgOIGsrTLsll6y4kL+3cvFPSOLFjwvCZXoG5xfht8QQMAQ+P333+XYsWMSHx9vvMVPBBBAAAEEEEAAAQQQQACBCAvQQzjCFcDpEbC9QLk75Km/PyuJ0eVyshrdUvpOXS271w0kGGz7yiODCERWYMOHG6RT+w7Solkz2bhhY2Qzw9kRQAABBDwjcPr0aRk5YoQ82r27Z8pMQRFAAAGvC+zcsVMe7tqN544gvwj0EA4Sit0QQAABBBBAoHQCKcnJMmHceN9B19W8TgYPGSqtWrfyvccLBBBAAAEEzBJQgeDpb78tSxcv8SWZcSLT95oXCCCAAALuFfB/9qhevboMHzmS545iqpsewsXg8BECCCCAAAIImCfw/Xffy4D+/ekxbB4pKSGAAAIIaAJGj+C7Gt+RLxgMDgIIIICANwV++ukn/bmjyZ130WO4iK8AAeEiYHgbAQQQQAABBKwRIDBsjSupIoAAAl4TIBDstRqnvAgggEDpBAgMF+1FQLhoGz5BAAEEEEAAAQsFCAxbiEvSCCCAgIsFCAS7uHIpGgIIIGCBAIHhgqgEhAua8A4CCCCAAAIIhFGAwHAYsTkVAggg4GABAsEOrjyyjgACCNhAgMBwXiUQEM6z4BUCCCCAAAIIRFCAwHAE8Tk1AgggYGMBAsE2rhyyhgACCDhQgMCwCAFhB35xyTICCCCAAAJuFiAw7ObapWwIIIBA8AIEgoO3Yk8EEEAAgdILeDkwfNGf2lZ6Mo5AAAEEEECgeIGYWrWL34FPEQhSoEnTpvLegvlB7s1uCCCAAAJuEBg5YoQsXbwk5KIMHzki5DRIwNkCzZu3kDqxdZxdCHKPAAIlCqQkJ8uEceNL3K+4HapXry7jJ06UJk2bFLebKz672BWloBAIIIAAArYTyDiRabs8kaHwCphxU1a+fHl5oFWr8GacsyGAAAIIRFRA9Qw2IxisChFqcCCiEJzcFIHffjsvLw580ZS0SMS+AnRGsW/dOClnqsfwpk0fERB2UqWRVwQQQAABBBBwj4AKBD/7/HPS7eGHpUKFCu4pGCVBAAEEEChRIDo6Wj7fvUtmz5wlC+aHNkKEBuoSudkBAVcI8LfuimoMqRChdka5ruZ1MnjIUGnV2hudUZhDOKSvGwcjgAACCCCAgJkCKhCshvd+8eVu6ZOURDDYTFzSQgABBBwkoILCo0a/qgeGe/Ts6aCck1UEEEAAAScJqEDw9BkzZOv27Z4JBqv6ISDspG8peUUAAQQQQMClAgSCXVqxFAsBBBAIUYDAcIiAHI4AAgggUKiAVwPBBgYBYUOCnwgggAACCCAQdgECwWEn54QIIICAIwUIDDuy2sg0AgggYDsBrweCjQohIGxI8BMBBBBAAAEEwiZAIDhs1JwIAQQQcJUAgWFXVSeFQQABBMImQCA4PzUB4fwe/IYAAggggAACFgoQCLYQl6QRQAABDwkQGPZQZVNUBBBAIAQBAsGF4xEQLtyFdxFAAAEEEEDARAECwSZikhQCCCCAgE+AwLCPghcIIIAAAn4CBIL9MAp5SUC4EBTeQgABBBBAAIHQBapXv0YqVqwow0eOkC++3C19kpKkQoUKoSdMCggggAACCAQIEBgOAOFXBBBAwKMCBIKDq/iL/tS24HZlLwQQQAABBBBAAAEEEEAAAQTsL3D69Gn5/fzvUie2jv0zSw4RQAABBEIW+P333+XYsWMSHx8fclpeSICAsBdqmTIigAACCCCAAAIIIIAAAggggAACCCCAAAKaAFNG8DVAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQ8IkBA2CMVTTERQAABBBBAAAEEEEAAAQQQQAABBBBAAAECwnwHEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABjwgQEPZIRVNMBBBAAAEEEEAAAQQQQAABBBBAAAEEEECAgDDfAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAwCMCBIQ9UtEUEwEEEEAAAQQQQAABBBBAAAEEEEAAAQQQICDMdwABBBBAAAEEEEAAAQQQQAABBBBAAAEEEPCIAAFhj1Q0xUQAAQQQQAABBBBAAAEEEEAAAQQQQAABBAgI8x1AAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQ8IkBA2CMVTTERQAABBBBAAAEEEEAAAQQQQAABBBBAAAECwnwHEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABjwgQEPZIRVNMBBBAAAEEEEAAAQQQQAABBBBAAAEEEECAgDDfAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAwCMCBIQ9UtEUEwEEEEAAAQQQQAABBBBAAAEEEEAAAQQQuBgCBBAIXiA9PV1O/XRKfvrpR/ntt/PyzddfB3Vw4zsa6/sl3HqrVKxQUerE1gnqOHZCAAFnC6hrxu/nf5cjRw6X6Zpxww31pFq1alwznP01IPcIIIAAAgiEJHD69Gk5deqUnsbRI0fl/PnfCk1P3TdUqFhB/yw+Pr7QfXgTAQTcLxDsNaN69WukWvVqOgjXDPd/LwJLeNGf2hb4Jr8jgIDIt8e+lbS0NNnz5W45cOCAHM84XoClRWJigfcC3/juuxNFHntT/frSqFEjiW8YLxUq5Ny8BR7P7wgg4AwBdeO1L22f7N2zR/7xj4P668CcN0xoKFdeWSnw7Xy///rruSKPvePOu6RevXqi0omOjs53HL8ggAACCCCAgLMFfv/9d0nfl643JO/etVuKeo4ItpSVq1SWBg3iRT1zqPuHunXr0sgcLB77IeAAAXXNOHbsmKR99ZUc+uYb+f777wt9jihNUVSM49prr5V6N94oCQkJXDNKg+ewfQkIO6zCyK61Ajt37JTULVvks892+oK4xo2U6uVrtLqXpfXMuFirVv3Dhw4VCBipAE+nzl2kWfNmBHqsrWZSR8A0AdVwtG7dOvlo4wbfNUMlrm6k1DXDaHUP5ZqhRiUcPnxYH5GwNTXVl3d1zVAB4jZt2nCj5lPhBQIIIIAAAs4SUKOJtqZulV1ffJ4vkHN9zPVSs2Yt/X6iYsUrpO4NdfWCqZFDRTUKq7TUZoxo/PHkjwWeOdSzTbNmzaTl3fdI02ZN6ZSii/E/BJwjoJ4/tm3bKh9v2pTvmmHELVQD0BVXVBQ1OlltwVwzjBGN6prxww8/aNekvGcO45px2+2NiVU452sSVE4JCAfFxE5uFlAX1EULF8r69evk7C9n9aKqYM49995reYuY0Qtg7969+QJKRnC49YOtuUlz85ePsjlSQPUEXrxocYG/2fvuv1+/8SpL8Lc0EIU9OKqHxj5JT3KTVhpI9kUAAQQQQCBCAurf8nVrP8j3/GE09Fo1elCdU3VMUaMft2/fnu+5p0PHjgSHI/Rd4LQIBCNQWCcUdf//QKvW+ojj2LqxRTYUBZN+Yfuocxojpv2vGcQqCtNy5nsEhJ1Zb+TaBIGNGzbK6lWrfK1fKggc6Zuhwi70PXr2lL79njL9Am8CIUkg4CkBNYJg/nvv+a4Zxs1QJHv1q+D09m3bJSV5jq+HsrpmtGnXVqwOTHuq8iksAggggAACIQqojiAbPtyQ79/sdu3b6T111T1FUb1+QzxtkYcbIyP9O8Woe4jujz7KyKMi1fgAgfAJqGvGju07ZN7cd309gSP5/FFUrILnjvB9J8w+EwFhs0VJz/YCKhA87Y2pevBEDX94pPuj2n+PhP0mrCQodZO2ds1q7b+1+q4qYN1/wDMEeUqC43METBYIvGY89FAbWzbSGL2NFsyfrwtwzTD5i0ByCCCAAAIIlEFANd5+uH69zJo5U++Va8dRPTx3lKFiOQQBiwRUIHjpkiX5rhldu3WTBx96yDYxi8DnDhWofqJXb2nVupVFKiRrhQABYStUSdOWAv5BHXUj9sKLAx0xNErdRM6eOUuMII/qSTB46FDb/GNgy8omUwiYIKBudMaPHau3yKvGo6f69ZNuDz9s+2lcAh88VWB42PDh9PYx4TtBEggggAACCAQrYAR1Jowbrx+i/j3u+fjj0qRpk2CTCPt+6h5CTYu1eNFCPXhN43LYq4ATeljAuGYYjUdOCLIG5lnFWV4Z9aqtr3Me/ooVKDoB4QIkvOE2ATW0YeKECfowbxXUGfPaWEe2XAUGhoePHOGI4JTbvk+Ux/0C6m/tpREjfdcMpwSCA2vGuEEzHkTVMNCBgwfZPqAdWA5+RwABBBBAwGkCy5YukymTJzk2qGrcQxiBKTqkOO0bSH6dJqA6r73y8kuuuWbQIcUZ30ACws6oJ3JZRoGU5GQxgiFuCaD6B7hVC9zk119nGokyfj84DIFAAf8HuP4DBsiTfZ90fABVBbinTJqkTz+jGsWmvfkWrfaBFc/vCCCAAAIImCDgP7rIDffpKjA8dcrrvpGK6nmqT1KSCVIkgQACSiDw2V6NYnbytAtGY5IRg3HL85Rbv60EhN1asx4vl7qwDh82VB/qrVqnxo4f57opFvxbEbnQevwLT/FDFvDvFayGZ02YOMl1Uyyoh9Qhgwbp86ernj6jX3vN8cHukCueBBBAAAEEEDBJ4I2pb8iM6dNFNb4OHjJUunbralLKkU/G/9nKrfdJkVcmB14TcGPnNaMO/Z+t3NA4ZpTLbT8JCLutRimPqB5+I4YNc+XNWGD1qha4US+/rPf84+YsUIffEQhOQC2k8sLzz+lDtNze80VdM+bMnqM/sKqbs5mzZrsu8B1crbMXAggggAAC5gj4B0vd2hHFkPIfSTV+4kRXBb2NMvITAasF/IOlbn+G99JzltXfGyvSJyBshSppRkTAf0iT2y+sgcDGzZl636lzJAeWid8RCIeA0ZvHa8FR/5szHujC8U3jHAgggAACbhTwH7HnlX9P/QPgjDhy47eaMlkpoEbsJfXu7YmOKIajfwBcNZq9+fZbjFI0cCL8k4BwhCuA05sjoILBT2gLJu1L2ydeXThJ3Zz1e6qvPhzc7b0czfnWkIqXBdQ14/lnn9MXjvPqjYm6ORvQv7/vujlq9Kte/kpQdgQQQAABBEol4NVGZQNp9KhX9bmFVUec6TNmuG56PqOc/ETALAHVgKTuvdW0Msnvvuu5dYCMKTJU+ZcuW84oRbO+WCGkQ0A4BDwOtYeAfyDUKy3zRckHBsYJ8BQlxfteFvD/O1Hzb7848EXPcigLY7EYevl49mtAwRFAAAEESilgBEO92qhscPkHuAjwGCr8RKCggHHN8HoDijFKUQmx0HXB70m43yEgHG5xzmeqgAoGd+vaRR9yoVqmnbwip5kwxj84qrc0QWEzZUnL6QL+wxy5ZuTVpnHNUDep8+bPZxhXHg2vEEAAAQQQ8An4Nypzn53DYgyBV795sdej78vBCwSKEDDus+l8kQNEDKeIL0oE3o56VdsicF5OiUDIAsaFRCX0wbr1cnvj20NO0y0JNG/RXM6dPacP41I/1e9sCHhdwLhmZB7P1Ic20oCU941Q14jo6Gqy8P33Zc+XX2qNa63lkksuyduBVwgggAACCHhcwD8YrEYYDR8x3OMiOcWvVq2aJCa2lJUrV8iC9+ZLbGxdia0biw0CCGgCRjBYNSCp0czcX4tUqVpF2rRtK/u1+ZTnprzLNSOCfyn0EI4gPqcuu4AR2FEpMDypaEf/f4DoKVy0E5+4X8D/IY6ewUXXtzH0k57CRRvxCQIIIICA9wS4jyi5zo3ns7O/nJWVa1Z7bn7UkoXYw2sCPIsXX+NcV4v3Ccen9BAOhzLnMFVAXTgebN1KT5NgcPG09BQu3odPvSHAzUbw9ax69Bg9hU+fOiX33X9/8AezJwIIIIAAAi4VePqpfrLriy8YYVRM/apef6qn8IYNH8r6dev01+o9NgS8KEAwuORaV72l1ahENTqRnsIle1mxx1+sSJQ0EbBKwAjsqJbnMa+NZWXKIKBVz2A1RGWBNi+oWtmTDQGvCTz/7HOyL20fD3FBVnzXbl31a8baNWv1YW5BHsZuCCCAAAIIuFJABXa2pqbq/zYy3VTxVVwnto4+elPtpdZ5Ub2G2RDwmsAbU9/Qn72ZZ7zkmq9QoYK+fknlKpXllZdf4ppRMpmpexAQNpWTxKwWGPXyywR2yoCsgsJqCPiEceNFrezJhoBXBIyHODXXHw9xwde6f0OSmkaCDQEEEEAAAS8KqM4UqlMFgZ3ga98ICqsOPMOHDRXVoYcNAa8IqPvmGdOnS4vERBZ3D7LSVVBYjfxWm2pIOn36dJBHsluoAswhHKogx4dNQN2QqYAmN2RlI1c3Y+21ydvPnj3LvMtlI+QohwkY8+GqFX2nTpvmsNxHPrvGiAzVu/rjzZsZkRH5KiEHCCCAAAJhFFCdKB7v0UPvVLFi1aowntkdp+I+zB31SCmCFzDm0a5du7be61UFOtmCF0jXFpnr1L4D19zgyULekzmEQyYkgXAIqIvDs/2f0S8OM2bODMcpXXcONUfPnXfeJclz5sg333wtXbp2dV0ZKRAChoC6Iev/dD+pXr26zNK+86zoa8gE/1OZNW3WTNasXi1btnwqHTp2xDF4PvZEAAEEEHCwgOqh1vOxx+Syyy6Ttdp8uNxHlL4y1boE2dn/lffnL5Dy5ctrz3EJpU+EIxBwiIDqSPHYo93lwoULMmv2HImuFu2QnNsnm9WqVfOtZaKuHXfceYd9MufSnBAQdmnFuqlY6uLap1cvkYtEFi5eLLS0lb121cIOxoJRXGTL7siR9hfo+2SSZB7PlKXLl3NDFkJ1qevtjTfeJPPmzhUWmQsBkkMRQAABBBwloNYfOPTNIf3Zo2bNmo7Ku50yqwI6n+3cKSu04eCtWz8oLDJnp9ohL2YKDB86VFt4cpdMeX2q3N74djOT9lRaN998s3z/3Xd6Q1LDhgnC9dfa6mcOYWt9Sd0EgTlaC9vxjOMy7c23tGAmLW2hkqoFo9ScRmpuI9Xzmg0Btwmo6WXUNAfDR45gmgMTKrdJ0ya+ReaYg9wEUJJAAAEEELC1wLKly/RF5NR9RHx8vK3z6oTMTZ8xQ9SCUf2e6st8wk6oMPJYagF1f6wWY1ZTW7JmSan5Chww+rXX9GvGC88/xzWjgI65bzCHsLmepGaygDGPDHOAmgurhsE92KqVVK5cWTZv2WJu4qSGQAQF1Hf7rsZ36I0eKXPfjWBO3HVq/znIt+3YwUgNd1UvpUEAAQQQyBUw7pHVHKDMG2ze10IF2UcMG6Y31vdJSjIvYVJCIMIC6h65edOm+nP1mg8+4B7ZpPogDmQSZAnJMGVECUB8HFmBHo8+qk8VMf/995m7y8SqUMPAr7yykqxcsYI5vUx0JanIC6ghnicyM2W2Nm8wwxLNqw81d2Lt2tfL0sVLJCrqYub0Mo+WlBBAAAEEbCRgTBXx3oIF3EeYWC9qGPjBAwflfc2VqSNMhCWpiAuoRe+/3L1bkrWOKExvYF51qPmE1dQRque1WtNE/c5mvgBTRphvSoomCaiWZDVVxOAhQ2lpM8nUPxk1dUTDhIYyS1ukT7VssiHgdAE1XGtraipTRVhUkWrqCGO6GbVoHxsCCCCAAAJuEjDuI/oPGMCUUxZU7Njx4/RUJ06YYEHqJIlA+AVUL9YF8+eLGs3M9DLm+xtTRwwZNMj8xElRF6CHMF8EWwqoAOWTffpI9erVZdKUybbMoxsyFVu3rix4b7788e8/pHmL5m4oEmXwsICx+OTrb7zBiAKLvge33X67zE15V3788Udp07atRWchWQQQQAABBMIvYNxHTJ/xDvcRFvCrEYrly5fXewnT488CYJIMu8DLI1+SX389JzO0DlYsfG8+vxqhaIxqjo2tK7F1Y80/icdTpIewx78Adi3+0iVL5OwvZ+WVUa/aNYuuyJdqyVQ9/lTLppozjQ0Bpwps3LBRH1Ew5rWx3JBZWIlqYU+1YIbqic2ilBZCkzQCCCCAQFgFuI8ID3e3hx/WF4uix194vDmLdQLqPljdDz/Vrx8L31vHLGpU8/Ux18srL7/EqGYLnAkIW4BKkqEJqN7BahoDFahUQ5TZrBUwhm/NnjnL2hOROgIWCkx7Y6p+s8DKvhYi5ybdt99T+qsZ09+x/mScAQEEEEAAgTAIcB8RBmTtFKoXpQqgqWkBVRCeDQGnCqj74MpVKotq5GCzVuCFFwfqnQVVp0E2cwUICJvrSWomCBi9g3s+/rgJqZFESQKqx5+a94hewiVJ8bldBYxePepmgc16Af9ewswlbL03Z0AAAQQQsFaA+whrfQNTN3oJqyA8GwJOFPDvHcxUEdbXoOrwo3oJL1u61PqTeewMBIQ9VuFOKK76Q1d/8PQODl9tPdqjh36yD9evD99JORMCJgnM01b1VS309A42CTSIZIxewosWLgxib3ZBAAEEEEDAvgL0Dg5v3fj3Emb6qfDaczZzBOgdbI5jaVJRHX8YWVAaseD2JSAcnBN7hUmAFvowQQecRs0l3DChoT5VR8BH/IqArQVUD9V9afv04Ye2zqjLMmf0ElYjC9Q0P2wIIIAAAgg4UUAFJFWQoWu3bk7MvmPzbAyzX7hggWPLQMa9KaDW3VFzBz/0UBvWLQnjV8DoJaw6ArGZJ0BA2DxLUjJBYMunm/Wefk2bNTUhNZIojcATvXrrc/Mwn1dp1Ng30gJGD9UHH3oo0lnx3PnbtGurl3nDhxs8V3YKjAACCCDgDoF1az/QC2IEKN1RKvuXQvUSVovUrl2zloWt7V9d5NBPYPGixfpvxmg5v494abGAarhTHYGYss48aALC5lmSUogCqrVN3RTQ2hYiZBkPV0F4NexeBeXZEHCKwPr16/Q5sFWPVbbwCqiRBWp6n5Urlof3xJwNAQQQQAABEwTUCBc10kUFJpkH1ATQUibR/dFH9SO2b9teyiPZHYHICSxetFAfWcuzR/jrwOgAZHQICn8O3HdGAsLuq1PHlsi4GTB6nTm2IA7NuLoRVsF4FZRnCLhDK9Fj2d65Y6feq73l3fd4rOT2Ke4DrVrrLfWqQY8NAQQQQAABJwns2L5Dz25iy5ZOyrZr8lontg4Ny66pTW8UxHj2UCNr2cIvoILwLRITRXUIYjNHgICwOY6kYoLA5k8+0W8KVK8ztsgIGDfExg1yZHLBWREITiB1yxZ9R6aYCc7Lir3atGmjJ2s06FlxDtJEAAEEEEDACgFjqjoWsrZCN7g0aVgOzom97CHAs0fk66FDx456hyAVnGcLXYCAcOiGpGCCgOqRqiZn/9vfmpiQGkmUVUDdEDNtRFn1OC7cAsZ0EQzzDLd83vno3ZNnwSsEEEAAAecIqGcPY6o65+TafTmlYdl9dermEvHsEfnaNToC7d27N/KZcUEOCAi7oBLdUIT0fel6MYweqm4ok1PL0KxZM9m+nbm8nFp/Xsm3Wkzg7C9nhekiIl/jRu8eppqJfF2QAwQQQACB4AR49gjOyeq9jIZlNVKUDQE7CxjPHrfd3tjO2XR93lRHoIYJDeWjjSxqbUZlExA2Q5E0QhYwWnjiGzJdRMiYISag/pFTgTZW7wwRksMtFdi2bauevrohYIusQKNGjfQMGA/Xkc0NZ0cAAQQQQKBkAZ49SjYK1x5qhKgaKcqGgJ0FjGePZs2b2TmbnsjbffffL8czjgtrmIRe3QSEQzckBRMEdn3xuT5BOEO/TcAMMYmEhAQ9hbS0tBBT4nAErBPYvWu3Puc4K/xaZxxsykZDnvFwHexx7IcAAggggECkBHj2iJR8wfM2uu02/c309JwRowX34B0EIi/As0fk68DIQcKtt+ov96XtM97iZxkFCAiXEY7DzBVQf8w31a9vbqKkViYBNXRLzSO858vdZTqegxAIh8D+/ekSFxcXjlNxjhIEjKFb33z9dQl78jECCCCAAAKRF1BTHPHsEfl6MHJgjPZK++or4y1+ImA7AZ497FMl8fE5o8r37tljn0w5NCcEhB1acW7KttEabAw7dlPZnFqWBg3i5cCBA07NPvl2uYAaHqSmNbnxpptcXlLnFO/mm29huKdzqoucIoAAAp4WOHbsmF5+nj3s8TVQo72uj7leDn3zjT0yRC4QCBAwnj2YPzgAJoK/tkhMlB9++CGCOXDHqQkIu6MeHV2Ko0eO6vmvVq2ao8vhpsw3vqOxPi+Pm8pEWdwjcOrUKb0wxnAh95TMuSWpd+ONeuaZy8u5dUjOEUAAAa8IGM8esXVjvVJk25ezZs1adEaxfS15N4PHjuY0ItW9oa53EWxWcjW6nLnHQ68UAsKhG5JCiALnz/+mp6CmKmCzh0D16tfoGWFhOXvUB7nIL2AMKaQRKb9LJH8zbpCNYH0k88K5EUAAAQQQKE7gxx9/1D9mHYLilML7GZ1RwuvN2UoncOTIYf2A2FgakUonZ93e11yTE6+gM0poxgSEQ/PjaBME1ATtxtxRJiRHEiYIVKue01v7/O/nTUiNJBAwV+C333K+lzzImesaSmpGcN4I1oeSFscigAACCCBgpYCa814NN2azjwCdUexTF+SkoMCPJ3MakdS6GWz2EKAzijn1QEDYHEdSCVHgyisrhZgCh5spQHDHTE3SMltAPcjRiGS2amjpEZwPzY+jEUAAAQTCJ/Drr+fCdzLOFJQAnVGCYmKnCAmouWppRIoQfhGnrVihov6JMQVQEbvxdgkCBIRLAOJj6wXUip3XXnut9SfiDEELENwJmoodIyRAI1KE4Is5beUqlcXoQVHMbnyEAAIIIIBARAX2pe0TNUUBm30ECO7Ypy7ISUEBGpEKmkT6HWO6UWP60Ujnx6nnJyDs1JpzUb7P/nJWrqmRMweMi4pFURBAwCKB7747YVHKJBuKQIMG8az2GwogxyKAAAIIIOBRAYI7Hq14hxRbNSKpRczYEHCbAAFht9Uo5UHAJAE1JF/N78yGgN0Ejmccp2eP3SqF/CCAAAIIIIAAAggg4FKBK67ImaLApcVzZLGuj7meeEWINUdAOERADkfArQIMyXdrzVIuBBBAAAEEEEDAmwLp6el6wW+4oZ43ASg1Aggg4BKBmjVruaQkkSsGAeHI2XNmBBBAAAEEEEAAAQQQQACBMAtUqFghzGfkdAgggAACCNhLgICwveqD3CCAAAIIIIAAAggggAACCCCAAAIIIIAAApYJEBC2jJaEEUAAAQQQQAABBBBAAAEEEEAAAQQQQAABewkQELZXfZAbBGwj8Ouv52yTFzKCAAIIIIAAAggggIBZAqd+OmVWUqSDAAIIIICAIwUICDuy2sg0AtYL7EvbJ43vaGz9iTgDAqUUYEXZUoKxOwIIIIAAAgjoAvHx8frPn376EREEEEAAAQcLfPfdCbnyyiscXILIZ52AcOTrwPM5qFylsvx4kpsyz38RAEAgSAFWlA0SKsy77d+fzk1ZmM05HQIIIIAAAggggID1Ar/9dt76k3CGUgkczzguN950U6mOYef8AgSE83vwWwQEGjSIlx9++CECZ+aURQn8/vvvRX3E+wjYQoApTWxRDfkycfaXs9yU5RPhFwQQQAABuwoQ3LFXzXx77Fs9Q9WrX2OvjJEbBDSBFomJ8s3XX2OBgOsECAi7rkqdWSCCO/aqt2PHjukZSrj1VntljNwgoAncVL++qClN2OwjcPr0aftkhpwggEkYePUAAEAASURBVAACCCBQjEDDhIYEd4rxicRH53/P6X1ZrXq1SJyecyKAgMMEaEQyp8IICJvjSCohCKh5agnuhABowaEstGEBKkmaJnDFFRX1tOjJbhppyAmdOpWzOA+NSCFTkgACCCCAgMUCV15ZSeiMYjFyKZM/euSofkTFCjn3eKU8nN0RsFRAdUbZmppq6TlIvHQCNCKVzquovQkIFyXD+2ETqFgxZyJwo5UnbCfmREUKGAttGAtvFLkjHyAQAQEj6Gj0ZI9AFjhlgAAPcgEg/IoAAgggYFsBRhrZr2p+/DFnPZk6sXXslzly5HkBozMKI+Ls81VI++orPTPVqjGqIJRaISAcih7HmiJQ94a6ejpGDzNTEiWRkAR279ot18dcH1IaHIyAVQLGP/xGENKq85Bu8AKHDx3Sd+ZBLngz9kQAAQQQiIzANdfkzFNLZ5TI+Bd2VjU/q5rKgw0BOwoYnVGIV9indn48mdOIFB0dbZ9MOTAnBIQdWGluy3JsbKxepCNHDrutaI4tz/796RIXF+fY/JNxdwuof/grV6ksRhDS3aV1Run+8Y+D+oIbzsgtuUQAAQQQ8LKA0Rnl6NGcaQq8bGGXsqtnj+uuu84u2SEfCOQTMDqjGL1S833ILxER4NnDHHYCwuY4kkoIAhUqVNBbhFWvVLbIC6ihMGd/OSu33d448pkhBwgUIdCgQbx89tnOIj7l7XAKqLmc1TzwagguGwIIIIAAAnYXMKZEO3yYzih2qCuePexQC+ShOAGjM8qhb74pbjc+C5MAzx7mQRMQNs+SlEIQuPnmW5ioPQQ/Mw81Fvgzek+YmTZpIWCWgFqM8njGcWEuL7NEy55O+r50/eBGjRqVPRGORAABBBBAIIwCanqCXV98HsYzcqqiBHj2KEqG9+0k0KxZM9m+fbudsuTZvBjryPDsEfpXgIBw6IakYIJAo9tu01PZuYMefyZwhpTElk8368Pxjd4TISXGwQhYJGDM5WU8RFh0GpINQmDv3r36XvEN44PYm10QQAABBBCIvMAdd96lj25RPc3YIiuwd88ePQM8e0S2Hjh78QJq9KwaRcvc48U7hePTralb9dPw7BG6NgHh0A1JwQSBps2a6qkYgQUTkiSJMgqolk/VAsqGgJ0F1EODmkdYNWCwRVbgo40b9Gl/1PQ/bAgggAACCDhBwOhZtmP7Didk19V5XL9+nbRr387VZaRwzhdISEjQC5GWlub8wji8BGp0hxrlwbNH6BVJQDh0Q1IwQcCYR1gFFtgiJ6B6aKuWz5Z33xO5THBmBIIUUA0Xa9esDXJvdrNCQE3ZoabuuO/++61InjQRQAABBBCwRKBJ0yY0LFsiW7pEVW9L1i4pnRl7R0agTmwduT7melm5YnlkMsBZdQH17KFGiKpRHmyhCxAQDt2QFEwS6NS5ix5YYBiGSaBlSCZ1yxb9KKPHdhmS4BAEwiZgNFxs3LAxbOfkRPkFPly/Xn+jefMW+T/gNwQQQAABBGwuYMwJyrQRkauodevW6Sdv1pzRiZGrBc4crMADrVrrwUjWMAlWzPz9tm/Lmce5TZs25ifuwRQJCHuw0u1aZONGYNHChXbNouvzZQzZYviF66vaFQVUDRdMGxHZqly2dKneW0L1mmBDAAEEEEDASQKqYVn1TmXaiMjVmjHtVHR0dOQywZkRCFLACEIaQckgD2M3EwVUD23VU5tnD3NQCQib40gqJgioG4EWiYmigpJs4RdQvSyZLiL87pyx7AKq4eKhh9ro00bQUl92x7IemZ6ero/q6JP0ZFmT4DgEEEAAAQQiJtCqdSsaliOmL6KmqlPTTj3Rq3cEc8GpEQhewJg2IiV5TvAHsadpAmokuZouQvXUZjNHgICwOY6kYpJAh44d9aAkQ8BNAi1FMqtXrdJvitXNMRsCThFo066tnlVj6gKn5NsN+Vy39gO9GMboDjeUiTIggAACCHhLgIblyNX32jWr9ZMzVV3k6oAzl16ga7duekOG6hjBFl4BYyT5I90fCe+JXXw2AsIurlwnFs1oqZ83910nZt+xeVatbVtTU+WR7o86tgxk3JsC8fHx+rAhNXUBW/gEVI/sBfPnS4+ePYVhnuFz50wIIIAAAuYKdH8059538aLF5iZMasUKqPsItTCwuo9gqrpiqfjQZgIPPvSQniOjY4TNsufa7Ki53tVIcjWinGcP86qZgLB5lqRkksBT/frpQwFodTMJNIhkaG0LAoldbCvwwosD9ZZ6RhaEr4qMHtlGD+3wnZkzIYAAAgggYJ6AGgKuAgyLFy0UFpczz7WklGbPnKXvYgTkS9qfzxGwi4AKRqqGDNUxginrwlcrS5cs0UeS93z88fCd1ANnIiDsgUp2WhG7PfywPnXBjOnvOC3rjswvPf0cWW1k2k9AjSxQiwtMe2Oq37u8tEpAPTDPmjlTf4BWPbTZEEAAAQQQcLJA/wHP6IEGFXBgs17Av6cfC0NZ780ZzBcwGjKMhg3zz0CKgQLGQtZNmjYJ/IjfQxAgIBwCHodaI6CGDalewmoKA3oJW2Psn6rxD1nffk/5v81rBBwlQC/h8FWX0UKvHqDZEEAAAQQQcLqAMf2Uauykl7D1tcl9hPXGnMFaAWNkAb2ErXU2Uk9JTtZHg6rnPTZzBQgIm+tJaiYJGL2Ex48da1KKJFOYgAq4Mw9oYTK85zQB/17CPMxZV3tqRMGEcePpHWwdMSkjgAACCERA4JVRr9JLOAzu3EeEAZlThEXA6BhhdK4Ky0k9eBJjZKIaDaqe99jMFSAgbK4nqZkkYPQS3pe2T5gX1CTUQpJR03JUrlJZ6B1cCA5vOU7A6CXMkE/rqm7KpEl64sZNsHVnImUEEEAAAQTCJ6CGIau5hFUvYeYFtc7dCJ5xH2GdMSmHR0CNLDDmElYLtLNZI2CMKFCNdmzmCxAQNt+UFE0S6JOUpM8L+srLLzF8yyRT/2RUoF1Ny6Gm52ClTn8ZXjtVQLUaq4c51YOVhznza1GNKDBWBGfuYPN9SREBBBBAILICKkh59pezYjR+RjY37ju7/8hE7iPcV79eLJHRqWrihAleLL7lZfYfUcDcwdZwR72qbdYkTaoIhC5wS1ycLHhPW8Hz1Cm57/77Q0+QFHQBNfSiZ4/HpHr16jJ23Di55JJLkEHAFQI33VRfFr7/vmQez5Q2bdu6okx2KIS6ZvTp1UvkIpE5KclcM+xQKeQBAQQQQMBUgWrVqsm5s+dk2dJl0rBhgtSsWdPU9L2eWI9HH+U+wutfApeVX41qLl++vLy/YIHWwaqa3HzzzS4rYWSL8/yzz8mJzEyZPWeOVKlaJbKZcenZ6SHs0op1S7FU63G79u30Xmk7d+x0S7EiXo5RL7+s94CY/Prrov4hY0PALQJqkYfhI0fovd/VAx2bOQJzZs/RF3MY89pYrhnmkJIKAggggIANBQYOHqRPpzZm9KuMUDSxfoxFoQYPGcp9hImuJBV5AWNU85TJkxihaGJ1qOc4NZpZPdep5zs2awQu+lPbrEmaVBEwR0D1TGvetKme2LYdO7iJCJFVXVxHDBsm/QcMkBcHvhhiahyOgD0FOnfsKJlai/LSZcu5iQixilRj3OM9euiNc1OnTQsxNQ5HAAEEEEDA3gL8u2du/aipIjq176BP65Uy911zEyc1BGwgwHfc3EpQczJ369pFateuLStWrTI3cVLLJ8CUEfk4+MWOAmo6g0a33aZPHXHk8BGGgYdQSeri+uILz8tNN90kr40dy7DvECw51N4Caqhnsja86JtvvtZWpG3Nd72M1aXm7ur52GNy2WWXyXxtKg6mlykjJIchgAACCDhGQE0VYUwdERtbV2Lrxjom73bLqP+UUylz59Kxx24VRH5MEVDTzRhTR6ifDRMSTEnXq4n0fTJJn/7vPW0qDqaKsPZbQEDYWl9SN0nA/yKbnf1fuePOO0xK2TvJqBuyxx7tLhcuXJBZ2vDv6GrR3ik8JfWcgLp5UA9xc1PelT/+/Yc0b9HccwZmFPiJnj31G7KFixczl6IZoKSBAAIIIOAIgVsb3Sp7vvxS1qxeLYmJLQlKlLHWhg8dKru+2KU/e9SvX7+MqXAYAvYXUEHgz3bulBXa6MSmzZqJil+wlV5g9KhXZdNHm2T8xImaY84o8dKnwhHBCjCHcLBS7BdxATU/T4vERJkxfbps3LAx4vlxWgbUpOzHM46LmgOUeXicVnvktywCrVq3kh5aQHPB/Pn6AjFlScPLx6gbsn1p+/QbMlYD9/I3gbIjgAAC3hNQa2xMmDhJL3i/p/oyn3AZvgJvTH1DXwdGTVPXpGmTMqTAIQg4S2Ce9sxRuUplSerdW9TIXLbSCagYj3puU2tIde3WtXQHs3eZBAgIl4mNgyIl8Obbb2lDMBrKgP79uciWohJUYEdNyq5uyFSQjA0BrwiM0haFUdcMNW82DUnB17pa/EXdkKmAOjdkwbuxJwIIIICAewRUBwrVkUJ1qFAjZtRoO7bgBNQ9l+rEozrzsGZJcGbs5XwB1ZCk1i85+8tZGT5sKNeMUlSpmodZxXjUc9vo114rxZHsGooAi8qFosexEREwJhlXJ2fBqJKrQAWDjcCOCo6xIeA1AfUApx7kVG9XNRcVvVSK/waohzjjhoyFHIq34lMEEEAAAfcLGAsyq0ZS7qVLrm9jUT4V2FE9JlWQjA0BLwn430vzN1ByzfvHdz7cuFGio5nasmQ1c/YgIGyOI6mEWcD/okFQuGh8IxisbsgI7BTtxCfuF+CaEVwdcwMbnBN7IYAAAgh4S8C4pyYoXHy9+99vEdgp3opP3S1gNCTRMFJ8PftfM4jrFG9lxadMGWGFKmlaLqCGcKkLhtq6de3C9BGFiBs3rsY/QoXswlsIeEYg8Jqheq+w5RcgGJzfg98QQAABBBAwBFTPYGNdAnWPzVZQIDCwQy+/gka84x0BNeWaumaoEYpMOVN4vQdeM1jnqHAnK98lIGylLmlbKhAY4FHzzrDlCAQGgxmqxTcDAdEXUzQakh7v0YM5hf2+FGrOYGOaCIa2+cHwEgEEEEAAgVyBwKAwcwrnfTVUo/J999yjv0EvvzwXXnlbwLhmEBQu+D0gGFzQJBLvRL2qbZE4MedEwAyBKlWrSGJiS1m5coUseG++xMbWldi6sWYk7cg01I3p8KFDRQ1RUS2Sk6ZMYd4uR9YkmbZKwLhmfPPN1zI35V0pX768tnhBglWnc0S6qgFpxvR39EUcCAY7osrIJAIIIIBAhASat2gu586e09fn2PPll9piza3lkksuiVBu7HFaY4RR5SqVWd/FHlVCLmwkoK4Z6nljhTa6WV0zmjZr5vnnc3XN6P90P72WaECK7JeVgHBk/Tm7CQIqwNOmbVvZr/UQVgEedZOmLrxe21Qr24Bn+svW1K16MFi1SHr9BtVr3wHKG5yAumaoBzh1U6ZuztQ149ZGt3ru70U1IHV/+GHZ9NEmGpCC++qwFwIIIIAAAvpzhhHg+eTjj+XOO+8SdW/hxU01Kk8cP15vVF67bp1EV2MxKC9+Dyhz8QKq84nquKZiFWtWr9Y7tHn1mqFGJY4YNlyqV68u781foI/gLF6PT60UICBspS5ph01ATYmgAjynT53Se8d+tnOnp1rf1HyoSX16S+bxTJk+Y4YkPZkUNntOhIATBVRjSZeuXfP18mnYMMEzD3Rqip2O7dvr14zhI0fIiwMHei4g7sTvLXlGAAEEELCHgBHg+WjjRn2kYo0a13pqlKJ/o3K79u3kzbff9nyvR3t8M8mFXQXUKGbVO3i91nCSPGeOREdXk5tvvtmu2TU9X8ZI5pQ5yXoD0pJly2hAMl259AkSEC69GUfYVEAFeO67/37fkAzV+nbjjTdJzZo1bZrj0LOlLqwTxo2X0drML6qVbeny5XJ749tDT5gUEPCIgBpNoFrs1fVCTT1z5ZWVXH9z9sbUN2TwiwPlsssuk4WLF0trrTGNDQEEEEAAAQRKJ6ACPGrqui1bPpXFCxd5ZsSR6ojysNaorjqiqEbl4SNG0Khcuq8Oe3tUoFq1ar6RzQvff1++/+47uetvf3P934/qiNKnVy/Z9cUu6T9ggEx7803Xl9kpX3ECwk6pKfIZtIBqsVetb6qX8Ly5c/UL7f/ToIHrWq3VzdjTTz0l27ZuE9UyP0u1NDJMK+jvCTsiYAgYD3RpaV+Jujk7eOCg3Hb77a67ZqibsR6PPiqfbPpYWiQm6g1Ibm4wM+qXnwgggAACCFgloIZ9d+jY0TdKUU0hcUtcnKjAj9s2o4ffxAkTaFR2W+VSnrAJGCObo6Iulve1KROWLV3q2k5s6prxjrZOieqIIheJzJo9R7o93C1s1pyoZIGL/tS2kndjDwScJ6AuQHO0i86M6dNFLXLwVL9+0ifJ+VMpnD59WqZMmiRr16zVyzXtzbekSdMmzqsgcoyADQXUvFaq173aVK+Xbtocu+rGzcmbuhZOnfK6vgCOuhYOHjJUunbr6uQikXcEEEAAAQRsJ6A6a7zw/HNy9pez+tz8AwcPcvw9hIGsFoF65eWX9LKpjiijX3vNNWUzyshPBMItoDprDBk0SI5nHNc7eA3WFoePjnbHPNz+ZVMdUcaOH+easoX7e2Ll+QgIW6lL2rYQUBej8WPHyr60fXJ9zPXygtZC1ap1K1vkrTSZUEGdpUuW+IJVarjFk32f5GasNIjsi0AQAmqBRtX7ZWtqqt7oMua1sY6+ZsyaOdP3AOemG80gqpJdEEAAAQQQCKuAul8f9fLLvo4bTu+Qop6jZmg9/NQ9kXqOekVbRI6OKGH9SnEylwv4d2JTRXV6hxTVee2lESMd/xzl8q+dr3gEhH0UvHC7gH/LtpMCw+qi+uH69WIEdVQL27Dhw1mR0+1fWMoXcQHV02fM6Ff1VnsnXTOMxiP/a0b/Ac9IfHx8xE3JAAIIIIAAAl4QcHqHFP9AsDHS0g2jprzw3aOMzhQI7JCiGpOc9DenYhazZ87SRySqGqDzmjO+hwSEnVFP5NIkgcBAiQrydO3WzZYXW/WPwqKFC30XVRUIJqhj0heBZBAohYBqTJr2xlQ9MGw8FD340EO2G/Zk3IitX79O7xHspCB2KaqDXRFAAAEEEHCMQGH3EHYO8qjG8Pnvvaf37lPIPXr2lL79nrLdPY9jvgBkFIFSCvh3SLHzc4dRLNV4tHDBAn1UhHqPa4Yh44yfBISdUU/k0gIB/xs0lbyaD6td+w4RHQalAjrbt22XlOQ5evDJyNejPXrQu8+C7wBJIlAaAXXNmDf3XX36GXWcuma0vPsebRHLphGbukU1cm34cIOsXLHcly8aj0pTq+yLAAIIIICA9QKBzx0qaJLYsmVEnzuMUhujEdXiVmouUxWEeuihNgSCDSB+IhABAXXNWL1qla9xxg6xCoPBeP7wj1kQCDZ0nPWTgLCz6ovcWiCgWrXWrf1AjF516hRGoKdhQkPLW8TV+dO++ko+3rTJF9Axei7bsReiBVVAkgg4SsDovR94zbjt9saSkJBg+XQu6vxpaWn5gsDqmvFAq9bySPdHLL9mOaqyyCwCCCCAAAI2EjCeOxbMn6/nSv37/be/NQl7cNjohOLfoKzy0ifpSWn9YOuINXTbqKrICgK2EAh87jAabFSDUnzD+LD9rRrXjD1f7vb1BjZiFnYe9WCLSrRxJggI27hyyFp4BVRL147tO2TLp5tl+/bt+pBrlQN1oYuLi5Mbb7pJEm69VapVq1bmgIu6CTz10yn56acfZfeu3b4WP+M8KqDTpk0bywNK4ZXlbAi4V0AN60rdsiVfg5K6UWvWrJnvmlGxQsUy/02rm8BTp07JkSOH9WvG/v3p+a5N6prRqFEjW/Qwcm8tUzIEEEAAAQTMFTCeO/xHHqkzqFE+je/QGpi1Z47Y2FjTgj3qfuLo0aOyd88e+eyznb6RiOo5h+cPc+uW1BCwQsC4ZqhYxdo1a32nCPc1wwhIt2nXlhHMvlpw7gsCwhGqO/WP8rZtWyN0dk4bjEBgwDbwGHUDVbNmLf3tK6+8Qg/++O+jjjc2/yCO8Z7xU6WjegZcU+Ma4y1+IoCAAwUOffNNvsakwCKYdc3wDzgHnoPf7SNAbwn71AU5QQABERVMOHbsGBQ2FPj9/O9647J/oNbIpnHvcFP9+nLFFRWlevVrpFr1asbHBX6qtFQjstrUfcn333/vG4Hov7MKIt1z771S94a6/m/zGgEEHCCg/s737t0rH23c4GvcMbKtnhMaNIiXa6+9Vo8vVKx4RYl/52q0strUNePXX3/L12nNSJdrhiFhz59l7YBEQDhC9anmhBnQv3+Ezs5pEUAAAQQQQMAqAXUzvnTZ8jL3DLcqX6SLAALeFRg96lXfQsXeVaDkCCCAAAIIuFPg8927Sj2SnYCwO78LlAoBBBBAAAEEEEAAAQQQ0AXoIcwXAQEEEEAAAXcK0EPYnfVKqRBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAdME/mJaSiSEAAIIIIAAAggggAACCCCAAAIIIIAAAgggYGsBAsK2rh4yhwACCCCAAAIIIIAAAggggAACCCCAAAIImCdAQNg8S1JCAAEEEEAAAQQQQAABBBBAAAEEEEAAAQRsLUBA2NbVQ+YQQAABBBBAAAEEEEAAAQQQQAABBBBAAAHzBAgIm2dJSggggAACCCCAAAIIIIAAAggggAACCCCAgK0FCAjbunrIHAIIIIAAAggggAACCCCAAAIIIIAAAgggYJ4AAWHzLEkJAQQQQAABBBBAAAEEEEAAAQQQQAABBBCwtcDFts4dmUMgwgJZqUOlQa/lciGYfMSNkC3rkqSW374lHn9pF0k5OElalPM7iJcIIOAigXOydcgD0mf56RLKdKncMvIDWZtUt5D9jkpKm7Yy4UBRV6Liji0kOd5CAAEEEEAAAVsKlPjs4J9rnj38NXiNAAK6AM8efBGCF7joT20Lfnf2RMCLAhfkROpyWb4oWWZvORkAUE6iWw6Wd6b2kvhKUQGfGb9my7m0N+Xxbu/IwSz1njqmtwx8po90iK9q7MRPBBBwrYB2DUj/QOa8M63gNaRcnHT7+5sy5p7aUtQVxGDJzlwu/R9+STaf1i8k2qUkTjoPeV6e6tVCapV0sJEIPxFAAAEEEEDA5gI8e9i8gsgeAjYX4NnD5hVkm+wRELZNVZAR+wuckfTk4fLMuM2S19evkiRO3SDJHauXkH2jh185uaXfbHlv6B1SqYQj+BgBBNwmcEbSJiVJ95npkhvSFSmkd0/Rpc6SE8ndpeW4vSLRD8qUJVOkQ+1Li96dTxBAAAEEEEDAwQI8ezi48sg6AjYQ4NnDBpVg6ywwh7Ctq4fM2UugqsQnTZC3+8VrfXyN7ZzsXLRBMrKN3wv7qbXQpb4n8w4QDC5Mh/cQ8I5AVUkYNF4GNayYV+RDqfJpRlFTQeTtlvPqZ9m3+5jWM7ixDF9EMDhQh98RQAABBBBwlwDPHu6qT0qDQLgFePYIt7jTzkdA2Gk1Rn4jLKAuqlNk/L01fPnI2jddhs49LEXFhLMz5kqfvitF7n1J3hxEz2AfHC8Q8KJAVD15YsoAiTdalbJ2y+uD3y+hUUlBqYald2TqlmyJHzJKnoihZ7AXvz6UGQEEEEDAawI8e3itxikvAqYK8OxhKqfbEiMg7LYapTzWC0TFSIfJr0jnaCOic17SJ4+WeYX18ju3WUZ2nyL/uLGvvD25I/N8Wl87nAEB2wtExTwmk4Y09o00KKlRSS/QuVSZOGKlnGk4QCb1qlfifMO2RyCDCCCAAAIIIBCcAM8ewTmxFwIIFCrAs0ehLLypCRAQ5muAQFkEKiXKsPGdJNo4trBeftkZsnrIGFlxJkEGTesvCUUuOmckwk8EEPCGwKUS02uU39QRxTQq6SB/SPrs13OuJVMekxgWkPPG14RSIoAAAgggYAjw7GFI8BMBBEotwLNHqck8cgABYY9UNMU0WyBKKiW+IGO71PQlnL+X3wXJmPuSjPgkSjrPflv6MLzb58QLBBDQBEoxfCs7Y5GMSznFVBF8cRBAAAEEEPCsAM8enq16Co6AGQI8e5ih6Lo0ol7VNteVigIhEBaB8lK70TVyau0m+eb3/2pn/L9yeneGVGjdSq7f/5p0HvS5xIycLzM71aQrfljqg5Mg4CyBv1SpLwmXpcnSnSdFXUH+e+p7udCgtdxdu3xeQbIPy9ykwbL2rwNk3oT7pCrNuHk2vEIAAQQQQMBTAjx7eKq6KSwCJgvw7GEyqAuSu+hPbXNBOSgCAhESUAs9vSytey2R07k5KFc/TmKPHpJfWoyVRTO7MG9whGqG0yLgCAEt4JvSuYtM2Hc+J7vRD0vKptekhT7FjDbSIPkJaT3ulLSbu0ImJl7tiCKRSQQQQAABBBCwSoBnD6tkSRcBTwjw7OGJag62kPQ1ClaK/RAoVKCQ4VtfH5BjLCJXqBZvIoBAgEDg8K3TK+Wl8alyTu12ZqNMnJwmVbuMlGEEgwPg+BUBBBBAAAEvCvDs4cVap8wImCbAs4dplG5IiCkj3FCLlCHCAoHDt7Sh37/8Rep0fEgaVrk4wnnj9AggYHeB/MO3/iu/a41KZ+MaSdT8UfLWz/fJm7N7y42X0n5r93okfwgggAACCIRHgGeP8DhzFgTcKcCzhzvrtSylYsqIsqhxDAIFBP6Q9EntpdPMo75PyjUcIRtWJElMlO8tXiCAAAKFCwQO39L3qimdmSqicC/eRQABBBBAwNMCPHt4uvopPAKhCvDsEaqgK46ny5ErqpFCRFZAm8srbaaMTvleoqMr+bKStW+6DJ17WLJ97/ACAQQQKEJADd96ubvU8Pu4XMPuktSMeYP9SHiJAAIIIIAAAtrTBc8efA0QQCAkAZ49QuJzy8EEhN1Sk5QjYgLZmatkWP8U+bnFaFm0YbJ0ji6Xm5fzkj55tMzLuBCxvHFiBBBwjkBUfHt5LO5SX4aj6tSR6xhh4PPgBQIIIIAAAgiI8OzBtwABBMwQ4NnDDEVnp0FA2Nn1R+4jLaANtZg3cKxslvYydnJHqVU1UYaN7yTRRr6ydsvrg9+XDLoJGyL8RAABBBBAAAEEEEAAgbII8OxRFjWOQQABBBAoRICAcCEovIVAcAI/y9bhT8mEg/Vl+KJXpEUl1ZWvkJV/mToiOE72QgABBBBAAAEEEEAAgSIEePYoAoa3EUAAAQTKIEBAuAxoHIKAyAU5sWqMvLQ8W+6ZOFaeiMkb5i1ytbQYMZKpI/iaIIAAAggggAACCCCAgAkCPHuYgEgSCCCAAAJ+AgSE/TB4iUBwAmohhxny/LDtcnW/yTKxY4zWLzhgq8TUEQEi/IoAAggggAACCCCAAAKlFuDZo9RkHIAAAgggUKIAAeESidgBgfwCOQs5zJbDtwyQqYPukEr5P879jakjCmXhTQQQQAABBBBAAAEEEAhagGePoKnYEQEEEECgFAIEhEuBxa4IyLldMvU5tYhcJ5k5t5fEFOga7G+kTR0xYZYMb1gx983zkj7uKRmZ+rP/TrxGAAEEEEAAAQQQQAABBAoK8OxR0IR3EEAAAQRMESAgbAojibhfQBuqlZ4sSff3lNkHsuSW3o/nLiJXQsmjYqV998ZSzrfbd7Ki77OSknHB9w4vEEAAAV0g+7z88ku2DyP7zFn5zfcbLxBAAAEEEEDAOwI8e3inrikpAhES4NkjQvD2OS0BYfvUBTmxpYC6GVsrs4d0kMbtx0vq6Swtlxfk8Pr1knYuL3BTZNazT8j2jw+JOsq3Ze2WCfd3lWHJW+VEEEn4juMFAgi4WOCMpM+dLR+czLtaZO2YL29szhQuEy6udoqGAAIIIIBAPgGePfJx8AsCCFgkwLOHRbCOSvaiP7XNUTkmswiETeCopLRpKxMOFN2b99Iuc2X/5BZ+PYCNzJ2TrUMekD7LTxtvFPHzUrll5AeyNqluEZ/zNgIIuFogM1natRgvB0sq5KVdJOXgJGmRN9ygpCP4HAEEEEAAAQQcJcCzh6Oqi8wi4EQBnj2cWGuW5ZmAsGW0JIwAAggggAACCCCAAAIIIIAAAggggAACCNhLgCkj7FUf5AYBBBBAAAEEEEAAAQQQQAABBBBAAAEEELBMgICwZbQkjAACCCCAAAIIIIAAAggggAACCCCAAAII2EuAgLC96oPcIIAAAggggAACCCCAAAIIIIAAAggggAAClgkQELaMloQRQAABBBBAAAEEEEAAAQQQQAABBBBAAAF7CRAQtld9kBsEEEAAAQQQQAABBBBAAAEEEEAAAQQQQMAyAQLCltGSMAIIIIAAAggggAACCCCAAAIIIIAAAgggYC8BAsL2qg9ygwACCCCAAAIIIIAAAggggAACCCCAAAIIWCZAQNgyWhJGAAEEEEAAAQQQQAABBBBAAAEEEEAAAQTsJfD/s3cn0HJU9aLw/xjjh4+ADM/3guJlCEFEZJFEFFQICaBImKeEQZAhQC6gIvOkoJAwgxd4DAlB5lkmQe5FgoBXcAjxBcEIBnBM3vNCgqCL72NFv94d6uQkOSenz+mq7uruX63FOj1U7dr7tzub2v/ae5eAcLnqQ24IECBAgAABAgQIECBAgAABAgQIECBQmICAcGG0EiZAgAABAgQIECBAgAABAgQIECBAgEC5BASEy1UfckOAAAECBAgQIECAAAECBAgQIECAAIHCBASEC6OVMAECBAgQIECAAAECBAgQIECAAAECBMolICBcrvqQGwIECBAgQIAAAQIECBAgQIAAAQIECBQmICBcGK2ECRAgQIAAAQIECBAgQIAAAQIECBAgUC4BAeFy1YfcECBAgAABAgQIECBAgAABAgQIECBAoDABAeHCaCVMgAABAgQIECBAgAABAgQIECBAgACBcgkICJerPuSGAAECBAgQIECAAAECBAgQIECAAAEChQkICBdGK2ECBAgQIECAAAECBAgQIECAAAECBAiUS0BAuFz1ITcECBAgQIAAAQIECBAgQIAAAQIECBAoTEBAuDBaCRMgQIAAAQIECBAgQIAAAQIECBAgQKBcAgLC5aoPuSFAgAABAgQIECBAgAABAgQIECBAgEBhAgLChdFKmAABAgQIECBAgAABAgQIECBAgAABAuUSEBAuV33IDQECBAgQIECAAAECBAgQIECAAAECBAoTEBAujFbCBAgQIECAAAECBAgQIECAAAECBAgQKJeAgHC56kNuCBAgQIAAAQIECBAgQIAAAQIECBAgUJiAgHBhtBImQIAAAQIECBAgQIAAAQIECBAgQIBAuQQEhMtVH3JDgAABAgQIECBAgAABAgQIECBAgACBwgQEhAujlTABAgQIECBAgAABAgQIECBAgAABAgTKJSAgXK76kBsCBAgQIECAAAECBAgQIECAAAECBAgUJiAgXBithAkQIECAAAECBAgQIECAAAECBAgQIFAuAQHhctWH3BAgQIAAAQIECBAgQIAAAQIECBAgQKAwAQHhwmglTIAAAQIECBAgQIAAAQIECBAgQIAAgXIJCAiXqz7khgABAgQIECBAgAABAgQIECBAgAABAoUJCAgXRithAgQIECBAgAABAgQIECBAgAABAgQIlEtAQLhc9SE3BAgQIECAAAECBAgQIECAAAECBAgQKExAQLgwWgkTIECAAAECBAgQIECAAAECBAgQIECgXAICwuWqD7khQIAAAQIECBAgQIAAAQIECBAgQIBAYQICwoXRSpgAAQIECBAgQIAAAQIECBAgQIAAAQLlEhAQLld9yA0BAgQIECBAgAABAgQIECBAgAABAgQKExAQLoxWwgQIECBAgAABAgQIECBAgAABAgQIECiXgIBwuepDbggQIECAAAECBAgQIECAAAECBAgQIFCYgIBwYbQSJkCAAAECBAgQIECAAAECBAgQIECAQLkEBITLVR9yQ4AAAQIECBAgQIAAAQIECBAgQIAAgcIEBIQLo5UwAQIECBAgQIAAAQIECBAgQIAAAQIEyiUgIFyu+pAbAgQIECBAgAABAgQIECBAgAABAgQIFCYgIFwYrYQJECBAgAABAgQIECBAgAABAgQIECBQLgEB4XLVh9wQIECAAAECBAgQIECAAAECBAgQIECgMAEB4cJoJUyAAAECBAgQIECAAAECBAgQIECAAIFyCQgIl6s+5IYAAQIECBAgQIAAAQIECBAgQIAAAQKFCQgIF0YrYQIECBAgQIAAAQIECBAgQIAAAQIECJRLQEC4XPUhNwQIECBAgAABAgQIECBAgAABAgQIEChMQEC4MFoJEyBAgAABAgQIECBAgAABAgQIECBAoFwCAsLlqg+5IUCAAAECBAgQIECAAAECBAgQIECAQGECAsKF0UqYAAECBAgQIECAAAECBAgQIECAAAEC5RIQEC5XfcgNAQIECBAgQIAAAQIECBAgQIAAAQIEChMQEC6MVsIECBAgQIAAAQIECBAgQIAAAQIECBAol4CAcLnqQ24IECBAgAABAgQIECBAgAABAgQIECBQmICAcGG0EiZAgAABAgQIECBAgAABAgQIECBAgEC5BASEy1UfckOAAAECBAgQIECAAAECBAgQIECAAIHCBASEC6OVMAECBAgQIECAAAECBAgQIECAAAECBMolICBcrvqQGwIECBAgQIAAAQIECBAgQIAAAQIECBQmICBcGK2ECRAgQIAAAQIECBAgQIAAAQIECBAgUC4BAeFy1YfcECBAgAABAgQIECBAgAABAgQIECBAoDABAeHCaCVMgAABAgQIECBAgAABAgQIECBAgACBcgkICJerPuSGAAECBAgQIECAAAECBAgQIECAAAEChQkICBdGK2ECBAgQIECAAAECBAgQIECAAAECBAiUS0BAuFz1ITcECBAgQIAAAQIECBAgQIAAAQIECBAoTEBAuDBaCRMgQIAAAQIECBAgQIAAAQIECBAgQKBcAgLC5aoPuSFAgAABAgQIECBAgAABAgQIECBAgEBhAgLChdFKmAABAgQIECBAgAABAgQIECBAgAABAuUSEBAuV33IDQECBAgQIECAAAECBAgQIECAAAECBAoTEBAujFbCBAgQIECAAAECBAgQIECAAAECBAgQKJeAgHC56kNuCBAgQIAAAQIECBAgQIAAAQIECBAgUJiAgHBhtBImQIAAAQIECBAgQIAAAQIECBAgQIBAuQQEhMtVH3JDgAABAgQIECBAgAABAgQIECBAgACBwgQEhAujlTABAgQIECBAgAABAgQIECBAgAABAgTKJSAgXK76kBsCBAgQIECAAAECBAgQIECAAAECBAgUJiAgXBithAkQIECAAAECBAgQIECAAAECBAgQIFAuAQHhctWH3BAgQIAAAQIECBAgQIAAAQIECBAgQKAwAQHhwmglTIAAAQIECBAgQIAAAQIECBAgQIAAgXIJCAiXqz7khgABAgQIECBAgAABAgQIECBAgAABAoUJCAgXRithAgQIECBAgAABAgQIECBAgAABAgQIlEtAQLhc9SE3BAgQIECAAAECBAgQIECAAAECBAgQKExAQLgwWgkTIECAAAECBAgQIECAAAECBAgQIECgXAICwuWqD7khQIAAAQIECBAgQIAAAQIECBAgQIBAYQICwoXRSpgAAQIECBAgQIAAAQIECBAgQIAAAQLlEhAQLld9yA0BAgQIECBAgAABAgQIECBAgAABAgQKExAQLoxWwgQIECBAgAABAgQIECBAgAABAgQIECiXgIBwuepDbggQIECAAAECBAgQIECAAAECBAgQIFCYgIBwYbQSJkCAAAECBAgQIECAAAECBAgQIECAQLkEBITLVR9yQ4AAAQIECBAgQIAAAQIECBAgQIAAgcIEBIQLo5UwAQIECBAgQIAAAQIECBAgQIAAAQIEyiUgIFyu+pAbAgQIECBAgAABAgQIECBAgAABAgQIFCYgIFwYrYQJECBAgAABAgQIECBAgAABAgQIECBQLgEB4XLVh9wQIECAAAECBAgQIECAAAECBAgQIECgMAEB4cJoJUyAAAECBAgQIECAAAECBAgQIECAAIFyCQgIl6s+5IYAAQIECBAgQIAAAQIECBAgQIAAAQKFCQgIF0YrYQIECBAgQIAAAQIECBAgQIAAAQIECJRLQEC4XPUhNwQIECBAgAABAgQIECBAgAABAgQIEChMQEC4MFoJEyBAgAABAgQIECBAgAABAgQIECBAoFwCAsLlqg+5IUCAAAECBAgQIECAAAECBAgQIECAQGECAsKF0UqYAAECBAgQIECAAAECBAgQIECAAAEC5RIQEC5XfcgNAQIECBAgQIAAAQIECBAgQIAAAQIEChMQEC6MVsIECBAgQIAAAQIECBAgQIAAAQIECBAol4CAcLnqQ24IECBAgAABAgQIECBAgAABAgQIECBQmICAcGG0EiZAgAABAgQIECBAgAABAgQIECBAgEC5BASEy1UfckOAAAECBAgQIECAAAECBAgQIECAAIHCBASEC6OVMAECBAgQIECAAAECBAgQIECAAAECBMolICBcrvqQGwIECBAgQIAAAQIECBAgQIAAAQIECBQmICBcGK2ECRAgQIAAAQIECBAgQIAAAQIECBAgUC4BAeFy1YfcECBAgAABAgQIECBAgAABAgQIECBAoDABAeHCaCVMgAABAgQIECBAgAABAgQIECBAgACBcgkICJerPuSGAAECBAgQIECAAAECBAgQIECAAAEChQkICBdGK2ECBAgQIECAAAECBAgQIECAAAECBAiUS0BAuFz1ITcECBAgQIAAAQIECBAgQIAAAQIECBAoTEBAuDBaCRMgQIAAAQIECBAgQIAAAQIECBAgQKBcAgLC5aoPuSFAgAABAgQIECBAgAABAgQIECBAgEBhAgLChdFKmAABAgQIECBAgAABAgQIECBAgAABAuUSEBAuV33IDQECBAgQIECAAAECBAgQIECAAAECBAoTEBAujFbCBAgQIECAAAECBAgQIECAAAECBAgQKJeAgHC56kNuCBAgQIAAAQIECBAgQIAAAQIECBAgUJiAgHBhtBImQIAAAQIECBAgQIAAAQIECBAgQIBAuQQEhMtVH3JDgAABAgQIECBAgAABAgQIECBAgACBwgQEhAujlTABAgQIECBAgAABAgQIECBAgAABAgTKJSAgXK76kBsCBAgQIECAAAECBAgQIECAAAECBAgUJiAgXBithAkQIECAAAECBAgQIECAAAECBAgQIFAuAQHhctWH3BAgQIAAAQIECBAgQIAAAQIECBAgQKAwAQHhwmglTIAAAQIECBAgQIAAAQIECBAgQIAAgXIJCAiXqz7khgABAgQIECBAgAABAgQIECBAgAABAoUJCAgXRithAgQIECBAgAABAgQIECBAgAABAgQIlEtAQLhc9SE3BAgQIECAAAECBAgQIECAAAECBAgQKExAQLgwWgkTIECAAAECBAgQIECAAAECBAgQIECgXAICwuWqD7khQIAAAQIECBAgQIAAAQIECBAgQIBAYQICwoXRSpgAAQIECBAgQIAAAQIECBAgQIAAAQLlEhAQLld9yA0BAgQIECBAgAABAgQIECBAgAABAgQKExAQLoxWwgQIECBAgAABAgQIECBAgAABAgQIECiXgIBwuepDbggQIECAAAECBAgQIECAAAECBAgQIFCYwHtzS3nRK/H4DT+MuX/5aVx/1WMxf6mEV41P7Dsxdh4+JNb85K6x54jVY+GMM2PPR3aIf79gTAxeal9vCBAgQIAAAQIECBDoZIF3Zpwcmx96Z7zdT4TBm+0bx+2yYQyKD8aofXaJEasP6mcKdidAgAABAgQItL/ASv+sbHUVMwWCLz03zrgiBYHXibGTDoovfn7PStB3rSXJLpwV37vrkfjBddfHjPnvdH2+8r7T45cCwl0eXhAgQIAAAQIECBAg0E2g0tf44Zlfi2NunR2LexGLB5rstuPOcdDY9SuB32x7O16dcXf88Oc/6jY4ZXAM3e6wOP6Yw5fum2SH+EuAAAECBAgQ6FCBOgLCi2LhrOlx4qQLq0HewZt9Oa74zsmx/for90657AXdZqfFYw9MjPV6P8I3BAgQIECAAAECBAh0ssBr34uJWx4fM6oR4aGxz/QfxHljV+9dpDIY5a7JZ8WZd2ZB5MqgldMviwsnjooVHNV7er4hQIAAAQIECLSZwADXEK4Eg2deFl/ed/LiYPDI0+Khe7+54mBwghu0fmw/eVpcte+6bcaoOAQIECBAgAABAgQIFCKw2hqx1pKhwH2fYvURsc8F0+OWSSPeXZrujzHj3EPiy+c/HQv7PtoeBAgQIECAAIG2FxhQQHjR3Olx+IQr4rl0l37wlnHChV+KYTVfpH0wxky5OI5cp7Jy8Ouvx4JFbW+sgAQIECBAgAABAgQINFRgrRh18tRuQeE347mrTopT7pkbuh8NrQgnI0CAAAECBEoo0P+A8KI5cf2Jl8es6pStwbHO4SfEIcNWsExET4UetHkc8a29Y+h/vR4L/9HTDj4jQIAAAQIECBAgQIBAPQKVoPAJp8ehaSBKdftjPHrhdfHkQiHhelQdS4AAAQIECLS+QD8DwovitfsuiYuefXNxyQdvG189fPNuD3OoFWRQrD56r9htnZqHFdeasP0IECBAgAABAgQIECCwWKAyEOWw47Z9d+mIykfz746zrvmlUcJ+HwQIECBAgEBHC/QvILzopbj3lmfefcJvxe1/Dov1Vx9gUHfQx2KHHRbF3D8ufl5wR9eCwhMgQIAAAQIECBAgUIDAoFhr2x1j62yQcKUn88cHfxizDRIuwFqSBAgQIECAQKsI9CsgvGj2/XFTNjq4UsKVP/Op2HSA8eCI/xYjTj4/Dl+/6+qsVczkkwABAgQIECBAgACBVhFYa8v44jarL8ntH2fEo7P/vuS9VwQIECBAgACBDhPoR0B4USx8eW78ny6glWP48A8vmX7V9bkXBAgQIECAAAECBAgQKIvA6rH+Rv+jW2b+b7z08sJu770kQIAAAQIECHSWQD8Cwm/G7J8+t2S5iFg9Nh7W/cKqs+CUlgABAgQIECBAgACBVhAYHGus+YFuGf1bvPjbedYR7ibiJQECBAgQINBZAv0ICHcWjNISIECAAAECBAgQINAOAoPjw8PWj5W7ivJO/Ndrf41/dL33ggABAgQIECDQWQICwp1V30pLgAABAgQIECBAgAABAgQIECBAgEAHC9QREH47XlvgYQwd/NtRdAIECBAgQIAAAQItIPBO/GnuK/F2V049C6WLwgsCBAgQIECgIwX6ERB+X6y+1mrdkN6Ov7z+Vrf3XhLoIIFFr8Tj06fGtKlT45qTdouN1/tCXDCrpxsklYcxzrw4dh++fgzb8oiYNuu1DkJSVAIElhLQbizF4Q0BAgQaJ/BOLHj9jW6nWzk+uOaQbu+9JFByAdcQJa8g2SPQRAHtQxPxW/vU7609+/9P/MuG68bgePHdB8u9HXOe+VW8NnGjWKv2ROxJoMUFFsVr90yKzx7/aLcHLKYiDY6H/uPXcfyIUTFoqRK+GbPuuDuee6fy4fxHY8o3t4jtH5gY6y21jzcECLS3gHajvetX6QgQKL/Awnjlxf/bLZvD49MjP9jtvZcEyirgGqKsNSNfBJovoH1ofh20dg76MUJ4UKy17Y6x9eAlBX7nyUfiidcWLfnAKwJtL1D5d7DXtTHn1Vdi7twfxoWfX+fdEr8Tf3zwhzF7uX8Oq8c2k86MCZut2vYyCkiAQG8C2o3eZHxOgACBhgi89kz84MmFS061zqgY9S/dOjVLvvGKQMkEXEOUrEJkh0CJBLQPJaqMlsxKPwLClfKttXXsv8e6Swr6zs/jBz/6P0ve9/PVole+F9+YOiuWi6H1Mx27E2iKwKBhsduknSMLCcf/mRuvLFz+1zxo/Z3i3HuvjyPXGRyDP7hWCA03pbaclEA5BLQb5agHuSBAoIMEKiOofvRIPJVma1W31WPscV+KEUtP6cq+9JdAeQVcQ5S3buSMQLMFtA/NroGWPH//AsLxwdjmyANiRNcN9YUx48Ir4vEegmB9aiyaE9dPeT7G7LPZMlPs+zzSDgRKIzBos+1jXCXQW93eeS5+9r/fXEHe/iV2P2BrS6ysQMhXBDpBQLvRCbWsjAQIlEZg4Yy48MIfLVnqa50J8a+7f6g02ZMRAv0RcA3RHy37EugsAe1DZ9V3HqXtZ0A4YtCwL8X5J21ZWTH13W3+bTHpoMtiZn+CwovmxvcmnR2/nXBUjFnd7fmM0t8WFKjcidviM9kq2gtjztzu69Nl5amMTLnvmrjhf4yPiaOtV5ep+EugYwW0Gx1b9QpOgECjBf4Sj08+N+6a/+7w4MFbxqk3fNXo4EZXg/PlJ+AaIj9LKRFoNwHtQ7vVaOHl6XdAOGLlGHboOTG5a+3UiHdmXxEHHHRm3DXrtb4zvHBmTDviX+PGYV+JU8YKjvUNZo9yC6wS6w//yLtZXFR5gvWbyy+BUh2Z8uc4+MwDYpj7H+WuTrkj0BAB7UZDmJ2EAIEOF3gtZp5/ZEy683fvOqwTO5x3ThwybOUOd1H81hZwDdHa9Sf3BIoU0D4UqduOaQ8gIFxhqNx52POqG+Oa/TfrGin8zuzb4pQ9xsTuJ10e06Y/Hq8utZTqolg4676Ydv7h8dnND4nvb3RWfPfkrWL1nkQXPh0X7LpZDFtv/dh414v7N/K4p/R8RqBQgcHx4WHrV26TpO2d+K/X/hr/6H6+ytIo0w49KZ7a5qtxxIj/1v0brwkQ6FgB7UbHVr2CEyAwMIG/Loh+Pcd64ay466RD44CrZi1eKmLoDnHqvffF1XsN632pOn2QgdWNoxos4BqiweBOR6CFBLQPLVRZpcjqwALCKeuD1o/tJ98Rj0z/Sowdmi0g8WY8d+clMeVbh8Z2lSBZCuou/m/DGLXHcTFl2l9i26n3xz29BYMrl2yv3nVpXDN78Tqs78yeFt++a24poGSCQG8Cg9ffMIa/++Xbc34bf+ra8e2YO/3suDQqI+Kn7NDzDZCufb0gQKCTBLQbnVTbykqAQF0Ci16JH158Q7eHwv0t5jxyU1w/45VlZmW9Ha/OuPndASh7xil3zq70LNaJsZMujrsfuSoOH5Et8dVTbvRBelLxWTkFXEOUs17kikAZBLQPZaiF1snDe+vL6sqx3tjjYuozkyoXYHfHD+f+IX563fUxI1unq5r4qvGJfSfGzhtvGtsfPCbWW+GU+cGx3j7HxZEPHlkJCr8dQ7f7enxzn2H1ZdHRBIoWWG2t+GC6J9L19Op0wsqo+BnfioOu++/x7du+ZKmIoutA+gRaTUC70Wo1Jr8ECDRY4J0ZJ8fmh94Zby933sUDUNIglHOW+y5i8Gb7xnGnnxaD1vxk7L3XiBpvyOuD9EDpo7IKuIYoa83IF4HmC2gfml8HLZSDOgPCWUlTYPjAOHxsxOETT80+HNjf1beKkx6YHScN7GhHEWi8wGprxFrpRkcKCL/+eiyoLJfykd/fE6ec9rPYevJtsef61qprfKU4I4GSC2g3Sl5BskeAQLMFBo89P55/9fzGZUMfpHHWzlSfgGuI+vwcTaCdBbQP7Vy7uZdt4EtG5J4VCRJoUYHBH44NN3o36Ptfr8drc++Mo/ebEv912BVxrgcntmilyjaBggW0GwUDS54AAQIECLSpgGuINq1YxSKQg4D2IQfEzkkipxHCnQOmpARWKLBoZlxx3JMRe/yv+O7EjXt/cMkKE/ElAQIdJaDd6KjqVlgCBAgQIJCbgGuI3CglRKDtBLQPbVeleRdIQDhvUel1oMCQWPODaYRwZZW7d34ff/n4lfFQrw9O7EAeRSZAoAcB7UYPKD4iQIAAAQIE+hRwDdGIAyzgAABAAElEQVQnkR0IdKyA9qFjq34ABbdkxADQHEJgaYH/FmuslQLCg2Po58+JW6bsUOMDTJZOxTsCBDpJQLvRSbWtrAQIECBAID8B1xD5WUqJQLsJaB/arUaLLI+AcJG60u4ggfcuDgZftW+slx4wZyNAgECfAtqNPonsQIAAAQIECPQg4BqiBxQfESBQFdA++CHUJrDSPytbbbvaiwABAgQIECBAgAABAgQIECBAgAABAgRaWcAI4VauPXknQIAAAQIECBAgQIAAAQIECBAgQIBAPwQEhPuBZVcCBAgQIECAAAECBAgQIECAAAECBAi0soCAcCvXnrwTIECAAAECBAgQIECAAAECBAgQIECgHwICwv3AsisBAgQIECBAgAABAgQIECBAgAABAgRaWUBAuJVrT94JECBAgAABAgQIECBAgAABAgQIECDQDwEB4X5g2ZVApwu89dZbMWvWrE5nUH4CBGoU0GbUCGU3AgQIEMhdIP0/6Lcv/Tb3dCVIgAABAuUU0PfoX70ICPfPy94EOlrg9ttui7332DPGjB4dDz/0cEdbKDwBAn0LPPT9h7QZfTPZgwABAgRyFEgBgWlTp8ZnPr1lfGGHHXJMWVIECBAgUGYB8Yr+1Y6AcP+87E2AQEXg97/7fRx79NECw34NBAisUODNN/9a/V6bsUImXxIgQIBADgLdA8FTzp0cf/vb33JIVRIECBAg0GoC+h611ZiAcG1O9iJAoAcBDW0PKD4iQKBXAW1GrzS+IECAAIEBCggEDxDOYQQIEGhzAX2PFVewgPCKfXxLgEANAhraGpDsQoBAl4A2o4vCCwIECBAYoIBA8ADhHEaAAIEOE9D36LnCBYR7dvEpAQIDENDQDgDNIQQ6WECb0cGVr+gECBAYoIBA8ADhHEaAAIEOF9D3WPoHICC8tId3BAjkIKChzQFREgQ6SECb0UGVragECBAYoIBA8ADhHEaAAAECSwnoeyzmEBBe6mfhDQECeQpoaPPUlBaB9hfQZrR/HSshAQIE+isgENxfMfsTIECAQC0Cnd73EBCu5VdiHwIE6hLo9Ia2LjwHE+hAAW1GB1a6IhMgQGAZAYHgZUC8JUCAAIFCBDq177HSPytbIaISbSuBdEF2yMEHx7Mzn22rcilMcwQm7L9fnDt5cnNO7qwNExi23voNO5cTtbfA1ttsE9+98Yb2LqTSESBAgECXwPz582PHHT4fb775ZtdnXhAYqMDlV14ZO43baaCHO65FBPQ9WqSiWiCbnRKveG8L1IUslkBgyJAhsfc++8YXdtyxBLmRhWYJPPP0M/H4jBl1nX7VVVeNz372c3Wl4eDWEJj76iutkVG5LExg2tSpMeXc+m7+rLLKKrHv+PGF5VHCBAgQIFA+gdT32HzEiHjqySdjpZVWinrGMJ16+mnlK6AcNVRgo402auj5nKw5AvoezXEv01nz6Ht0UrxCQLhMv96S52X8BB3ykldRQ7I30IBwaliP+cqxMWG//SJd5NsIECCwIoEUCP7K176qzVgRku8IECDQpgLpWjHNDJk1a1Z859LL6goMHz5xYpsqKRYBAgQI5CXQifEKAeG8fj3SIUCgR4FObFh7hPAhAQI1CQgE18RkJwIECHSEwIjKKOG8AsMdAaaQBAgQINAvgU6OVwgI9+unYmcCBGoV6OSGtVYj+xEgsERAIHiJhVcECBAgsLSAwPDSHt4RIECAQH0C4hURAsL1/YYcTYDAMgIa1mVAvCVAYIUCAsEr5PElAQIECHQTEBjuhuElAQIECPRbQLxiCZmA8BILrwgQqENAw1oHnkMJdKCAQHAHVroiEyBAICcBgeGcICVDgACBDhEQr1i+ogWElzfxCQEC/RDQsPYDy64ECIRAsB8BAQIECOQlIDCcl6R0CBAg0J4C4hW916uAcO82viFAYAUCGtYV4PiKAIHlBASClyPxAQECBAjkJNBTYDinpCVDgAABAi0oIF7Rd6UJCPdtZA8CBN4VWHXV1WK11VaLo489Jibst18MGTKEDQECBHoV+NCHPqzN6FXHFwQIECCQt8CygeHZ//t/530K6REgQIBASQXEK/pXMSv9s7L17xB7EyBAgAABAgQIECBAgAABAgQIECBAgEArCrynFTMtzwQIECBAgAABAgQIECBAgAABAgQIECDQfwEB4f6bOYIAAQIECBAgQIAAAQIECBAgQIAAAQItKSAg3JLVJtMECBAgQIAAAQIECBAgQIAAAQIECBDov4CAcP/NHEGAAAECBAgQIECAAAECBAgQIECAAIGWFBAQbslqk2kCBAgQIECAAAECBAgQIECAAAECBAj0X0BAuP9mjiBAgAABAgQIECBAgAABAgQIECBAgEBLCggIt2S1yTQBAgQIECBAgAABAgQIECBAgAABAgT6LyAg3H8zRxAgQIAAAQIECBAgQIAAAQIECBAgQKAlBQSEW7LaZJoAAQIECBAgQIAAAQIECBAgQIAAAQL9FxAQ7r+ZIwgQIECAAAECBAgQIECAAAECBAgQINCSAgLCLVltMk2AAAECBAgQIECAAAECBAgQIECAAIH+CwgI99/MEQQIECBAgAABAgQIECBAgAABAgQIEGhJAQHhlqw2mSZAgAABAgQIECBAgAABAgQIECBAgED/BQSE+2/mCAIECBAgQIAAAQIECBAgQIAAAQIECLSkgIBwS1abTBMgQIAAAQIECBAgQIAAAQIECBAgQKD/Au/t/yGOINCZAm+99Va89NJLMe/P8+LPf/5T/OmPf4o//OEPXRhvvLEwnp35bPX9mLFjuz5PLzb5+MdjtdVWjY9+dONYe+21Y8PhGy71vTcECLSnwKxZs+puM4asOiRGjBjRnkBKRYAAAQIECPQokPU9XvzNi/Hmm3+NX7/wQrzxxl+79v3d716Nl+e+HGusuUZsvvnS1wlbbrVldT99jy4uLwi0vUDWZohXtH1V51bAlf5Z2XJLTUIE2kjgty/9NmbOnBk/++kzMXv27OoFV/fi9Xbx9de/vhkvPP98167dA8VdH1ZejBw1Mrb6zGdj4403jm1GbxNDhgzp/rXXBAi0mEDWZsz59a/jxz9+ark2IxVn2ZtFqcO2bJuR9nt8xoz0Z6kttRmbbvqJ2OJTn6q2H0OHDl3qe28IECBAgACB1hXIriNS3+OJJ56IBa8vWKowvfU9VjRIpXsC6RokDVLZYostYsTIEfoe3XG8JtCCAt3bjJ7iFalItfQ9aolXpH6IvkcL/kj6yLKAcB9Avu4sgaeefCpmPPZYPPjgA10XYdnFVwrc1HOXvfsduzlz5lSDxt2DPqmR/cKOO8a2244xgrizfnZK28ICWZvRPQC8bJtRzwjfbIRxT23GBsM2iC/uNC523XVXbUYL/4ZknQABAgQ6UyD1DZ584sn4+c9+tlzfY/To0fGxTTbJpe+RRhinm9W/+tVzXbMZk3jqe+y9z74xetvRAj2d+RNU6hYUyPoezYpXpAFt+h4t+MPpJcsCwr3A+LhzBNKdtVtuvnmpC7Hd99g9PvXpLWPUqFGFB1pSwOfxGY/HDx5+qGtEYXaBNm7nce7ed85PUUlbRGD+/Plx6y23Vv67uevGUfZvtlFtxsxf/CL+/ZFHujp2KTg8fsKE2HmXXXTqWuR3JJsECBAg0JkC6dr/gfvu77HvUXRwNgWhZz07K37+858v1/c45NDDzFrszJ+kUpdcoCzxiqd/8p9L9T0On3hEiFeU/MfTR/YEhPsA8nX7Cjz80MNx/fTruhq1FATebvsdmnohlAJN33/wwbjj9tu7gsMHHXxwHHDggYUHptu3ppWMQD4C6Y78Dd/9btdyDikI3OzOU2oznvjRE3H3XXcu1ZYdeNBB1h3Op9qlQoAAAQIEchFIfY9LL7m46xq/DH2PFGh64IEHuoLDaZbTLrvsGkdOOsoN5lxqXSIEBi4gXjFwO0fWJiAgXJuTvdpIoPvFWLroOWrSpFKOqstGD9x4ww1V/bT+z9HHHiPI00a/RUVpDYFl24z9Dzgw9j9g/9J1lLLRA9qM1vhdySUBAgQItL9AGpF7+223xdVXXVWdVZTN6Jmw336lmwW47I3vNChFYLj9f6NKWD6BZfse4hXlq6N2yZGAcLvUpHL0KdC9YU0XY8d9/fjYadxOfR7X7B3SCMBrrro6ugd5zpl8bumCUc12cn4CeQukmzInnXBCdSRPdvOojB24Zcu9bOfTzaRlhbwnQIAAAQLFC6S+xzfOPKMrENyqfQ+B4eJ/K85AIAmIV/gdNFpAQLjR4s7XcIE0au68KVOq07xbKRC8LNSygeGjjz02jjjyiNKNLlg2394TaDWB9G/tjNNOr7YZrRQIXtY5CwxPOXdy9avUoTv+xBO0GctCeU+AAAECBHIUSDeUJ59zTnUpp3bpe2TXQ4dPnJijlKQIEEgC3eMV6d/at759TksMXFu29sQrlhUp/3sB4fLXkRwOUCAFQ6695tq48vLLI7uIaYXRfX0Vt3uwKl1kfuObZ8XW22zd12G+J0CgBoFpU6dGFkBtl5suqc248Pzz475776u2hZde9h1tRg2/BbsQIECAAIH+CPTU92iHAGoKcF95+RVdg2suuOgiS9j154dhXwIrEOje9zj19NOi3eIVKQ6j77GCH0CTvxIQbnIFOH0xAuku26mnnFy9M5+mS7fjEgtpna/jvvbV6jQ0I/+K+R1JtXMEUtD02KOPrrYZ6WFxU847v+0e5Nh9CYz0IJuzv/1to4U75yeupAQIECBQoEAn/D/2jtvviAsvOL/a90g3zb9+/NcLFJU0gfYWEK9o7/ptldIJCLdKTclnzQLpYuW0U06pjoQ78aSTY/yE8TUf22o7ppEI3zzzzOrIvzRa+Kqrr2m7IFar1Yn8tp5A9zX+0p35dhjN01stLDt6aep11xnl0xuWzwkQIECAQA0C2Qi/ThgJ132mYrqBfvmVV3quSQ2/EbsQ6C4gXrFhdw6vmyggINxEfKfOVyAFOi6+8KLqw9c67QIlC2gl0VZdcyjfX4PUCNQmcHZlyZX0wMZOu6HSfYbB5PPOa+sbZ7X9EuxFgAABAgT6J5D6Hl/7ylerSym064zE3kS6B7RMB+9NyecElhZYNl7RjjMSly7xkndZvGLB6wuqN5J2GrfTki+9aprAoLMqW9PO7sQEchJIjeshlQcmPfKDRyItn3D+hRfGmmuumVPq5U9m+EbDY+zY7WLmzF/E9GnXxaJF/4itPrNV+TMuhwSaJJDajH89alLcf999kZZPuPraa2Po2kOblJvGn3bdddeNXXfbLX5ZWRfw5ptuioULFsa2Y7ZtfEackQABAgQItKBAmu597DFHx9M/+Umk5ROmnH9eRy3DtOmmm8a4cTvH3XffFbffeltllPDakT6zESDQs0BP8YpO6ntk8YoXXnhevKLnn0hTPhUQbgq7k+YpkC7Idq7cYXrl5Veqd5smHjEx3ve+9+V5ipZIa8211qw8jXRc/GbOb+LOO+4Q4GmJWpPJZghkF2RZJ+6ss8/uyDZjyJAh1Tbj73/7e3WU9HOzn4ux223XkRbN+B06JwECBAi0pkDqe0wYv29X3+Oggw9qzYLUmevU99j/gAPiZz/9qZvLdVo6vL0FUpvxpQMPiBeefyHSzLyjjz2mI6+3xSvK9zsXEC5fnchRPwSyC7J0yIUXXVwJbnT21IMUCE+j/tJovzQN/ve/+1189nOf68j/4fTjZ2TXDhLofkGW1r3r1E5cVuWpzUgjg1ObkUZLp05durHUiTfVMhN/CRAgQIBAbwLd+x73P/BgfHrLT/e2a0d8nq4X0nXD/HnzIi0jYcZRR1S7QvZDIGsz3n777Wq8Yo899+jH0e2367LxCgNSmlvHAsLN9Xf2OgSyxjUlcfsdd3b8BVl3yizAky7MBHi6y3jdyQJZmzHvz/OsXbXMDyG1GcOHb1SdwqXNWAbHWwIECBAgUBHIriMSRup7bDjcg5GSRQrwfGHHHbsGpAgKJxUbgeXbjE6/gdT9N5HFKwxI6a7S+NcCwo03d8YcBFyQ9Y2YNbJpXeU0JTy9txHoVIG0TERaWsaDDHr/BaS1vQSFe/fxDQECBAh0roC+R991n/U90ixFQeG+vezR3gLajL7rN2szUrwiLXuZZjrbGisgINxYb2fLQWD+/PmxZ+UhUGlzd37FoFkj68JsxU6+bW+BbM3gbJ3xTl9aZkW13T0o7MJsRVK+I0CAAIFOERDYqb2mu/c9POS6djd7tpdANhAllUq8YsV1m7UZaaSwG0krtiriWwHhIlSlWZhAalyPnDix+hCHq6+5NkaMHFHYudol4ayRTUHhVVZZJUaOGtUuRVMOAjUJHLDffvHszGctE1GTVkQKCqcLMhdmNYLZjQABAgTaViD1PdLDoNL6nwI7tVVz6nukdUHTQ67TzKN0XWEj0CkC3QeipGccWSai75rvHq9wI6lvrzz3EBDOU1NahQucevLJ8fiMx6uBne132L7w87XLCVIj++Onnoq7KuudjRw5KtZdd912KZpyEFihwNnfPCvSNKRTTz8txk+YsMJ9fblEoPuF2dCha8emm2665EuvCBAgQIBAhwikm8ovPP9C9WFQAju1V/rY7barPsdk+rTrYpvRo2Pttdeu/WB7Emhhge7xCrMSa69IN5Jqt8pzz/fkmZi0CBQpMG3q1Ljv3vvioIMPrjzNdqciT9WWaV9fGSG8wbAN4rivfbX6UIy2LKRCEegm8PBDD0caGb97ZYmZwyszC2z9Ezj+xBMqMwpGxmmnnKLN6B+dvQkQIECgDQQuufiS6gyjdFNZ36N/FTpkyJDqAJ411lwjJh52WKRRkzYC7S4gXlFfDV/2b9+pxiu+ceYZ+h71UdZ89Er/rGw1721HAk0SmDVrVuy9x57V4MRd99zTpFy0/mnTGmhf2GEHjq1flUrQh0C23t/6668f6WZI6pjY+i+Q1mzfeaedYo011oh777+fY/8JHUGAAAECLSjw1JNPxZcPOqh6U/niSy9twRKUI8tZH27M2LExbfp15ciUXBAoQCD7rafBFOIVAwfWhxu43UCOtGTEQNQc01CBdEf58EMPjVgp4uZbbxWQqEN/zbXWjDT9++abbgrr89QB6dDSCxx5xOK1xr97440xdO2hpc9vWTOYAukf+9gmcf306TF/3rz4wo47ljWr8kWAAAECBHIRSH2P/caPjw996ENx9bXXxvve975c0u3ERNJSEekZJjdVrsc8y6QTfwGdUWbxivzqOcUrPvCB1avxikGD3htbfWar/BKX0nICloxYjsQHZRO4tvLwuJfnvhyXXvadSjBTYKfe+hk/YXyku/RXXn55pDuZNgLtJpCma6WHyE0+77zYcPiG7Va8hpdn6222jqOPPba6ZE8aMWUjQIAAAQLtLPC1r3w1Fry+IC646CIDUXKo6LRsVxo1OeXcyaaB5+ApifIJiFfkWycpXpGW/BOvyNe1p9QsGdGTis9KI5BNvUgNgula+VVL92ngjz72WH4JS4lAkwWyZVFMTcy3ItLIhz122y0WLFgQP3rySR3kfHmlRoAAAQIlEciWikg3Qr9+/NdLkqvWz4brs9avQyXoWUC8omeXej9NfY9tt9nGsnX1QvZxvCUj+gDydXMFDjrwwOpSETdUljgwXSu/ukjTwNNUjLvvusv0rfxYpVQCgZNOPDFefeWVuOU2y8vkWR2p/V1//Q3i9ltvC9O38pSVFgECBAiURaD7UhEXVkYH63vkVzNpGni2dMTw4RvF8I2G55e4lAg0UeArxxwTb/+/b4d4Rb6VkNrfLF6RnmUyctSofE8gtaqAJSP8EEorkKZ9p6UiTjzpZKPRCqilNBUjTd+6+qqrIo0YthFodYE0qufxGTMiPQ3c8jL512ZaOiKbvpVG+tgIECBAgEA7Cdx+223VpSK+8c2z9D0KqNi0dMQGwzaIb5x5RqTgu41Aqwvccfsd1WXqxCuKqclsqUvximJ8U6oCwsXZSrkOgXSRkP7hp4uG1BDYihE47Ywzqhe+11x1dTEnkCqBBgp86+yzYo0114gJ++3XwLN21qlOPPnkaoHPmzKlswqutAQIECDQ1gJpcERa4zYtOZVugNqKEUjB9rQ+cwq+2wi0skCKV1x4wfniFQVX4tHHHiNeUaCxgHCBuJIeuEB2hz49zMFWnMCIESOqI/5uvOEGo4SLY5ZyAwQefujh6oyCb337HKN6CvROI6/TuoppJLaHUhYILWkCBAgQaKhANjgiBR9sxQmkYHsKuqeBP0YJF+cs5eIFsnhFuslhK04gxSsOOvjgEK8oxlhAuBhXqdYhkI0OThcLqQGwFSuQjfjLLoSLPZvUCRQjcOklF1fv0O80bqdiTiDVLoEjjjyiOhL7ysuv6PrMCwIECBAg0KoCaXRwCjboezSmBrMRf0YJN8bbWfIX6B6vMKMgf99lUzxy0lHVj8QrlpWp/72AcP2GUshZILvb5g59zrC9JJdG/Lnr1guOj1tCIBsdfNzXj2+J/LZ6JtNDKfc/4MDqKGFrCbd6bco/AQIECGRBBn2PxvwW0oAfo4QbY+0sxQhk8YqDv/zlYk4g1aUExCuW4sj1jYBwrpwSy0Pgjttvr470Mzo4D83a0th1992qO37/wQdrO8BeBEokcP3066ojVo0Oblyl7H/A/tWT3XLzzY07qTMRIECAAIGcBdJIvwcffMDo4Jxd+0ouBdLSWsIPff+hvnb1PYHSCWTxCqODG1c1Bxx4YPVkt95ya+NO2gFnEhDugEpupSIa6dec2up+p745OXBWAgMTSCNUn535bBw1adLAEnDUgAS636m3BuCACB1EgAABAiUQSAHJFJg00q+xlZECaenh4dOmXtvYEzsbgToFnnryqepzS8xMrBOyn4dvOHzD6o27W28xGKWfdCvcXUB4hTy+bLTAYz98tDrSb5vR2zT61B1/vj332qt6QZyC8jYCrSKQjVDdeZddWiXLbZPPbGaB0T1tU6UKQoAAgY4TuPuuO6uBSSP9Gl/1h088ohpY85Daxts748AF7rv3e+IVA+er60jxirr4ejxYQLhHFh82QyA90OG+e++LXXbZNdIalbbGCqTp9musuUakoLyNQKsIpGmeu++xe6QRq7bGCqSZBWl0T+pM2wgQIECAQKsJZLOMxk+Y0GpZb4v8jtt5XLUcD9x3f1uURyHaXyDNihOvaF49i1fkby8gnL+pFAco8MSPnqgema0PM8BkHFaHQArGp//JmQJeB6JDGyaQpmylaZ7bbb9Dw87pREsLfHGncdUlOzxcbmkX7wgQIECg/AIPPPBANZNmGTWnrtIAoHRTP93ctxFoBYFsVtzY7bZrhey2ZR7FK/KtVgHhfD2lVodANmUrrQ9ja45A9j+3J594sjkZcFYC/RCY8dhj1b0tMdMPtJx33XXXXaspzpw5M+eUJUeAAAECBIoV+MHDD8XIUSPNMiqWeYWpp5v66eZ+uslvI1B2gUf/4z+qM2otMdO8mhKvyNdeQDhfT6kNUCCNSE0PhkqjzWzNE0j/c7NsRPP8nbl/AtlyEZaY6Z9bnnunG3iWjchTVFoECBAg0AiBtFTdy3Nfji/suGMjTuccvQhkN/V//vOf97KHjwmUQyDFKx6fMaO6vGU5ctSZuRCvyLfeBYTz9ZTaAAVmPTureuQWW2wxwBQclpfA6NGj44knFi/fkVea0iGQt0B6AInlIvJWHVh62bIRlpoZmJ+jCBAgQKDxAtlSddtuO6bxJ3fGLoF0U3/M2LGRRmvbCJRZIItXZCNUy5zXds9btmxEu5ezEeUTEG6EsnP0KZBN/Tb9ok+qwnfIpm5ZE7RwaieoQ2DmL35RPTpN9bQ1VyC7kZddKDc3N85OgAABAgT6FvjZT5+pzoqzVF3fVkXvseVWW1ZHa6dR2zYCZRXIRrGPGDmirFnsmHxt8alPVcuaBgjZ6hMQEK7Pz9E5CfzqV89V7w7nlJxk6hDYaKONqkdbE7QORIcWLvDM089UlyoYOnRo4edyghULZBfG2YXyivf2LQECBAgQaL5Amg2XZsXZmi8w6pOfrGYiLR9oI1BWgad/8p/VNcctVdf8GsoGBGUDhJqfo9bNgYBw69ZdW+U8XQBs8vGPt1WZWrUwaaREWkc4jZywESirwC9/OSs222yzsmavo/KVLozThdkLzz/fUeVWWAIECBBoTYE0EjUtO/WxTTZpzQK0Wa5HjFg84nLOnDltVjLFaSeBFK/Y6jOfbacitWxZ0oCgFK/49QsvtGwZypJxAeGy1EQH5yMb6p9NO+5gitIUffPNR8Ts2bNLkx8ZIdBdQEeuu0Y5Xm+66SeqD9ooR27kggABAgQI9C7w0osvVb/MRqb2vqdvGiXgxnKjpJ1nIAJZvGLjjTceyOGOKUBAvCIfVAHhfBylUofAi795sXr02muvXUcqDs1TIFvLK880pUUgL4F58+ZVk9KRy0u0/nQ2/tjHqolY/69+SykQIECAQLECv/nN4pGow4cPL/ZEUq9ZIN1YTrO/bATKKDDvz4v7HtnSimXMY6flSbwinxoXEM7HUSp1CLz55l+rR3uoQx2IOR/6oQ99uJpidjc05+QlR6AugWy9KDeR6mLM9eCNPrp47fEsWJ9r4hIjQIAAAQI5CqRpxmm6sbVAc0StM6kPr/Ph6jIeb731Vp0pOZxA/gJ//vOfqomKV+RvO9AUxSsGKrf0cQLCS3t41wSB9HCobGHwJpzeKXsQWPtDRmv3wOKjkgj89a9vVnPigXIlqZBKNrLgfBasL0/O5IQAAQIECCwt8MYbf4003dhWHoGPfnTxVPyXXlq8nEd5ciYnBCKyh1mzKI9AFq946003keqpFQHhevQcm5vABz6wem5pSah+AcGd+g2lUJxAeniZm0jF+Q4kZcH5gag5hgABAgSaIZCWJvjAB1ZrxqmdsxeBIasO6eUbHxMoh8C6665XjozIRVUgW/InWwIIy8AEBIQH5uaoHAXSRdlHPvKRHFOUVL0Cgjv1Cjq+aAE3kYoW7n/6afrtn/64eEpd/492BAECBAgQaIzAgtcXxMc22aQxJ3OWmgSy4I6ZRjVx2anBAm4iNRi8htNZ8qcGpBp2ERCuAckuxQqki7K0bpSNAAECtQi88cbCWnazT4MF0vTbP/zhDw0+q9MRIECAAAECrS4guNPqNdje+XcTqbz1my0lWN4cljtnAsLlrh+5I9A0gTQlP62XZCNQNoFnZz4b6cmyNgIECBAgQIBAfwTmz59f3X3VVS0Z0R83+xIgQKBsAmPGjo20lKBt4AICwgO3cySBthYwJb+tq1fhCBAgQIAAAQIdJzBv3rxqmTf66EYdV3YFJkCAAAEC3QUEhLtreE2AAAECBAgQIECAAAECBAgQIECAAIE2FhAQbuPKVTQCBAgQIECAAAECBAgQIECAAAECBAh0FxAQ7q7hNQECBAgQIECAAAECBAgQIECAAAECBNpYQEC4jStX0QjUI/DGGwvrOdyxBAgQIECAAAECBEolsPbaa1fz8+JvXixVvmSGAAECBAg0WkBAuNHizkegRQSenflsbLnVli2SW9nsJIENhm0Qzzz9TCcVWVkJECBAgACBHASGDh1aTeXNN/+aQ2qSIECAAIFmCTw+Y0Z85CMfadbp2+K8AsJtUY2tXYg11lwj/vTHP7V2IeSeAIGGCay77noNO5cT1S7wy1/Oig98YLXaD7AnAQIECBAgQKAi8NZbb3EgUFqBFK/49QsvlDZ/nZyxD6/z4U4uft1lFxCum1AC9QpsvvmI+MMf/lBvMo7PUWD+/Pk5piYpAvkLWNIkf9N6U1zw+oL42Cab1JuM4wkQIECAQKECBqMUyjugxF966aXqcR/96MYDOt5BBIoUSPGKN94wq6BI4/6m7SZSf8V63l9AuGcXnzZYQHCnweB9nG7evHnVPUZ98pN97OlrAo0X2OTjH4+0pImtPAJuIpWnLuSEAAECBFYsYDDKin2a8e1bby4eITxk1SHNOL1zEuhT4He/e7XPfezQOAE3kfKxFhDOx1EqdQikdWoFd+oALODQeX9eHBAuIGlJEqhbYLXVVq2m4c5w3ZS5JeAmUm6UEiJAgACBggXS8kZpmSNbeQR+85s51cwMHz68PJmSEwLvCqR4xctzX+ZRIoEsXuEmUn2VIiBcn5+jcxBYddXFa07+9qXf5pCaJPIQ+POfF6/pPGLEiDySkwaBXAWykevZneFcE5fYgASyp7VnT28fUCIOIkCAAAECDRBIyxulZY7cWG4Ado2nyJ4nM2SIEcI1ktmtgQLiFQ3ErvFU4hU1QvWxm4BwH0C+Ll5go49uVD1JNsKs+DM6Q18Czzz9TGwwbIO+dvM9gaYIZEHHmb/4RVPO76TLC8z59a+rH2ZPb19+D58QIECAAIFyCGTr1LqxXI76SLn41a+eizFjx5YnQ3JCoJtAFq948cUXu33qZTMFxCvy0RcQzsdRKnUIZFODfv7zn9eRikPzFEjT6DbbbLM8k5QWgdwEUtDR035z48wlIR25XBglQoAAAQINEBi+0eJlCbLZLQ04pVP0IZCWD0zPiLARKKNANmt2zpzFS5uUMY+dlifxinxqXEA4H0ep1CGQpgaNHDUyXnj++TpScWheAunhUGka3ac+vWVeSUqHQO4C6YEws2fPzj1dCfZfIE251ZHrv5sjCBAgQKA5AtmN5Z/99JnmZMBZlxKYNWvxes4bb7zxUp97Q6BMAile8fRP/rNMWerYvGTxirT8j60+AQHh+vwcnZPAppt+Ih6fMSOn1CRTj0D2gL9sakw9aTmWQFEC2cMd0gWBrbkCs55d3JHbYostmpsRZydAgAABAjUKjB49Op544oka97ZbkQLZEmAp4GYjUFaBrT7z2eoACGuPN7+GsnhF9lyZ5ueodXMgINy6dddWOd/iU5+qluepJ59qq3K1YmEe++Gj1en42dSYViyDPLe/QHYBkF0QtH+Jy1vCbLmfESM9hLK8tSRnBAgQINBdIM2ESzPiPNS6u0pzXmdrgXoOQXP8nbU2gWzgQzYQoraj7FWEwM9/9rNqsuIV9esKCNdvKIUcBLYZvU01lSywkEOSkhigQBotkUZN2AiUWSBdAKR1hNMNDFtzBX7w8EPVZX88Gby59eDsBAgQIFC7wKhRo6o7z5w5s/aD7Jm7QBptmWaJfu5zW+eetgQJ5CmQDXyY8dhjeSYrrQEIPPjgA7H7HrsP4EiHLCsgILysiPdNEcjWEU6BBVvzBNII7TRaYrvtd2heJpyZQI0Cu+yya9x3731h6laNYAXslpbseHnuy/GFHXcsIHVJEiBAgACBYgQ2HL5hbDBsg7j7rjuLOYFUaxJ48oknq/uN3W67mva3E4FmCaR4xZixY+PHPzajuVl1kM4rXpGvvoBwvp5Sq0Ng7332rQYWTN2qA7HOQ7M7ntmI7TqTcziBQgWypWayzkShJ5N4jwLff/DB6ufbbjumx+99SIAAAQIEyirwxZ3GVdcE9TyC5tVQtlTd1tsYIdy8WnDmWgV2+Pznq/GK7EGItR5nv/wEsniFNcfzMRUQzsdRKjkIjN528TIFt9x8cw6pSWIgAtn0C1O/B6LnmEYL7DRuJ8tGNBp9mfPdcfvt1RFWaaSVjQABAgQItJLArrvuWs1udnOzlfLeDnlNM7zSTK8048tGoBUEsnjFA/fd3wrZbcs8ZvEKa47nU70Cwvk4SiUHgfSPOk3DSP/IbY0XePihhy0X0Xh2Z6xTIFs2wuieOiEHcHgaHZGWizh84hEDONohBAgQIECguQLZshHp5qat8QIPfX/xUoG77r5b40/ujAQGIJDiFWnt2hSvsGTdAADrPES8ok7AHg4XEO4BxUfNE9hzr72qQcn0j93WWIHv3XNPdbRlGnVpI9AqAlknwuiextdYNjoiGy3R+Bw4IwECBAgQqE8g3dRMNzfTupS2xgpMm3ptdZZRelCwjUCrCKRn7aRn7liyrvE1lsUrLG+Zn72AcH6WUspBIJsCfuklF+eQmiRqFUjrNqcn/O5/wIG1HmI/AqUQSJ2ItIbU1VddVYr8dEom0ojsG2+4IQ46+OAwZatTal05CRAg0H4C43YeVx0QccN3v9t+hStxiVIA3iyjEleQrPUqkOIV6YGU4hW9EhXyRfd4heUt8yMWEM7PUko5CRw1aZLF2nOyrDWZbN3m/Q/Yv9ZD7EegNAKHHHqYmQUNro1bb7m1esZshHaDT+90BAgQIEAgF4EUWEjLT6WBER5snQtpTYmkAPwaa64RKSBvI9BqAuMnTBCvaHCliVcUAy4gXIyrVOsQmLDfftULhCsvv6KOVBxaq4CRfrVK2a+sAu7UN7Zm0pppt95yc3XNd9M8G2vvbAQIECCQv8CRk46qJpoFHPI/gxS7C6RnEKQAfBoEZKRfdxmvW0VAvKKxNSVeUZy3gHBxtlIeoEC6MEgXCOlCIV0w2IoVuOaqq6snyC6Giz2b1AkUI3Dc14+v3qm3/ngxvt1Tvf2226ojso8+9pjuH3tNgAABAgRaUiAtfZSWQEpLIel7FF+FadBPGh2cgmo2Aq0oIF7R2FoTryjOW0C4OFsp1yGQ3XWbfM45daTi0L4E0kWvdUD7UvJ9Kwh0HyXsqb/F1Vi6Qz/l3MlGBxdHLGUCBAgQaIJANjDCDMVi8dPawUYHF2ss9cYIZPGKk044oTEn7NCzpKV8xCuKq/xBZ1W24pKXMoGBCbzvfe+L97znPXHXHXdWHli0dmy66aYDS8hRKxQ48/Qz4o03FsYll11qytYKpXzZCgL//b9/MG69+ZZYY401Kg+aG9UKWW65PH7zzDNjzpw5cc2118aaa63ZcvmXYQIECBAg0JNAGvG3yiqrxE033hgjR46Kddddt6fdfFanwOGHHhqxUsRFl1wSqb9nI9CqAun3+4EPrB5333WXeEWBlXjSiSfGq6+8Ev/rmqvFKwpwNkK4AFRJ5iNw+MSJ1Sd4XnjB+WHEXz6m3VO54/Y7uu7Qp6lyNgKtLpBGCY8ZO7Y6gjWNZLXlK5BmFNx3733VabUbDt8w38SlRoAAAQIEmiyQjfj71tln6XsUUBfTpk6tLu914kknC+wU4CvJxguMnzBevKJA9rQUYJpRcOrpp1WC7uIVRVCv9M/KVkTC0iSQh0AKQOy9x56x+x67x8WXXppHktKoCKQA+7bbbFMdSfnoY48xIdA2Amla0Rd22KEaGJ42/bq2KVezC5LajD122y0WLFgQP3rySR25ZleI8xMgQIBAIQIpAHHs0UfH0cceG18//uuFnKMTE0036j+75VaVGVwj46577ulEAmVuUwHximIqtnu84t7779f3KIY5LBlREKxk8xFYe+214/e/+111VJrpW/mYplROPfnk+OWsX8bUSsAsGdsItItAWsYgm/JpuZn8avWKygNg/uORf4+rr7k2hg8fnl/CUiJAgAABAiUSGL7R8Hhu9nNx5x13xDajR7tOzqluDqk8tG/evHnx3cqSHJacyglVMqUQSH3pRYv+ETfdYLmZPCuke7zCEj55yi6dliUjlvbwroQCZ3/729Un0R73ta+avpVD/aSlItK07zTyYcSIETmkKAkC5RJIy82kEShpuZk0YthWn0B6AMyVl19enamx9TZb15eYowkQIECAQMkFzpl8brXvkR4WZdm6+isrLRXx7Mxnq9O+LTlVv6cUyidwxJFHVJeOSPEKy9bVXz9ppoZ4Rf2OtaRgyYhalOzTdIFsKkZaH9Q08IFXRwqOTRi/b6y//vpx/Q03mHoxcEpHllzAbz2fCkoXtTvvtFM1MUtF5GMqFQIECBAov0C6Gfrlgw6ybF2dVaUPVyegw1tGIPutWxalvirTh6vPr79HWzKiv2L2b4pAmoqRTQNPUzK2+sxWTclHK580jXD40oEHxNtvv12d9j10bQuzt3J9yvuKBdJ0xHXW+UhMn3Zd/P1vf49tx2y74gN8u5xAajOOrIy2fuXlV+LmW2/1xPXlhHxAgAABAu0qkKYoL1ywMNLMOktQDayW003l/caPj/e///2VAT3TDUQZGKOjWkQgi1fcdced1bZD36P/FZf6Hscec3QsXLhQvKL/fAM6QkB4QGwOaobAyFGjutb0Gj58o0hrfNlqF/jXoybFrGefjQsvujg+veWnaz/QngRaVCC1Eakzd2NlNHy6oZTaEFvtAlPOnRyP/OCRmHzeebH9DtvXfqA9CRAgQIBAGwikgM6Pn3oqbr7ppvAsk/5V6LI3lT1/oH9+9m5NgdTXSM8/SjeSxCv6X4cpXvH0T34iXtF/ugEfYQ3hAdM5sBkCl/3bd6prg6an/6ZpGbbaBM7+5lnx+IwZ1XWDdxq3ePp3bUfai0BrC3zz7LOqbUYKbqb1qGy1CVxy8SXVQPpBlYfAjJ8wvraD7EWAAAECBNpMIC2xtsaaa0RaG9RzCWqv3G+eeWZ13eDLr7zSM0tqZ7NnGwik5x+lZSNSvCItPWOrTUC8ojanvPeyhnDeotIrXKD7mpa3V6ZkeDjBislT45pGSKbATgqO2Qh0mkAapZKebp0eaJI6Jm6KrPgXkALn6SLWGmgrdvItAQIECHSGQLamZSqtvkffda7v0beRPdpbQLyif/WrzeifV557CwjnqSmthgm4MKuNOmtcPYyvNi97ta9AdmG24PUFcfe93zNapZeq7h4M9uDJXpB8TIAAAQIdJ6DvUVuVZ30PA1Fq87JX+wpoM2qr2zQr8crLLzcQpTau3PeyZETupBJshEAaFZzu0Kdtwvh9TeHqAT27IEuj/NJSGzYCnSwwdOjQapuRpn3uvceelo/o4ccgGNwDio8IECBAgEBFIPU9vvXtcyLdWNb36PknkfU9BIN79vFpZwmIV/Rd36nNyILBaSCKrfECAsKNN3fGnASWbWSt0bMENrsgS8Fgo/yWuHjV2QJZm5GCwmlJBGsKL/k9TJs6tWuZCG3GEhevCBAgQIBAJpCWnPrujTdW3woKZyoRaWmurO8hGLzExSsCWd8jSaQ2Q7xiyW8iazPEK5aYNOOVgHAz1J0zN4HujeyXDzqo4wM86YLs8EMP61oz+K577okhQ4bk5i0hAq0ukNqM7z/8cNfDHlIgtNO3dEGWHrrngqzTfwnKT4AAAQJ9CWy9zdZLzVLs9JvL2XMaPK+kr1+O7ztVQLxi6ZpPbcbxxx3XFa8wEGVpn0a/G3RWZWv0SZ2PQJ4Ca661Zuy6227xy1mzYvq062LhgoWx7Zht8zxFS6SV1ik69pij4+mf/CSOPvbYOPW0U1si3zJJoNEC6SbJTuPGxc9++tO4q7L0zO9/97v47Oc+F+973/sanZWmni9dkB2w337xyA8eqT508sqrruo4g6ZWgJMTIECAQEsKpL7H2LHbxWOP/TBuvfmWWGWVVSo3VUe1ZFnqyXTqe3zpwAPihedfiMnnnVfpfxxTT3KOJdC2AqnN2P+AA6p9D/GKo+PxGY93PfC+0/pfZfuRCwiXrUbkZ0ACWYBn/rx5ccftd8SPn3oqthk9umNGx6bRCUf/66R45eVX4vIrr6w0sAcNyNFBBDpFIF187Dt+fPUGUmozUnB45MhRkS7YOmGbVbmBttcee1TbjFNPPy2+fvzxnVBsZSRAgAABArkIpOuFPffaK34z5zdxU2UZiedmPxdjt9uuY26spmunQw4+OGKliKuvubZyo32nXFwlQqBdBVLfIw1I6dR4RVouY+Lhh3XFKyYeMbFdq7qlyiUg3FLVJbMrEkiN7Bd23DGGDl07br7pprj3e9+Lddb5SAzfaPiKDmvp79IIv1NPPjkurTyd80Mf+lDcfued8ektP93SZZJ5Ao0USLMJhg/fqNpeTL322mr7semmmzYyCw09V2ozrrj8ijjx68fH+9///rj51ltjXOXi1EaAAAECBAj0TyD1PdIsxUWL/hF33nFHZVDK7fGxj20S6667bv8SaqG9s77HlVdcUV1qKgWDR4wc0UIlkFUCzRPoKV7xgQ+sHu3e90hL051dWZhAvKJ5v73ezrzSPytbb1/6nECrCqQpTJOOOjJenvtyjBk7Ns6ZfG4l0DO0VYvTY77TXbbjvvbV6tOOd99j9zj729/umBHRPYL4kEAdAqnNOPWUk+PZmc9W24xTTj21+kTxOpIs3aFpVPBJJ5zQ1S5e9m/f0WaUrpZkiAABAgRaUSD9P3biYYe19XV5mpH4jTPPqJYxLU93xJFHuI5oxR+rPJdCoFPiFd86+6xq30O8ohQ/u+UyISC8HIkP2kUg3cG+tnLX+srLL4811lwjjpo0KQ6f2PpTE+bPnx9nnHZ6Ze2dGdVyXXrZdyI94MJGgED9Aukhc+kudtrSUgoTKmvstvqDGVObcc1VV1cf3pDawhNPOjnGTxhfP5YUCBAgQIAAgS6B1Pe4+MKL2u7/tylwdd6UKdW+xwbDNogLLrooRowwKrir4r0gMECBnuIV7dL3uPD88+O+e+8Trxjgb6NRhwkIN0raeZomkO7YTz7nnOrIv3QRc1xlqnQrrnPV/X8YCdOd+ab9pJy4zQWWvenSqgHU1GbcftttcXXlYXELXl9QfXjD8See0PIB7jb/+SkeAQIECLS4QPcZOa3c9+h+QzlVSbvcKG/xn5fst6HAsjddxCvasJJLWiQB4ZJWjGzlL5CmOV16ycXVKQutdHGWLsZuveXWyn83V4M6aQmMdpzOnn+NS5FAfQJpWZZsmlPWZmwzepvSB1SXDQSnNiM9+dtonvp+D44mQIAAAQL9EUgPXrvwgvOr1+8jR42MQw49rCUGpSwbCD6o8vC4Iycd1XbL7/WnLu1LoBECrRyv+P6DD3YNQhGvaMSvJZ9zCAjn4yiVFhJIU8LTQx/S+sIpyDN+woTYeZddSneRk0YXPHDf/dVpZ4lXUKeFfmSy2lYC3S/O0pIL+x9wYOW//UvXZqTRBbfcfHM8+OADXTePBILb6qeoMAQIECDQYgLL3qRNfY/DJx4R43YeV7obzKnvcfONN1aneSdmfY8W+7HJbtsIdO97iFe0TbWWsiACwqWsFplqhED3hjadLy10vt32O0QzRwCmO/JP/OiJmDb12mrAOuUr3ZXfdffdjO5LGDYCTRRIbcb37rmnuoZeykbqKO25116laDPuvuvO6rI4KV+pLTvwoIO0GQnDRoAAAQIESiCQAsMPff+h5a7xx263XVOfBZJuJj/wwAPxg4cfWqrvYURwCX40stDxAqnvcf3065a6xhev6PifRa4AAsK5ckqsFQWykbjZqLpUhhRQ+dSnt4zR244ufBRgOv/jMx6Pp3/yn12NfTZ6oBHnb8U6k2cCzRRYdiRuykvWZowaNSo2HL5hodlL5//Rjx6Pf3/kkaXajC/uNK6UI5cLxZA4AQIECBBoMYGs73HjDTdUc55mH40ePbo6MCUtLTF06NBCS5T1PboHgdN5995n31KOXC4UQ+IEWkAgazOaGa+Y+YtfLNf3KOtM6xao0tJkUUC4NFUhI2UQSGuGznjssa4p1ylP2UXaxzbZJEZ98pOx6pBVBxzwSY35vD/Pizlz5sQLzz/fNdIwnSddiG31mc/GrrvuOuD0Uzo2AgQaJ5C1GT/+8VNdI2tSm7H55iNiy622jI9+dONYe+21B/xvOrUZb735VvzmN3PimaefWarNSDeOUhBYm9G4+nYmAgQIECCQl0AaNfzkE0/GYz98NJ544onqck8p7fT/98022yyyvke6jhhokLivvscXdtwxtt12zICvU/KykA4BArUJZH2P7sFh8Yra7Oy1vICA8PImDfkkG+HVkJM5yYAEfv3CC11raPWUQLpYW3fd9bq+2uTjH4/VVlu1+v5Pf/xT/OEPf+j67vEZM7peL/sipfO5z20dH17nw8t+5T0BAi0kkNqM7h26ZbOeBYqzz7UZmUR7/p2w336lWx+yPaWVigCBWgT0PWpRau4+y974XTY3y/Y90o3nbOtv3yPdUM76LVka/hIg0FoC+h6tVV9F53YgfQ8B4aJrpZf003owxx59dC/f+pgAAQIECBBoVYEU/L/9jjuNuGrVCpRvAm0ocMnFl8SVl1/ehiVTJAIECBAg0NkCqe/x/Ycf7vdsEgHhzv7dKD0BAgQIECBAgAABAgQIECBAgAABAh0k8J4OKquiEiBAgAABAgQIECBAgAABAgQIECBAoKMFBIQ7uvoVngABAgQIECBAgAABAgQIECBAgACBThIQEO6k2lZWAgQIECBAgAABAgQIECBAgAABAgQ6WkBAuKOrX+EJECBAgAABAgQIECBAgAABAgQIEOgkAQHhTqptZSVAgAABAgQIECBAgAABAgQIECBAoKMFBIQ7uvoVngABAgQIECBAgAABAgQIECBAgACBThIQEO6k2lZWAgQIECBAgAABAgQIECBAgAABAgQ6WkBAuKOrX+EJECBAgAABAgQIECBAgAABAgQIEOgkgfd2UmGVlUB/Bd6ZcXJsfuid8XYtB252Wjz2wMRYr9u+fR6/8r4x7bnzY8zgbgd5SYBAGwksjMdP+mIcfuf8Psq0cnzi9Pvjvokb9bDfizFt191iyuzeWqIVHdtDcj4iQIAAAQIESinQZ9+he671PbpreE2AQFVA38MPoXaBlf5Z2Wrf3Z4EOlHg7Xh1xp1x5y1T45rH/rgMwOAYut2JccXFh8aI1Qct8132dlEsnHlZfHnCFfHcO+mzdMxhcfwxh8eeI9bKdvKXAIG2Fai0AbPuj2uvuHT5NmTwZjHhf10W39ph/eitBclYFr1yZxy93xnx6PxqQ1JpSjaLfU76Whx16JhYr6+Ds0T8JUCAAAECBEouoO9R8gqSPQIlF9D3KHkFlSZ7AsKlqQoZKb/AazFr6qlxzLmPxpKxfqvH2Isfiql7faiP7Gcj/AbHJyZdE989eatYvY8jfE2AQLsJvBYzz58YB1w1K94N6Ub0MLqn91K/E69OPSC2O/fnEUN3jgtvuzD2XH/l3nf3DQECBAgQINDCAvoeLVx5sk6gBAL6HiWohFJnwRrCpa4emSuXwFoxYuKU+LdJIypjfLNtYTx1y0Mxd1H2vqe/lTt0M74b188WDO5Jx2cEOkdgrRh1wuQ4YeSqS4r86xnxw7m9LQWxZLfFr/4Szz7zUmVk8JZx6i2CwcvqeE+AAAECBNpLQN+jvepTaQg0WkDfo9HirXY+AeFWqzH5bbJAalQvjMmfX6crH+88e3mcPH1O9BYTXjR3ehx+5N0Rnz8jLjvByOAuOC8IdKLAoI3jkAuPjRHZXaV3nomLTrypj5tKCSrdWLoiLn5sUYw46ZtxyDAjgzvx56PMBAgQINBpAvoenVbjyksgVwF9j1w52y0xAeF2q1HlKV5g0LDY84JvxD5Ds4jOmzHrgrPj+p5G+S18NE4/4ML41ceOjH+7YC/rfBZfO85AoPQCg4Z9Kc4/acuumQZ93VSqFmjhjDjvtLvjtZHHxvmHbtznesOlR5BBAgQIECBAoDYBfY/anOxFgECPAvoePbL4sCIgIOxnQGAgAquPjVMm7x1Ds2N7GuW3aG5876RvxV2vjYoTLj06RvX60LksEX8JEOgMgZVj2KHf7LZ0xApuKlVB/h6zrrlocVty4ZdimAfIdcbPRCkJECBAgEAmoO+RSfhLgEC/BfQ9+k3WIQcICHdIRStm3gKDYvWxx8U5+67blfDSo/zejrnTz4jT/mNQ7HPNv8Xhpnd3OXlBgEBFoB/TtxbNvSXOnTbPUhF+OAQIECBAoGMF9D06tuoVnEAeAvoeeSi2XRqDzqpsbVcqBSLQEIFVYv0tPhzz7nskXnjrH5Uz/n8x/5m5MWTcTrHBL78d+5zwnzHs9Bviqr3XNRS/IfXhJARaS+A9a348Rr1/Ztz+1B8jtSD/a+34dwAACG9JREFUmPf7eHvzcbH9+qssKciiOTF94olx3/88Nq6f8oVYy23cJTZeESBAgACBjhLQ9+io6lZYAjkL6HvkDNoGya30z8rWBuVQBAJNEkgPejozxh16W8x/NweDP75ZDH/x1/H6mHPilqv2tW5wk2rGaQm0hEAl4Dttn31jyrNvLs7u0P1i2iPfjjHVJWYqMw2mHhLjzp0Xu0+/K84b+8GWKJJMEiBAgAABAkUJ6HsUJStdAh0hoO/REdVcayGNNapVyn4EehToYfrW87PjJQ+R61HLhwQILCOw7PSt+XfHGZNnxMK022sPx3kXzIy19j09ThEMXgbOWwIECBAg0IkC+h6dWOvKTCA3AX2P3CjbISFLRrRDLSpDkwWWnb5Vmfr9+ntiw712iZFrvrfJeXN6AgTKLrD09K1/xFuVm0oLNtsiBt3wzfjOX74Ql11zWHxsZfdvy16P8keAAAECBBojoO/RGGdnIdCeAvoe7VmvAymVJSMGouYYAssJ/D1mnb9H7H3Vi13fDB55Wjx018QYNqjrIy8IECDQs8Cy07eqe60b+1gqomcvnxIgQIAAgY4W0Pfo6OpXeAL1Cuh71CvYFscbctQW1agQzRWorOU186o4e9rvY+jQ1buy8s6zl8fJ0+fEoq5PvCBAgEAvAmn61pkHxDrdvh488oCYONq6wd1IvCRAgAABAgQqvQt9Dz8DAgTqEtD3qIuvXQ4WEG6XmlSOpgkseuWeOOXoafGXMWfHLQ9dEPsMHfxuXt6MWRecHdfPfbtpeXNiAgRaR2DQiD3iS5ut3JXhQRtuGP9ihkGXhxcECBAgQIBAhL6HXwEBAnkI6HvkodjaaQgIt3b9yX2zBSpTLa4//px4NPaIcy7YK9Zba2ycMnnvGJrl651n4qITb4q5hglnIv4SIECAAAECBAgQIDAQAX2Pgag5hgABAgR6EBAQ7gHFRwRqE/hLPH7qUTHluY/Hqbd8I8asnoby9fDkX0tH1MZpLwIECBAgQIAAAQIEehHQ9+gFxscECBAgMAABAeEBoDmEQMTb8eo934oz7lwUO5x3ThwybMk074gPxpjTTrd0hJ8JAQIECBAgQIAAAQI5COh75IAoCQIECBDoJiAg3A3DSwK1CaQHOVwZXzvlifjgpAvivL2GVcYFL7OtbumIZUS8JUCAAAECBAgQIECg3wL6Hv0mcwABAgQI9CkgINwnkR0ILC2w+EEO18ScTxwbF5+wVay+9NfvvrN0RI8sPiRAgAABAgQIECBAoGYBfY+aqexIgAABAv0QEBDuB5ZdCcTCp+Pir6aHyO0dV00/NIYtNzS4u1Fl6YgpV8epI1d998M3Y9a5R8XpM/7SfSevCRAgQIAAAQIECBAgsLyAvsfyJj4hQIAAgVwEBIRzYZRI+wtUpmrNmhoTdzw4rpn9TnzisC+/+xC5Pko+aHjsccCWMbhrt9/FXUd+JabNfbvrEy8IECBQFVj0Zrz++qIujEWvLYi/dr3zggABAgQIEOgcAX2PzqlrJSXQJAF9jybBl+e0AsLlqQs5KaVAuhi7L645ac/Yco/JMWP+O5Vcvh1zHnwwZi5cErjpNeuLXo0n/v3XkY7q2t55JqbsOD5Omfp4vFpDEl3HeUGAQBsLvBazpl8T9/9xSWvxzpM3xCWPvhKaiTaudkUjQIAAAQJLCeh7LMXhDQECBQnoexQE21LJrvTPytZSOZZZAg0TeDGm7bpbTJnd+2jelfedHr+8YEy3EcBZ5hbG4yd9MQ6/c372QS9/V45PnH5/3Ddxo16+9zEBAm0t8MrU2H3M5Hiur0KuvG9Me+78GLNkukFfR/ieAAECBAgQaCkBfY+Wqi6ZJdCKAvoerVhrheVZQLgwWgkTIECAAAECBAgQIECAAAECBAgQIECgXAKWjChXfcgNAQIECBAgQIAAAQIECBAgQIAAAQIEChMQEC6MVsIECBAgQIAAAQIECBAgQIAAAQIECBAol4CAcLnqQ24IECBAgAABAgQIECBAgAABAgQIECBQmICAcGG0EiZAgAABAgQIECBAgAABAgQIECBAgEC5BASEy1UfckOAAAECBAgQIECAAAECBAgQIECAAIHCBASEC6OVMAECBAgQIECAAAECBAgQIECAAAECBMolICBcrvqQGwIECBAgQIAAAQIECBAgQIAAAQIECBQmICBcGK2ECRAgQIAAAQIECBAgQIAAAQIECBAgUC4BAeFy1YfcECBAgAABAgQIECBAgAABAgQIECBAoDABAeHCaCVMgAABAgQIECBAgAABAgQIECBAgACBcgkICJerPuSGAAECBAgQIECAAAECBAgQIECAAAEChQkICBdGK2ECBAgQIECAAAECBAgQIECAAAECBAiUS0BAuFz1ITcECBAgQIAAAQIECBAgQIAAAQIECBAoTEBAuDBaCRMgQIAAAQIECBAgQIAAAQIECBAgQKBcAgLC5aoPuSFAgAABAgQIECBAgAABAgQIECBAgEBhAgLChdFKmAABAgQIECBAgAABAgQIECBAgAABAuUSEBAuV33IDQECBAgQIECAAAECBAgQIECAAAECBAoTEBAujFbCBAgQIECAAAECBAgQIECAAAECBAgQKJeAgHC56kNuCBAgQIAAAQIECBAgQIAAAQIECBAgUJiAgHBhtBImQIAAAQIECBAgQIAAAQIECBAgQIBAuQQEhMtVH3JDgMD/344dmwAAwDAM+//rXGHIoAdCUTcTIECAAAECBAgQIECAAAECBAgQyAQE4YzWMAECBAgQIECAAAECBAgQIECAAAECBL4EBOGvf7iGAAECBAgQIECAAAECBAgQIECAAAECmYAgnNEaJkCAAAECBAgQIECAAAECBAgQIECAwJfAAM+8NMxJkWMOAAAAAElFTkSuQmCC" alt></p>
</div>
<br><hr><br><div class="question">
<p>The graph shows how the net force <em>F</em> that acts on a body varies with the distance <em>x</em> that the body has travelled.</p>
<p><img 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" alt></p>
<p>After travelling 6 m, the change in the kinetic energy of the body is</p>
<p>A. 0 J.<br>B. 20 J.<br>C. 30 J.<br>D. 60 J.</p>
</div>
<br><hr><br><div class="question">
<p>A block slides down an inclined plane at constant speed.</p>
<p><img 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" alt></p>
<p>Which diagram represents the free-body diagram of the forces acting on the block?</p>
<p><img src="data:image/png;base64,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" alt></p>
</div>
<br><hr><br><div class="question">
<p>A particle accelerates from rest. The graph shows how the acceleration <em>a</em> of the particle varies with time <em>t</em>.</p>
<p><img 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/2etS51z9l7//Zvf/YuJNtzz51SKh/CgQACCCCAAAIIIIAAAggggAACCCAg/xcGCCCAAAIIIIAAAggggAACCCCAAAKnBdgoYSUggAACCCCAAAIIIIAAAggggAAC4wJslLAUEEAAAQQQQAABBBBAAAEEEEAAgXEBNkpYCggggAACCCCAAAIIIIAAAggggMC4ABslLAUEEEAAAQQQQAABBBBAAAEEEEBgXICNEpYCAggggAACCCCAAAIIIIAAAgggMC7ARglLAQEEEEAAAQQQQAABBBBAAAEEEBgXYKOEpYAAAggggAACCCCAAAIIIIAAAgiMC7BRwlJAAAEEEEAAAQQQQAABBBBAAAEExgXYKGEpIIAAAggggAACCCCAAAIIIIAAAuMCbJSwFBBAAAEEEEAAAQQQQAABBBBAAIFxATZKWAoIIIAAAggggAACCCCAAAIIIIDAuAAbJSwFBBBAAAEEEEAAAQQQQAABBBBAYFyAjRKWAgIIIIAAAggggAACCCCAAAIIIDAuwEYJSwEBBBBAAAEEEEAAAQQQQAABBBAYFzgHCQSaIzAmJw/+uVy17gk5PmECs2Rl7x759OI3TlgjveCUDB3cLbs/v022PnesUr1j3ir58No/kevfNV+mpwegBgIIIIAAAggggAACCCCAQBsJcEdJG022V0Mde0X2bn5qkk2ScrYzl8j173DYJBkblK/ddb1cuW6bvPLWj8lzA4MyMPSiPHPLefL0HdfLVe/dJkdOjnnFQjIIIIAAAggggAACCCCAAALNFWCjpLn+bdp7+W6Sb+yUvsMjk4x/uiz+8BqZP3WSKpMVjQ3Ilza8R27+wqDM3bBJPvORK6SrEutc6bridnlg40I58dy9snpdrwywVzKZJGUIIIAAAggggAACCCCAQFsJTCmVj7YaMYNtvsDYS7J95Sq5/w0fl79/bLnMMM/olAxs65GrPvWCjF64WrY/c48smh7bcRk7JJvesVq2HjtX5t+9W75401yJ1TDPioAIIIAAAggggAACCCCAAAL+C3BHif9zVLAMg7tJ3izrPnBlDpskZa4TB+TTm8qbJNIhM697l/yH+CaJik59q1yxtLv8ZkSObPqE9A2c0qscCCCAAAIIIIAAAggggAACbS7ARkmbL4CGD3/sO/Lox/aJrPqIvG/+eTl0/zM5sn2rHBzV0L8il1z05gnuFDlP5v3xYpmp1UYPya693xc+gaMYHAgggAACCCCAAAIIIIBAewuwUdLe89/g0Y/JiS9vld5jp+T47vfJwouvkTs+t036Dg7abVKMvSjP9g+Oj+tX5eLZE3+vzdS3XCyXdGjVUTnW/zU5yk5Jg9cD3SGAAAIIIIAAAggggAAC/gmwUeLfnBQ3o/LdJI999uvlbYnxY/So7Pn0vfLJdYvlkkvXy6Ynj8jJoCzjz7GjX5OvHBvvoWOWXPSW100cafosufhNlZ0SkWMH5dmjP5u4LiUIIIAAAggggAACCCCAAAJtIcBGSVtMsw+DDO4mObNNEk3q+HOy9dblcumyB+RQ5q/sLT//5IcD8j+DyFPfIG94/SSPaJ16vlxwQVD+z/Lf/vFY0JKfCCCAAAIIIIAAAggggAACbSpwTpuOm2E3XGCqzHjXo/LSu7TjE3Lkyf1y6LXj8q3H+uTg8ermyejRzbLqyhPJ31STmvPP5Z9/8Gr1jpVLLpLu8RtGUpuWP/zzk9dGKh8BCrZOktrM6dIHwGY7Pvrxv5SeG9dEGvc9vityridpddLK4zEa0Yf2Ge+nEXk2Y6zxccZzSLKI18kSo6ieSV6NGGu9fTQrT9aOClSP8Lxl+T3SSK4xwu01XpY86o2RpY9mjJU8J//f+KLOe9LvQSPGWm8fzcqT30UVqB5p85ZWrpHCdbL8vRNur/EaESNLH80YazPyjM+HjtuHgztKfJiFtsthhsx/V4+sv+lO2fbCUXmu9y5ZOe/8qsLxJ2TDul4ZqPuZIb+Qkyd+Wo1T17tRGS63/WVKm4Gh4PknKRUpRgABBBBAAAEEEEAAAQQQaE2BEgcCPgj86w9Lz965rPQbs7pKsyuv3y6t3/svdWb2k9LB2y4db1+Os/TR0uCkEf6ptG3p3DP1f/O2g6VfTFo/W+Hp8XRlazzean//Aaf22rgoMXr7dpb05Xq4eri292VO8IyuJNd59cXTYn25WljkgKft+tRoFqY+rA2L9WUxDjyraxTPqoXF+rSIwfq0nRM8/fOMZmR7NkXDteYWD1kXT+DH8vzGlbJ+96unhzbvLnlu/03SVfNAT5bbLym3P15j+5dl+7Jr5K+OnqrUP3dVr3xn0yKp+dM6NeYVfFyHu1FqBKMaAggggAACCCCAAAIIINBEAT5600R8uo4LvFEW3XW3rLxwfKvixW/L4RN1f/4mHpRzBBBAAAEEEEAAAQQQQAABBGoWYKOkZioqNkRg+mK57bbLTt/VMXpSXvtp2lNDwln9G5k+4/XhC3W875DOclt+IeogoyoCCCCAAAIIIIAAAgggUEAB/ruwgJPa2kMqfzvOgt+RuZkG8Tp5y0Wzav/ozNiIvPZacMfKr8glF71ZJvvGm0wp0QgBBBBAAAEEEEAAAQQQQKClBNgoaanpapNkZ14kc88tj7Vjulzw+nqW6FSZPnuOvClgevkHMlj95uHgavXnL38qrw0HFX5VLp49vVrm2bv+p552zqgoMfRry5K+uqxeIFcP1/aarw8x8IyuHNc58cXTYn25WljkgKft+tRoFqY+rA2L9WUxDjyraxTPqoXF+rSIwfq0nRM8/fOMZmR7Vs9/hdr2TDQEJhL46U+k8miSN82R7un13eMxdd475aqZ4884OTUoA8eCjZCEzo79QF46/RxXkZmL5Yp55yVU4hICCCCAAAIIIIAAAggggEA7CbBR0k6z3RJjHZMTX39G/m70fJm/9hqZV98+icjUt8oVS7vHR/qKfOvwjycc9ejgD+SVSmmHzFz6zvr7mjAyBQgggAACCCCAAAIIIIAAAq0qwEZJq85cUfMee0X2ff4FGZ35brl73dwMzww5T+atWCHzKzeV/B95+Qc/kuApJFGyn8n3vv0dqdxQ0rFQ1qx4W4a+ohE5QwABBBBAAAEEEEAAAQQQaH0BNkpafw4LNIITcuj+u+T+775N7tzxQZlf790k4xJT56yR+zZeWn6o66gc2/ekfPNkwlbJ2IvybP9guUX5zpWNfyE9c/ShKBwIIIAAAggggAACCCCAAALtLjClVD7aHYHx5y8wNrBNrr/yXjlSfmRIx7zVcs8nbpWV82eMd3xKhg7ult2f3yZbv/lGuflvtsnGhUFZQm4n/0E2vedm2Xp0pBzrA/L5nR+ShfFnmYy9JNtXrpK/Oiwy/+7d8sWbwnennJKBbT1y1adeEFlwl3xlz00yJ+OmTEJ2Z12a03X6o0ADQ7oxw4EAAggggAACCCCAAAIIIOCzAHeU+Dw7Bcpt6vQZ8obx8YwefULuuO7fi24gnH69VS5f90n5W1ku27/6hck3Scp3iQzt+Wxlk0TDjR7dLvfsGThbaupcWd+7VW6eJ3Jk0+1y9+4jclJrjQ3K8/d/QN7zqUMy4/K75InedblukpydGFcQQAABBBBAAAEEEEAAAQR8FuCOEp9np1C5jcnJI/3yxSf65LO7j5a3O8aPjnmy8tZr5Xd/b5ksP3OHSVA4wc8zd5Sckgsvv002P7BO5sfvKDnT9IQceXK7PPKZx+Tgce21o9ymR9a/+0/kPYu7G/JcEu4oOTMZvEEAAQQQQAABBBBAAAEEvBfgjhLvp6goCU6V6fOvlZs3/a28VP4Iin4MpfJ65W/l03/aU/smiXJM/33ZuP9ouf3L8veP3TTJJolWniHz33W7bHvh5fE+tc2d0tOgTRLNwOLof+pp5zBFiWHxHfaK6erh2t4iB4sYeKpi9XCdV188dUSuY3Ftb5EDntW1aeGpMSxMfVgbFh4W48BTZ+L0gWcgYefhasr6tJ0TPP3zjGZke8ZGia0n0RBAAAEEEEAAAQQQQAABBBBAoIUF+OhNC08eqbeGQPDRmwc3PyJLr14SSTrp/ylIq5NWrh2E6zSiD+0z3k84h6RyvRauE28fLw9iDA8P61vp7Oys/MwSo9Jw/I9we72UlkdaeV4x8sqz2Z5JXnmNVfsKjnr70HbxuU+KYe2p/Yb7iecQL9fzeJ1w+6TyeIx4+3h5XjGS8iyCZ5JX0li1XvgI17Gck7BpuA/tO95PWrm2CdeJt4+X63lanbTypBjhHJLK9Vq4TpY+JoqBp8qcPa9h76RyvRauE8xJnp5JeYRzSCqfKE+9HhyNiJG1j3o8dTzhfoI5CcYZL9fzeJ1w+6TyPGLEc8ijj2AsjfaMj6URY83SR9Y8A8+eG9doCP8O/dYbDgQQyE9g9qyukr5cjv39B1yaV9oWJUZv386SvlwPVw/X9pq/DzHwjK4k1znxxdNifblaWOSAp+361GgWpj6sDYv1ZTEOPKtrFM+qhcX6tIjB+rSdEzz984xmZHvGR2/827siIwQQQAABBBBAAAEEEEAAAQQQaJIAH71pEjzdto9A8NEbfXgtBwIIIIAAAggggAACCCCAgN8C3FHi9/yQHQIIIIAAAggggAACCCCAAAIINFCAjZIGYtMVAggggAACCCCAAAIIIIAAAgj4LcBGid/zQ3YIIIAAAggggAACCCCAAAIIINBAATZKGohNVwhkFUj6qq56YxUlRt/ju0Rfroerh2t7zd+HGHhGV5LrnPjiabG+XC0scsDTdn1qNAtTH9aGxfqyGAee1TWKZ9XCYn1axGB92s4Jnv55RjOyPWOjxNaTaAgggAACCCCAAAIIIIAAAggg0MICbJS08OSROgIIIIAAAggggAACCCCAAAII2AqwUWLrSTQEEEAAAQQQQAABBBBAAAEEEGhhATZKWnjySB0BBBBAAAEEEEAAAQQQQAABBGwFppTKh21IoiGAQFhgTld35XRgaDB8mfcIIIAAAggggAACCCCAAAIeCnBHiYeTQkoIIIAAAggggAACCCCAAAIIINAcATZKmuNOrwgggAACCCCAAAIIIIAAAggg4KEAGyUeTgopIRAX6H/q6filus+LEsPiO+wVz9XDtb1FDhYx8FTF6uE6r7546ohcx+La3iIHPKtr08JTY1iY+rA2LDwsxoGnzsTpA89Aws7D1ZT1aTsnePrnGc3I9oyNEltPoiGAAAIIIIAAAggggAACCCCAQAsL8DDXFp48Um8NgeBhrg9ufkSWXr0kknTS/1OQVietXDsI12lEH9pnvJ9wDknlei1cJ94+Xh7EGB4e1rfS2dlZ+ZklRqXh+B/h9nopLY+08rxi5JVnsz2TvPIaq/YVHPX2oe3ic58Uw9pT+w33E88hXq7n8Trh9knl8Rjx9vHyvGIk5VkEzySvpLFqvfARrmM5J2HTcB/ad7yftHJtE64Tbx8v1/O0OmnlSTHCOSSV67VwnSx9TBQDT5U5e17D3knlei1cJ5iTPD2T8gjnkFQ+UZ56PTgaESNrH/V46njC/QRzEowzXq7n8Trh9knlecSI55BHH8FYGu0ZH0sjxpqlj6x5Bp49N67REP4d+q03HAggkJ/A7FldJX25HPv7D7g0r7QtSozevp0lfbkerh6u7TV/H2LgGV1JrnPii6fF+nK1sMgBT9v1qdEsTH1YGxbry2IceFbXKJ5VC4v1aRGD9Wk7J3j65xnNyPaMj974t3dFRggggAACCCCAAAIIIIAAAggg0CQBPnrTJHi6bR+B4KM3A0OD7TNoRooAAggggAACCCCAAAIItKgAd5S06MSRNgIIIIAAAggggAACCCCAAAII2AuwUWJvSkQEEEAAAQQQQAABBBBAAAEEEGhRATZKWnTiSBsBBBBAAAEEEEAAAQQQQAABBOwF2CixNyUiAuYCSV/VVW8nRYnR9/gu0Zfr4erh2l7z9yEGntGV5DonvnharC9XC4sc8LRdnxrNwtSHtWGxvizGgWd1jeJZtbBYnxYxWJ+2c4Knf57RjGzP2Cix9SQaAggggAACCCCAAAIIIIAAAgi0sAAbJS08eaSOAAIIIIAAAggggAACCCCAAAK2AmyU2HoSDQEEEEAAAQQQQAABBBBAAAEEWlhgSql8tHD+pI6A9wJzurorOQ4MDXqfKwkigAACCCCAAAIIIIAAAu0uwB0l7b4CGD8CCCCAAAIIIIAAAggggAACCJwRYKPkDAVvEEAAAQQQQAABBBBAAAEEEECg3QXYKGn3FcD4EUAAAQQQQAABBBBAAAEEEEDgjAAbJWcoeIOAvwL9Tz3tnFxRYlh8h71iunq4trfIwSIGnqpYPVzn1RdPHZHrWFzbW+SAZ3VtWnhqDAtTH9aGhYfFOPDUmTh94BlI2Hm4mrI+becET/88oxnZnrFRYutJNAQQQAABBBBAAAEEEEAAAQQQaGEBvvWmhSeP1FtDIPjWmwc3PyJLr14SSTrp/ylIq5NWrh2E6zSiD+0z3k84h6RyvRauE28fLw9iDA8P61vp7Oys/MwSo9Jw/I9we72UlkdaeV4x8sqz2Z5JXnmNVfsKjnr70HbxuU+KYe2p/Yb7iecQL9fzeJ1w+6TyeIx4+3h5XjGS8iyCZ5JX0li1XvgI17Gck7BpuA/tO95PWrm2CdeJt4+X63lanbTypBjhHJLK9Vq4TpY+JoqBp8qcPa9h76RyvRauE8xJnp5JeYRzSCqfKE+9HhyNiJG1j3o8dTzhfoI5CcYZL9fzeJ1w+6TyPGLEc8ijj2AsjfaMj6URY83SR9Y8A8+eG9doCP8O/XpgDgQQyE9g9qyukr5cjv39B1yaV9oWJUZv386SvlwPVw/X9pq/DzHwjK4k1znxxdNifblaWOSAp+361GgWpj6sDYv1ZTEOPKtrFM+qhcX6tIjB+rSdEzz984xmZHvGR2/827siIwQQQAABBBBAAAEEEEAAAQQQaJIAH71pEjzdto9A8NGbgaHB9hk0I0UAAQQQQAABBBBAAAEEWlSAO0padOJIGwEEEEAAAQQQQAABBBBAAAEE7AXYKLE3JSICCCCAAAIIIIAAAggggAACCLSoABslLTpxpN1eAklPoK5XoCgxLL7DXu1cPVzbW+RgEQNPVawervPqi6eOyHUsru0tcsCzujYtPDWGhakPa8PCw2IceOpMnD7wDCTsPFxNWZ+2c4Knf57RjGzP2Cix9SQaAggggAACCCCAAAIIIIAAAgi0sAAbJS08eaSOAAIIIIAAAggggAACCCCAAAK2AmyU2HoSDQEEEEAAAQQQQAABBBBAAAEEWliAjZIWnjxSRwABBBBAAAEEEEAAAQQQQAABW4EppfJhG5JoCCAQFpjT1V05HRgaDF/mPQIIIIAAAggggAACCCCAgIcC3FHi4aSQEgIIIIAAAggggAACCCCAAAIINEeAjZLmuNMrAggggAACCCCAAAIIIIAAAgh4KMBGiYeTQkoIIIAAAggggAACCCCAAAIIINAcATZKmuNOrwjUJdD/1NN11U+qXJQYfY/vEn25Hq4eru01fx9i4BldSa5z4ounxfpytbDIAU/b9anRLEx9WBsW68tiHHhW1yieVQuL9WkRg/VpOyd4+ucZzcj2jI0SW0+iIYAAAggggAACCCCAAAIIIIBACwvwrTctPHmk3hoCwbfePLj5EVl69ZJI0kn/70tanbRy7SBcpxF9aJ/xfsI5JJXrtXCdePt4eRBjeHhY30pnZ2flZ5YYlYbjf4Tb66W0PNLK84qRV57N9kzyymus2ldw1NuHtovPfVIMa0/tN9xPPId4uZ7H64TbJ5XHY8Tbx8vzipGUZxE8k7ySxqr1wke4juWchE3DfWjf8X7SyrVNuE68fbxcz9PqpJUnxQjnkFSu18J1svQxUQw8VebseQ17J5XrtXCdYE7y9EzKI5xDUvlEeer14GhEjKx91OOp4wn3E8xJMM54uZ7H64TbJ5XnESOeQx59BGNptGd8LI0Ya5Y+suYZePbcuEZD+Hfo1wNzIIBAfgKzZ3WV9OVy7O8/4NK80rYoMXr7dpb05Xq4eri21/x9iIFndCW5zokvnhbry9XCIgc8bdenRrMw9WFtWKwvi3HgWV2jeFYtLNanRQzWp+2c4OmfZzQj2zM+euPf3hUZIYAAAggggAACCCCAAAIIIIBAkwT46E2T4Om2fQSCj94MDA22z6AZKQIIIIAAAggggAACCCDQogLcUdKiE0faCCCAAAIIIIAAAggggAACCCBgL8BGib0pERFAAAEEEEAAAQQQQAABBBBAoEUF2Chp0Ykj7fYSSHoCdb0CRYlh8R32aufq4dreIgeLGHiqYvVwnVdfPHVErmNxbW+RA57VtWnhqTEsTH1YGxYeFuPAU2fi9IFnIGHn4WrK+rSdEzz984xmZHvGRomtJ9FcBMZeku3L54k+0+NtG5+XUZdYZ9qOycmDd8kflmNq3OTXZXLHwR+facEbBBBAAAEEEEAAAQQQQACB9hVgo6R9596zkZ+Sgd5PyP2HR2zzGntF9m5+So5PFnXmErn+HW+crAZlCCCAAAIIIIAAAggggAACbSLARkmbTLTvwxwb2CW3b3rB6C6SYLTlu0m+sVP6Jt18mS6LP7xG5k8N2vATAQQQQAABBBBAAAEEEECgnQXOaefBM3ZPBMofuem77SE5YvNZm+qgxu8mOXH5A/LfH1suM6olvEMAAQQQQAABBBBAAAEEEEAgUWBKqXwklnARgYYIlD9ys61Hrtr0c7l22S9kz5Pfr/R67qpe+c6mRdKROQd9Nsmfy1XrDsk1+/bJxvnnZY7k2lCfi6LHwNCgayjaI4AAAggggAACCCCAAAII5CzAR29yBib85AKnP3Lzffl3Gz8uN8013MwY+448+rF9Iqs+Iu9r4ibJ5KOnFAEEEEAAAQQQQAABBBBAwDcBNkp8m5F2ymf8Izff+61b5L51bxW7x4SMyYkvb5XeY6fk+O73ycKLr5E7PrdN+g4Oylg7+TJWBBBAAAEEEEAAAQQQQACBugXYKKmbjAY2AuPfcvM/3iH3PrBG5tjtkoiU7yZ57LNfrz4YdvSo7Pn0vfLJdYvlkkvXy6Ynj8hJm0EQBQEEEEAAAQQQQAABBBBAoGACbJQUbEJbZTinP3LzI7n23o/J8u5zDdMO7iaZ4Mmwx5+Trbcul0uXPSCHTrbO/SX9Tz3tbFSUGH2P7xJ9uR6uHq7tNX8fYuAZXUmuc+KLp8X6crWwyAFP2/Wp0SxMfVgbFuvLYhx4VtconlULi/VpEYP1aTsnePrnGc3I9oyHudp6Eq0WgfJHbravXC19F22Sr2y6QqZX2ozK0LZ3y+Wf+nblzP1hrhrmhBx5cr8ceu24fOuxPjl4PLZ5cuFq2f7MPbJoen23swQPZ60kWscfH/34X0rPjWsiLfQv3PiRVietXOOF6zSiD+0z3k84h6RyvRauE28fL88rRjiHvPqIjyXLWIuaZ5J5I8Zabx/NypO1owLVIzxvWX6PNJJrjHB7jZclj3pjZOmjGWMlz8n/N76o8570e9CIsdbbR7Py5HdRBapH2ryllWukcJ0sf++E22u8WmJ8but2OfyP35Zff8ssmfnrvx7JoZYYtfSRVietPCmPeseapQ/tN9xPvTHCbTWWLwd3lPgyE22TR/CRmyXyybsWj2+S5DX4GTL/XT2y/qY7ZdsLR+W53rtk5bzzq50df0I2rOuVgTpuLMm6SVLtlHcIIIAAAggggAACCCDQKgL/+3//b/nCrh3y3LNflf/3n19tlbTJ01VAvx6YA4FGCfzrDx4tveuid5Ruf+5/xbr8RWnw0ZWl2bO6Kq/fvO1g6RexGian//rD0rN3Liv9xng/s2f9dmn93n8xCT1RkGBME5XXcn1//4Faqk1apygxevt2lvTlerh6uLbX/H2IgWd0JbnOiS+eFuvL1cIiBzxt16dGszD1YW1YrC+LceBZXaN4Vi0s1qdFDNan+5yMjIyUVixfXvnvk7f/4R+VtnxuWzRonWcWvydFiWGxPuvkr6s6H71x3Wmife0CiR+5CZrn8dGbIHb854/l+Y0rZf3u8R3heXfJc/tvkq54NaPz4C6UgaFBo4iEQQABBBBAAAEEEEAAgTwF9E6SnrVr5fChw7Jg4QLp27FDpk2blmeXxPZIgI/eeDQZxU6lkR+5SZN8oyy6625ZeWHH6YovflsOn6jj8zdp4SlHAAEEEEAAAQQQQACBlhVgk6Rlp84scTZKzCgJNJlA9VtuPlz3w1Mni5u5bPpiue22y6SyVTJ6Ul776S8zh6IhAggggAACCCCAAAIIFEOATZJizKPrKNgocRWkfbrAyX+QBz78iPzourvljsVvTK/fkBpTZcaC35G5DemLThBAAAEEEEAAAQQQQMB3ATZJfJ+hxuXHRknjrNu2p9HDX5YdR0/K8d3vk4Vd3aLP7Dj7dcmZrwZWqFO718ncoN6ybTKUh97Mi2TuueXAHdPlgtf7/avQ/9TTzgJFiaFfOZb0tWP1Arl6uLbXfH2IgWd05bjOiS+eFuvL1cIiBzxt16dGszD1YW1YrC+LceBZXaN4Vi0s1qdFDNZnfXOStkmCZ32e0dpnn1l4nh3V7orf/3VoN04iIXC2wE9/IpVHk7xpjnRPn3p2OVcQQAABBBBAAAEEEECg8AJpmySFB2CAZwmcc9YVLiBgLNCx+D75/tB9KVEb+a03msqYnPj6M/J3o+fL/LXXyDz2SVLmh2IEEEAAAQQQQAABBIonwCZJ8ebUYkTcUWKhSIzWExh7RfZ9/gUZnfluuXvdXGGfpPWmkIwRQAABBBBAAAEEEHARYJPERa/YbbmjpNjzy+gSBU7Iofvvkvu/+za585kPynx2SRKVuIgAAggggAACCCCAQFEF2CQp6szajGtKqXzYhCIKAi4CdXz0pvwtOpvec7NsPToiHfM+IJ/f+SFZOP6MkbGBbXL9lffKkdHyM1rnrZZ7PnGrrJw/YzyxUzJ0cLfs/vw22frNN8rNf7NNNi4Mylxyn7ytPrhWj4GhwckrUooAAggggAACCCCAAAK5C7BJkjtxy3fAHSUtP4XtNoDyhsqez1Y2SXTko0e3yz17lsqXb7qkAjF1+gx5wzjJ6NEn5I7ryq/x89M/OuTCyzfI9q9ukEXd+pU3HAgggAACCCCAAAIIINAuAmyStMtMu42TZ5S4+dG64QId0rXyw3LzvPPLPeumx5/JX6ycU81ixjXymd2flY2r5pVLQ0fHPFl5x8fkM/v+Qf7+sQ+zSRKi4S0CCCCAAAIIIIAAAu0gwCZJO8yyzRj56I2NI1EQmFCAj95MSEMBAggggAACCCCAAAINEWCTpCHMhemEO0oKM5UMpMgC/U897Ty8osToe3yX6Mv1cPVwba/5+xADz+hKcp0TXzwt1perhUUOeNquT41mYerD2rBYXxbjwLO6RvGsWlisT4sYrM/qnOgmybKly+TwocOyYOEC6duxQ6ZNm1atUMM7PKNIrr/zFp7RjGzPuKPE1pNoCJwlENxR8uDmR2Tp1Usi5Ul/waTVSSvXDsJ1GtGH9hnvJ5xDUrleC9eJt4+XBzGGh4f1rXR2dlZ+ZolRaTj+R7i9XkrLI608rxh55dlszySvvMaqfQVHvX1ou/jcJ8Ww9tR+w/3Ec4iX63m8Trh9Unk8Rrx9vDyvGEl5FsEzyStprFovfITrWM5J2DTch/Yd7yetXNuE68Tbx8v1PK1OWnlSjHAOSeV6LVwnSx8TxcBTZc6e17B3UrleC9cJ5iRPz6Q8wjkklU+Up14PjkbEyNpHPZ46nnA/wZwE44yX63m8Trh9UnkeMeI5JPWxZ+8+2fLwQ/Lq4KDM6u6W/f37I5sktcTQOo32jI+l1jy1XXDUOydZ+tC+wv3UGiPw7LlxTZCuXz/1W284EEAgP4HZs7pK+nI59vcfcGleaVuUGL19O0v6cj1cPVzba/4+xMAzupJc58QXT4v15WphkQOetutTo1mY+rA2LNaXxTjwrK5RPKsWFuvTIgbrs1QaGRkprVi+vPJv8UWXLaqcR2eq9jM8o1auv/MWntGMbM/41hu/9q3IBgEEEEAAAQQQQAABBBBAwFEg/kySVatviNxJ4hie5gUX4KM3BZ9ghtd8geCjNwNDg81PhgwQQAABBBBAAAEEECi4QHyTJMszSQpOxPBSBHiYawoQxQgggAACCCCAAAIIIIAAAq0hwCZJa8yT71myUeL7DJEfAggggAACCCCAAAIIIIBAqgCbJKlEVKhRgI2SGqGohgACCCCAAAIIIIAAAggg4KcAmyR+zkurZsVGSavOHHm3lUDS12zVC1CUGFbfue7q4dpe58+HGHhGf5Nc58QXT4v15WphkQOetutTo1mY+rA2LNaXxTjwrK5RPKsWFuvTIkY7rc9aNklc12g7eUZXc/KZD57JmdlcZaPExpEoCCCAAAIIIIAAAggggAACDRaoZZOkwSnRXQEE2CgpwCQyBAQQQAABBBBAAAEEEECg3QTYJGm3GW/ceNkoaZw1PSGAAAIIIIAAAggggAACCBgIsEligEiICQXYKJmQhgIEEEAAAQQQQAABBBBAAAHfBNgk8W1GipfPlFL5KN6wGBEC/gjM6equJDMwNOhPUmSCAAIIIIAAAggggEALCrBJ0oKT1oIpc0dJC04aKSOAAAIIIIAAAggggAAC7SbAJkm7zXjzxstGSfPs6RkBBBBAAAEEEEAAAQQQQKAGATZJakCiipkAGyVmlARCID8B1+8p18yKEsPiO+wtPPCMrndXD9f2FnNqEcOX9WkxFh/mBE/b3zONZmHqw9rwZY3jWV2jFusCz6qnxRovkueevfukZ+1aOXzosCxYuED6duyQadOmRcFSzlzXaJE8XS18WZ8pU+5UfI5TaxojgAACCCCAAAIIIIAAAgggkJOA3kmy5eGH5NXBwcybJDmlRtgCC/Aw1wJPLkPzQyB4mOuDmx+RpVcviSSVtJubVietXDsI12lEH9pnvJ9wDknlei1cJ94+Xh7EGB4e1rfS2dlZ+ZklRqXh+B/h9nopLY+08rxi5JVnsz2TvPIaq/YVHPX2oe3ic58Uw9pT+w33E88hXq7n8Trh9knl8Rjx9vHyvGIk5VkEzySvpLFqvfARrmM5J2HTcB/ad7yftHJtE64Tbx8v1/O0OmnlSTHCOSSV67VwnSx9TBQDT5U5e17D3knlei1cJ5iTPD2T8gjnkFQ+UZ56PTgaESNrH/V46njC/QRzEowzXq7n8Trh9knlWWLonSTBJsms7m7Z8P5bZOWK6zRU5YjnoBfT8kgrnyhGoz3jeTRirFn6yJpn4Nlz4xoN4d+h33rDgQAC+QnMntVV0pfLsb//gEvzStuixOjt21nSl+vh6uHaXvP3IQae0ZXkOie+eFqsL1cLixzwtF2fGs3C1Ie1YbG+LMaBZ3WN4lm1sFifFjFafX2OjIyUVixfXvl39KLLFpX03OVwXaOt7hm2c7XwZX2Gx2T9no/e+Ld3RUYIIIAAAggggAACCCCAQNsKxB/cumr1DXU/k6Rt8Ri4iQAfvTFhJAgCEwsEH70ZGBqcuBIlCCCAAAIIIIAAAgggIPFNkiwPboURAVcBvvXGVZD2CCCAAAIIIIAAAggggAACzgJskjgTEsBIgI0SI0jCIIAAAggggAACCCCAAAIIZBNgkySbG63yEWCjJB9XoiKAAAIIIIAAAggggAACCNQgwCZJDUhUaagAGyUN5aYzBLIJJH1VV72RihKj7/Fdoi/Xw9XDtb3m70MMPKMryXVOfPG0WF+uFhY54Gm7PjWahakPa8NifVmMA8/qGsWzamGxPi1itMr6rGWTxGJ9ucZoFc/oSkw+c7XwZX0mj87mKhslNo5EQQABBBBAAAEEEEAAAQQQqEOglk2SOsJRFQEzATZKzCgJhAACCCCAAAIIIIAAAgggUIsAmyS1KFGnWQJslDRLnn4RQAABBBBAAAEEEEAAgTYUYJOkDSe9xYbMRkmLTRjpIoAAAggggAACCCCAAAKtKsAmSavOXHvlPaVUPtpryIwWgcYKzOnqrnQ4MDTY2I7pDQEEEEAAAQQQQAABjwTYJPFoMkhlUgHuKJmUh0IEEEAAAQQQQAABBBBAAAFXATZJXAVp30gBNkoaqU1fCCCAAAIIIIAAAggggECbCbBJ0mYTXoDhslFSgElkCMUX8OG7zlXZhzwsvsPeYiw+WFiMA09VrB6u8+qLp47IdSyu7S1ywLO6Ni08NYaFqQ9rw8LDYhx46kycPvAMJOw8XE19WZ979u6TnrVr5fChw7Jg4QLp27FDpk2bFgVLOXO10PCuMXzxdB2HhYVFDAtPzSOv45y8AhMXAQQQQAABBBBAAAEEEECgfQX0TpItDz8krw4OZt4kaV89Rt5MAR7m2kx9+m4LgeBhrg9ufkSWXr0kMuakHeG0Omnl2kG4TiP60D7j/YRzSCrXa+E68fbx8iDG8PCwvpXOzs7KzywxKg3H/wi310tpeaSV5xUjrzyb7ZnklddYta/gqLcPbRef+6QY1p7ab7ifeA7xcj2P1wm3TyqPx4i3j5fnFSMpzyJ4JnkljVXrhY9wHcs5CZuG+9C+4/2klWubcJ14+3i5nqfVSStPihHOIalcr4XrZOljohh4qszZ8xr2TirXa+E6wZzk6ZmURziHpPKJ8tTrwdGIGFn7qMdTxxPuJ5iTYJzxcj2P1wm313K9kyTYJJnV3S0b3n+LrFxxnRadOdJixMu1YbiftHKtH68Tbp9UrteS6jTaM55HfBzxcj2P10kah9YLH+E68fZaL1yu52l10sqDGIFnz41r9JJ/h37rDQcCCOQnMHtWV0lfLsf+/gMuzSttixKjt29nSV+uh6uHa3vN34cYeEZXkuuc+OJpsb5cLSxywNN2fWo0C1Mf1obF+rIYB57VNYpn1cJifVrEaOb6HBkZKa1Yvrzyb+BFly0q6bnLYbG+XGM00zNs5zoOi7VlEcPCM+xi/Z6P3vi3d0VGCCCAAAIIIIAAAggggEBLCsQf3Lpq9Q11P5OkJQdO0oUS4KM3hZpOBuOjQPDRm4GhQR/TIycEEEAAAQQQQAABBEwE4pskWR7capIIQRBwFOBbbxwBaY4AAggggAACCCCAAAIItLsAmyTtvgKKNX42Soo1n4wGAQQQQAABBBBAAAEEEGioAJskDeWmswYIsFHSAGS6QAABBBBAAAEEEEAAAQSKKMAmSRFnlTGxUcIaQKAFBJK+ZqvetIsSo+/xXaIv18PVw7W95u9DDDyjK8l1TnzxtFhfrhYWOeBpuz41moWpD2vDYn1ZjAPP6hrFs2phsT4tYjRifdaySWKxNnyI0QjP6CpKPvPBwpf1mSxkc5WNEhtHoiCAAAIIIIAAAggggAACbSNQyyZJ22Aw0MIJsFFSuCllQAgggAACCCCAAAIIIIBAfgJskuRnS2Q/BNgo8WMeyAIBBBBAAAEEEEAAAQQQ8F6ATRLvp4gEDQSmlMqHQRxCIIDABAJzurorJQNDgxPU4DICCCCAAAIIIIAAAv4LsEni/xyRoY0Ad5TYOBIFAQQQQAABBBBAAAEEECisAJskhZ1aBpYgwEZJAgqXEEAAAQQQQAABBBBAAAEETguwScJKaDcBNkrabcYZLwIIIIAAAggggAACCCBQowCbJDVCUa1QAmyUFGo6GUxRBYryfek6P65jsfgOe4s8XMdhkYNFDDxVsXq4zqsvnjoi17G4trfIAc/q2rTw1BgWpj6sDQsPi3HgqTNx+sAzkLDzcDW1WJ979u6TnrVr5fChw7Jg4QLp27FDpk2bFh1sypnrODS8DzEsPH0YR5E8U5aeU/E5Tq1pjAACCCCAAAIIIIAAAgggUDgBvZNky8MPyauDg5k3SQqHwoDaRoBvvWmbqWagzRIIvvXmwc2PyNKrl0TSSNpVTquTVq4dhOs0og/tM95POIekcr0WrhNvHy8PYgwPD+tb6ezsrPzMEqPScPyPcHu9lJZHWnleMfLKs9meSV55jVX7Co56+9B28blPimHtqf2G+4nnEC/X83idcPuk8niMePt4eV4xkvIsgmeSV9JYtV74CNexnJOwabgP7TveT1q5tgnXibePl+t5Wp208qQY4RySyvVauE6WPiaKgafKnD2vYe+kcr0WrhPMSZ6eSXmEc0gqnyhPvR4cjYiRtY96PHU84X70TpJgk2RWd7dseP8tsnLFdcGwKz+DeQsuhtvrtXi5Xkurk1Yej9GIPrRP7cfFM0uezRhrI/MMPHtuXKND9e/QrwfmQACB/ARmz+oq6cvl2N9/wKV5pW1RYvT27Szpy/Vw9XBtr/n7EAPP6EpynRNfPC3Wl6uFRQ542q5PjWZh6sPasFhfFuPAs7pG8axaWKxPixhZ1+fIyEhpxfLllX+/LrpsUUnPXQ6LteFDjKyeYTsfxmGxtixiWHiGba3f89Eb//auyAgBBBBAAAEEEEAAAQQQaLhA/MGtq1bfUPczSRqeNB0ikIMAH73JAZWQCIQFgo/eDAwNhi/zHgEEEEAAAQQQQAABbwTimyRZHtzqzWBIBAFHAb71xhGQ5ggggAACCCCAAAIIIIBAKwuwSdLKs0fueQiwUZKHKjERQAABBBBAAAEEEEAAgRYQYJOkBSaJFBsuwEZJw8npEIH6BZKeQF1vlKLEsPgOe7Vz9XBtb5GDRQw8VbF6uM6rL546ItexuLa3yAHP6tq08NQYFqY+rA0LD4tx4KkzcfrAM5Cw83A1rWV9pm2SuOagGkWJUYtndBWcfVYUC4t5tfA8W9juChsldpZEchUYe0m2L58n+kyPt218XkZd41Xan5Khgztl03vfXomrsecuu122PnlETprEJwgCCCCAAAIIIIAAAq0nkLZJ0nojImME7ATYKLGzJJKTwCkZ6P2E3H94xClKpPHYoHztruvlynXb5JW3fkyeGxiUgaEX5ZlbzpOn77hernrvNjlycizShBMEEEAAAQQQQAABBIouwCZJ0WeY8bkKsFHiKkh7E4GxgV1y+6YXjO4iKac0NiBf2vAeufkLgzJ3wyb5zEeukK6pmuq50nXF7fLAxoVy4rl7ZfW6Xhlgr8RkDgmCAAIIIIAAAggg4L8AmyT+zxEZNl+AjZLmzwEZlD9y03fbQ3LE5rM2ZU+9O+WjctdXj4lceLV88ObflekR5XNlzrqPyLqZHTJ6+CG5vfclYa8kAsQJAggggAACCCCAQAEF2CQp4KQypFwEppTKRy6RCYpATQLlTY1tPXLVpp/Ltct+IXue/H6l1bmreuU7mxZJR00xYpVOfEluuvRWOTjaITM3PCEHb18olZtJItV+Jkfuu05WbHlZpONSufOZPlk/59xIDasTfS6KHgNDg1YhiYMAAggggAACCCCAQF0CbJLUxUXlNhfgjpI2XwDNHv7pj9x8X/7dxo/LTXPPM0invAGyfWt5k0RD/YpcctGbEzZJtOw8mffHi2Wmvh09JLv2fp+7StSCAwEEEEAAAQQQQKBwAmySFG5KGVDOAmyU5AxM+EkExj9y873fukXuW/fWCTY0JmmfVDT2ojzbH9y58aty8ezoh27CTaa+5WK5pHLLyqgc6/+aHOXzN2Ee3iOAAAIIIIAAAggUQIBNkgJMIkNouAAbJQ0np8PTAuPfcvM/3iH3PrBG5pz92ZhMUGNHvyZfOTb+sJOOWXLRW143cZzps+TiN41/uOfYQXn26M8mrksJAggggAACCCCAAAItJsAmSYtNGOl6I8BGiTdT0V6JnP7IzY/k2ns/Jsu7rZ4NMiYnfzgg/zOgnPoGecPrJ9mBmXq+XHBBUP7P8t/+sfzwV0+P/qeeds6sKDH6Ht8l+nI9XD1c22v+PsTAM7qSXOfEF0+L9eVqYZEDnrbrU6NZmPqwNizWl8U48KyuUTyrFhbr0yLG57Zul/905RI5fOiwLFi4QPp27JBp06ZFE005s5jXosTg9z26WFzn1cIzmpHtGQ9ztfUkWi0C5Y/cbF+5Wvou2iRf2XTF+DfSjMrQtnfL5Z/6diVCtoe5hh7QqlHm3SXP7b9JuioRk/54WbYvu0b+6uipcuFkD36Ntg0ezhq9mn720Y//pfTcuCZSUf+CiB9pddLKNV64TiP60D7j/YRzSCrXa+E68fbx8rxihHPIq4/4WLKMtah5Jpk3Yqz19tGsPFk7KlA9wvOW5fdII7nGCLfXeFnyqDdGlj6aMVbynPx/44s670m/B40Ya719NCvPZv0u/vznP5cv7Noh/3LsmPzazJly4JmnI5skab+vaeUWnhYxipxns9aO9hs+6v1dq3dO4vHDfTfz/TnN7Jy+21Eg+MjNEtnSuzj2tb2uHr+Qkyd+mjHIqAyX2/6y3Dq4xyQpUNZNkqRYXEMAAQQQQAABBBBAwFogvknyn9esjWySWPdHPAQKKaBfD8yBQKME/vUHj5beddE7Src/979iXf6iNPjoytLsWV2V12/edrD0i1iN9NOflA7edumZGLOXPloanLTRP5W2LZ17pn62PiftoFIYjCm95sQ19vcfmLiwxpKixOjt21nSl+vh6uHaXvP3IQae0ZXkOie+eFqsL1cLixzwtF2fGs3C1Ie1YbG+LMaBZ3WN4lm1sFifWWOMjIyUVixfXvn37dv/8I9KWz63LZpYnWcW81qUGPy+RxeP67xaeEYzsj3jjpJCbn95OqjKt9w8Ij+6bpNsX/xGT5MkLQQQQAABBBBAAAEEWk8g/uDWy/94ibzudZN8sUHrDZGMEWiYAM8oaRh1u3dU/sjNth656rFu2fLMPbJoevwDLhbPKDkpz29cIut3Hz+NXdczSkSyPRclfV6Dj+sMDAVfW5zehhoIIIAAAggggAACCNQqEN8kyfLg1lr7oh4C7SDAt960wyx7MMbqt9x8OGGTxCrBfyPTZ7w+Y7AO6Sy35RciIx/NEEAAAQQQQAABBJoiwCZJU9jptOAC/HdhwSfYi+Gd/Ad54MP6kZu75Y5cP3LzOnnLRbPK319T4zE2Iq+9NjZe+VfkkovePOmDXGuMSjUEEEAAAQQQQAABBBoiwCZJQ5jppA0F2Chpw0lv9JBHD39Zdhw9Kcd3v08WdnWLfhTl7NclZ74aWPM7tXudzA3qLdsmQzUlPVWmz54jbwrqvvwDGRwNThJ+/vKn8tpwUOFX5eLZ0xMq+XHJ9XvKdRRFiaFfOZb0tWP1zpSrh2t7X+YEz+jKcZ1XXzwt1perhUUOeNquT41mYerD2rBYXxbjwLO6RvGsWlisz1pipG2SsD5t5wRP/zyjGdmesVFi60m0JgtMnfdOuWrm+D0lpwZl4FiwEZKQ2LEfyEunxq/PXCxXzDsvoRKXEEAAAQQQQAABBBDwSyBtk8SvbMkGgdYT4FtvWm/OWi7jjsX3yfeH7kvJ2+JhruUupr5VrljaLVu3vFw+eUW+dfjHsr773yb2PTr4g3INPTpk5tJ3yrz482UTW3ERAQQQQAABBBBAAIHmCbBJ0jx7em4fAe4oaZ+5bpORnifzVqyQ+ZWbSv6PvPyDH0nwFJIowM/ke9/+jlRuKOlYKGtWvI3nk0SBOEMAAQQQQAABBBDwTIBNEs8mhHQKK8BGSWGntn0HNnXOGrlv46Xl+0RG5di+J+WbJxO2SsZelGf79et6z5f5G/9Ceuac275gjBwBBBBAAAEEEEDAewE2SbyfIhIskMCUUvko0HgYSssK1PHRm/K36Gx6z82y9eiIdMz7gHx+54dk4fTY52bGXpLtK1fJXx0WmX/3bvniTXNDd4yckoFtPXLVp14QWXCXfGXPTTIn1tySUR9cq8fAkG7McCCAAAIIIIAAAgggUJ8AmyT1eVEbAVcB7ihxFaR9gwXKGyp7PlvZJNGOR49ul3v2DJydw9S5sr53q9w8T+TIptvl7t1H5KTWGhuU5+//gLznU4dkxuV3yRO963LdJDk7Ma4ggAACCCCAAAIIIFC7AJsktVtREwErATZKrCSJ0yCBDula+eHyBsj55f465MLL/0z+YuWc5L6n/75s3P+87P30H8iJ//v6019NPOc/ykdfnFPeRPl/5JuP3STz43eiJEfiKgIIIIAAAggggAACDRdgk6Th5HSIQEWAj96wEBDIWYCP3uQMTHgEEEAAAQQQQKCAAmySFHBSGVLLCHBHSctMFYm2s0D/U087D78oMfoe3yX6cj1cPVzba/4+xMAzupJc58QXT4v15WphkQOetutTo1mY+rA2LNaXxTjwrK5RPKsWFutTN0mWLV0mhw8dlgULF0jfjh0ybdq0aCcpZ6zPKJDrGsXTP89oRrZn3FFi60k0BM4SCO4oeXDzI7L06iWR8qS/sNPqpJVrB+E6jehD+4z3E84hqVyvhevE28fLgxjDw8P6Vjo7Oys/s8SoNBz/I9xeL6XlkVaeV4y88my2Z5JXXmPVvoKj3j60XXzuk2JYe2q/4X7iOcTL9TxeJ9w+qTweI94+Xp5XjKQ8i+CZ5JU0Vq0XPsJ1LOckbBruQ/uO95NWrm3CdeLt4+V6nlYnrTwpRjiHpHK9Fq6TpY+JYuCpMmfPa9g7qVyvhesEc5KnZ1Ie4RySyifKU68HRx4x9uzdJ1sefkheHRyUWd3dsr9/f2STJPAKctCf4TyC8no8J4oxUR96PegnqBPOIalcr6XVSSuPx4jnEC/X83idevsIYjTaMz6W+Dji5UGe+jM46h1rlj60r3A/tcYIPHtuXBOk69dP/dYbDgQQyE9g9qyukr5cjv39B1yaV9oWJUZv386SvlwPVw/X9pq/DzHwjK4k1znxxdNifblaWOSAp+361GgWpj6sDYv1ZTEOPKtrFM+qhcv6HBkZKa1Yvrzyb8dFly0q6XnWg/UZlXNdo3j65xnNyPbsHL+2bcgGAQQQQAABBBBAAAEEEGg/gfgzSVatviFyJ0n7iTBiBJonwEdvmmdPz20iEHz0ZmBosE1GzDARQAABBBBAAAEE6hGIb5JkeSZJPf1RFwEEJhfgYa6T+1CKAAIIIIAAAggggAACCOQmwCZJbrQERiCzABslmeloiAACCCCAAAIIIIAAAghkF2CTJLsdLRHIU4CNkjx1iY0AAggggAACCCCAAAIIJAiwSZKAwiUEPBFgo8STiSANBCYTSPqarcnqJ5UVJYbFd9irj6uHa3uLHCxi4KmK1cN1Xn3x1BG5jsW1vUUOeFbXpoWnxrAw9WFtWHhYjANPnYnTB56BRG0etWySuJqyPuubk2jts8/wjJr4sD6jGdmesVFi60k0BBBAAAEEEEAAAQQQQGBCgVo2SSZsTAECCDREgI2ShjDTCQIIIIAAAggggAACCLS7AJsk7b4CGH+rCLBR0iozRZ4IIIAAAggggAACCCDQsgJskrTs1JF4GwqwUdKGk86QEUAAAQQQQAABBBBAoHECbJI0zpqeELAQmFIqHxaBiIEAAskCc7q6KwUDQ4PJFbiKAAIIIIAAAgggUFgBNkkKO7UMrMAC3FFS4MllaAgggAACCCCAAAIIINA8ATZJmmdPzwi4CLBR4qJHWwQQQAABBBBAAAEEEEAgQYBNkgQULiHQIgJslLTIRJFmewu4fk+56hUlhsV32Ft44Bn9nXT1cG1vMacWMXxZnxZj8WFO8LT9PdNoFqY+rA1f1jie1TVqsS6K5Lln7z7pWbtWDh86LAsWLpC+HTtk2rRpVbAa3rmaFsnT1cLi7495U7cAAEAASURBVAw8o4vWdU4sPKMZ2Z6dYxuOaAgggAACCCCAAAIIIIBA+wronSRbHn5IXh0czLxJ0r56jBwBPwR4mKsf80AWBRYIHub64OZHZOnVSyIjTdqJTauTVq4dhOs0og/tM95POIekcr0WrhNvHy8PYgwPD+tb6ezsrPzMEqPScPyPcHu9lJZHWnleMfLKs9meSV55jVX7Co56+9B28blPimHtqf2G+4nnEC/X83idcPuk8niMePt4eV4xkvIsgmeSV9JYtV74CNexnJOwabgP7TveT1q5tgnXibePl+t5Wp208qQY4RySyvVauE6WPiaKgafKnD2vYe+kcr0WrhPMSZ6eSXmEc0gqnyhPvR4c8Rh6J0mwSTKru1s2vP8WWbniuqB66u+AVgw8gkbxPuLlWi9cJyivx3OiGEEO8XI9D/oJ6oRzSCrXa2l10srjMeI5xMv1PF6n3j6CGI32jI8lPo54eZCn/gyOeseapQ/tK9xPrTECz54b1wTp+vVTv/WGAwEE8hOYPaurpC+XY3//AZfmlbZFidHbt7OkL9fD1cO1vebvQww8oyvJdU588bRYX64WFjngabs+NZqFqQ9rw2J9WYwDz+oaxbNUGhkZKa1Yvrzy775Fly2qnFeF6n/nasr6jJrjWfVwtdBIrjEs1md1RPbv+OiNX/tWZIMAAggggAACCCCAAAItJhB/cOuq1TfU/UySFhsy6SJQaAE+elPo6WVwPggEH70ZGBr0IR1yQAABBBBAAAEEEDAUiG+SZHlwq2E6hEIAAQMBvvXGAJEQCCCAAAIIIIAAAggg0H4CbJK035wz4vYQYKOkPeaZUSKAAAIIIIAAAggggIChAJskhpiEQsAzATZKPJsQ0kEAAQQQQAABBBBAAAG/Bdgk8Xt+yA4BVwE2SlwFaY9AAwSSvmar3m6LEqPv8V2iL9fD1cO1vebvQww8oyvJdU588bRYX64WFjngabs+NZqFqQ9rw2J9WYwDz+oabSfPWjZJLDxcY7A+q+vT4u8MPP3zjGZke8ZGia0n0RBAAAEEEEAAAQQQQKCgArVskhR06AwLgbYSYKOkraabwSKAAAIIIIAAAggggEAWATZJsqjRBoHWFGCjpDXnjawRQAABBBBAAAEEEECgQQJskjQImm4Q8ESAjRJPJoI0EEAAAQQQQAABBBBAwD8BNkn8mxMyQiBvgSml8pF3J8RHoJ0F5nR1V4Y/MDTYzgyMHQEEEEAAAQQQaDkBNklabspIGAETAe4oMWEkCAIIIIAAAggggAACCBRJgE2SIs0mY0GgPgE2SurzojYCCCCAAAIIIIAAAggUXIBNkoJPMMNDIEWAjZIUIIoR8EGg/6mnndMoSgyL77BXTFcP1/YWOVjEwFMVq4frvPriqSNyHYtre4sc8KyuTQtPjWFh6sPasPCwGAeeOhOnjyJ57tm7T3rWrpXDhw7LgoULpG/HDpk2bVow1Jp+Wni4xmB9RqcKz6qHq4VGco1hsT6rI7J/d459SCIigAACCCCAAAIIIIAAAq0noHeSbHn4IXl1cDDzJknrjZqMEUAgLsDDXOMinCNgLBA8zPXBzY/I0quXRKIn7cSm1Ukr1w7CdRrRh/YZ7yecQ1K5XgvXibePlwcxhoeH9a10dnZWfmaJUWk4/ke4vV5KyyOtPK8YeeXZbM8kr7zGqn0FR719aLv43CfFsPbUfsP9xHOIl+t5vE64fVJ5PEa8fbw8rxhJeRbBM8kraaxaL3yE61jOSdg03If2He8nrVzbhOvE28fL9TytTlp5UoxwDknlei1cJ0sfE8XAU2XOntewd1K5XgvXCeYkT8+kPMI5aLneSRJskszq7pYN779FVq64TosqR5BncK4/4zHS6qSVa8x4nax91OMZH0s8h3i5RZ4WMRqZZ6M94+aNGGuWPrLmGXj23LhGQ/h36LfecCCAQH4Cs2d1lfTlcuzvP+DSvNK2KDF6+3aW9OV6uHq4ttf8fYiBZ3Qluc6JL54W68vVwiIHPG3Xp0azMPVhbVisL4tx4Fldo63uOTIyUlqxfHnl32yLLltU0nOXw8LDNQbrMzqDeFY9XC00kmsMi/VZHZH9Oz5649/eFRkhgAACCCCAAAIIIIBAgwTiD25dtfqGup9J0qBU6QYBBBokwEdvGgRNN+0rEHz0ZmBosH0RGDkCCCCAAAIIIOChQHyTJMuDWz0cFikhgICjAN964whIcwQQQAABBBBAAAEEEGg9ATZJWm/OyBiBRgmwUdIoafpBAAEEEEAAAQQQQAABLwTYJPFiGkgCAW8F2CjxdmpIDAEEEEAAAQQQQAABBKwF2CSxFiUeAsUTYKOkeHPKiAookPRVXfUOsygx+h7fJfpyPVw9XNtr/j7EwDO6klznxBdPi/XlamGRA56261OjWZj6sDYs1pfFOPCsrtFW8axlk8RiLD7EYH1W16fF3xl4+ucZzcj2jI0SW0+iIYAAAggggAACCCCAgIcCtWySeJg2KSGAQBME2ChpAjpdIoAAAggggAACCCCAQOME2CRpnDU9IVAEATZKijCLjAEBBBBAAAEEEEAAAQQSBdgkSWThIgIITCIwpVQ+JimnCAEEHAXmdHVXIgwMDTpGojkCCCCAAAIIIIBAPQJsktSjRV0EEAgEuKMkkOAnAggggAACCCCAAAIIFEaATZLCTCUDQaDhAmyUNJycDhFAAAEEEEAAAQQQQCBPATZJ8tQlNgLFF2CjpPhzzAgRQAABBBBAAAEEEGgbATZJ2maqGSgCuQmwUZIbLYERsBPof+pp52BFiWHxHfaK6erh2t4iB4sYeKpi9XCdV188dUSuY3Ftb5EDntW1aeGpMSxMfVgbFh4W48BTZ+L04Yvnnr37pGftWjl86LAsWLhA+nbskGnTpgVp1vTTYiw+xGB9RqfbdU7w9M8zmpHt2Tm24YiGAAIIIIAAAggggAACCDReQO8k2fLwQ/Lq4GDmTZLGZ02PCCDgowDfeuPjrJBToQSCb715cPMjsvTqJZGxJe1sp9VJK9cOwnUa0Yf2Ge8nnENSuV4L14m3j5cHMYaHh/WtdHZ2Vn5miVFpOP5HuL1eSssjrTyvGHnl2WzPJK+8xqp9BUe9fWi7+NwnxbD21H7D/cRziJfrebxOuH1SeTxGvH28PK8YSXkWwTPJK2msWi98hOtYzknYNNyH9h3vJ61c24TrxNvHy/U8rU5aeVKMcA5J5XotXCdLHxPFwFNlzp7XsHdSuV4L1wnmxMVT7yQJNklmdXfLhvffIitXXKddnTmCfoIL4Rz0Wrxcr4XrpJXnFSOcQz191ONpMdZ680waS70xssxJvX0EeTbasxlzksUza56BZ8+NazSEf4d+PTAHAgjkJzB7VldJXy7H/v4DLs0rbYsSo7dvZ0lfroerh2t7zd+HGHhGV5LrnPjiabG+XC0scsDTdn1qNAtTH9aGxfqyGAee1TXaTM+RkZHSiuXLK//eWnTZopKeuxwWY/EhBuszugpc5wRP/zyjGdme8dEb//auyAgBBBBAAAEEEEAAAQRqEIg/uHXV6hvqfiZJDd1QBQEE2kyAj9602YQz3MYLBB+9GRgabHzn9IgAAggggAACCBRUIL5JkuXBrQWlYVgIIOAowLfeOALSHAEEEEAAAQQQQAABBBorwCZJY73pDYF2E2CjpN1mnPEigAACCCCAAAIIINDCAmyStPDkkToCLSLARkmLTBRpIoAAAggggAACCCDQ7gJskrT7CmD8CDRGgI2SxjjTS0TghBx58mG5Y9k80ed3nH7Nk2s3PixfOnIiUtP9ZExOHrxL/vBMP0F/4Z+XyR0Hf+zeVY4Rkr6qq97uihKj7/Fdoi/Xw9XDtb3m70MMPKMryXVOfPG0WF+uFhY54Gm7PjWahakPa8NifVmMA8/qGm2EZy2bJBZ5FCUG67O6Pi3+zsDTP89oRrZnbJTYehItTeDkIdn+3mtlxa33y56jI6HaI/Ld3ffLbdddK3/65ICMhUqc3o69Ins3PyXHJwsyc4lc/443TlaDMgQQQAABBBBAAIEmCtSySdLE9OgaAQQKJsBGScEm1OvhjA3IlzZ+SO7/8R/Inb0H5eXyt8DoN8G8/Hyv3LlqnnRUkj8mz976X+SBIz8zGEr5bpJv7JS+w+ENmXjY6bL4w2tk/tT4dc4RQAABBBBAAAEEfBBgk8SHWSAHBNpL4Jz2Gi6jbZ7AKRno/bj8tdwiz+xbJV2hjYmp3Ytk/abfl0UX98hVn3pBRuVl6d38jLz3seUywyXh8btJTlz+gPx311guedAWAQQQQAABBBBAIJMAmySZ2GiEAAKOAlNK5cMxBs0RSBc4+azcvfGYrNvSI3NCmySRhmOHZNM7VsvWY6MiM/9U9n7jdoc7PfTZJH8uV607JNfs2ycb558X6aqRJ/oMFj307hkOBBBAAAEEEEAAgdoE2CSpzYlaCCBgL8AdJfamREwSmH6FfOrRpILQtannywUXlHdRdKPkggvkDRNtqISaTPh27Dvy6Mf2iaz6r/K+Jm6STJgfBQgggAACCCCAAAITCrBJMiENBQgg0AABnlHSAGS6qFfgfJm/9O3y6/U2O1N/TE58eav0Hjslx3e/TxZefI3c8blt0ndw0O4hsWf64g0CCCCAAAIIIICApQCbJJaaxEIAgSwCbJRkUaNNPgInviffevGUdCy4Re5bN1cy31BSvpvksc9+vfysk/Fj9Kjs+fS98sl1i+WSS9fLpiePyMmgjJ8IIIAAAggggAAC3giwSeLNVJAIAm0twEZJW0+/T4P/sTx/33+VgzOulnsfWDPxc0xSUw7uJjmzTRJtcfw52Xrrcrl02QNy6KTZlxBH+8jhrP+pp52jFiWGxXfYK6arh2t7ixwsYuCpitXDdV598dQRuY7Ftb1FDnhW16aFp8awMPVhbVh4WIwDT52J04eF5+e2bpf/dOUSOXzosCxYuED6duyQadOmBV3U9NMij6LEYH1Gl4zrvOLpn2c0I9szHuZq60m0LAJjg/K1P/+QfPB7C+Sv//p2eWf3uVmiJLQ5IUee3C+HXjsu33qsTw4ej22eXLhatj9zjyyaXt+9K8HDWRM6nPTSRz/+l9Jz45pIHf0LN36k1Ukr13jhOo3oQ/uM9xPOIalcr4XrxNvHy/OKEc4hrz7iY8ky1qLmmWTeiLHW20ez8mTtqED1CM9blt8jjeQaI9xe42XJo94YWfpoxljJc/L/jS/qvCf9HmQZ689//nP5wq4d8i/HjsmvzZwpB555OrJJEl9f9fZhlafGCR/15hEfh8ZKi5FWHo+RpQ+LGPXmqX3Gc603Rrx9fBwWfVjEyJJnfCxZYjTC0zXPeI4az4eDO0p8mIU2zWFs8Hnp+9ztcu3cxXLzF47KqaNPyuYtX5YjZnd6zJD57+qR9TfdKdteOCrP9d4lK+edX9U+/oRsWNcrA3XcWJJ1k6TaKe8QQAABBBBAAAEEwgLxTZL/vGZtZJMkXJf3CCCAQEME9OuBORBorMAvSoOPrizNntWV/Pq9D5Se/OH/l09K//rD0rN3Liv9xpm+f7u0fu+/5NPXeNRgnC6d7O8/4NK80rYoMXr7dpb05Xq4eri21/x9iIFndCW5zokvnhbry9XCIgc8bdenRrMw9WFtWKwvi3HgWV2jWT1HRkZKK5Yvr/yb8O1/+EelLZ/bVg2a4V3WPMJdFSUG6zM8q+7/7sLTP89oRrZn3FHSkO0oOokKdEjXTbtlYGhQBr7zJfnMHavktzpCNY4/Jbet/kt53uzOklDsqd3yznu3y5ZVs8YvnpSDO74iQ6EqvEUAAQQQQAABBBDIXyD+4Fa9k+R1r3td/h3TAwIIIJAiwDNKUoAobpDAyUOy/dYPyV89d2y8w+my+IGvyLZ3/dt8Ejj5rNxx5ftljz63pOMK+cwLW2T5jPqeVVJrYsHHdXRjiAMBBBBAAAEEEEBAJL5JkuXBrTgigAACeQlwR0lessStT2D6Qln/6Da5c0HwDJGT8ncHXpAT9UWpvfb0xXLbbZdJ5UaW0ZPy2k9/WXtbaiKAAAIIIIAAAghkFmCTJDMdDRFAoEECbJQ0CJpuahCYerGs+MDVcuF41dF/ekX+uY4HrdbQQ6jKVJmx4HdkbugKbxFAAAEEEEAAAQTyFWCTJF9foiOAgI0AGyU2jkQxEZgq099+hbzd6tuB03KaeZHM1b46pssFr/f7V8H1e9+Voigx9KvRkr4eLW264+WuHq7tfZkTPKMrw3VeffG0WF+uFhY54Gm7PjWahakPa8NifVmMA8/qGq3FM22TBM+qp8UaxxPPqED1rJbf12rt5HeuMSzWZ3JmNlf9/q9DmzESpZUEOn5NLrrk9E5Jx29cLG/J57Ehp0V++hM5oXesvGmOdE/Ps6NWmgByRQABBBBAAAEE7AXSNknseyQiAgggkF2AjZLsdrTMVaBD3nTJLJmeWx9jcuLrz8jfjZ4v89deI/PYJ8lNmsAIIIAAAggg0N4CbJK09/wzegRaUYCNklactSLnPDYir71Wvs2j4zL54Prfltz2L8ZekX2ff0FGZ75b7l43N79+ijxXjA0BBBBAAAEEEEgRYJMkBYhiBBDwUuAcL7MiqTYVGJOT33hS/vbYuTL/7j+Ta3L6ul4pf5fOofvvkvu/+za585kPyvzcdmPadBoZNgIIIIAAAgggUBZgk4RlgAACrSowpVQ+WjV58m4VgfIGyKEH5cY/2SzfnXG5vP/eu+WDi7vPvovj5LNyx5Ub5aXrHpHHb//9iT92c/IfZNN7bpatR0ekY94H5PM7PyQLx58xMjawTa6/8l45Mlq+KWXearnnE7fKyvkzxqFOydDB3bL789tk6zffKDf/zTbZuDAoy89yTld3JfjA0GB+nRAZAQQQQAABBBDwSIBNEo8mg1QQQKBuAT56UzcZDbIIjA39k7xU3ryQ48/Jw+v+o/yH994nXzpyYjzUCTny5H1y09VbRP6sd/JNEhmVoT2frWySaOPRo9vlnj0D43FEpk6fIW8YPxs9+oTccd2/F92oOP16q1y+7pPyt7Jctn/1Cw3ZJDmTGG8QQAABBBBAAIE2EWCTpE0mmmEiUGAB7igp8OR6NbSxQXm+93Py15t2y3d1w+TMMVMWb7hBfu+Nl8g71y6Srlo+BnPmjpJTcuHlt8nmB9bJ/DPfWlO+e+VIv3zxiT757O6j5W2V8aNjnqy89Vr53d9bJsvP3GESFOb7kztK8vUlOgIIIIAAAgj4I8AmiT9zQSYIIJBdgI2S7Ha0RKAmATZKamKiEgIIIIAAAgi0uACbJC0+gaSPAAJnBPjozRkK3iDgr0D/U087J1eUGH2P7xJ9uR6uHq7tNX8fYuAZXUmuc+KLp8X6crWwyAFP2/Wp0SxMfVgbFuvLYhx4Vtfonr37pGftWjl86LAsWLhA+nbskGnTplUr1PAOzyiS6xrFE8+oQPXMdW1pJNcYFuuzOiL7d3zrjb0pERFAAAEEEEAAAQQQaBsBvZNky8MPyauDg5k3SdoGi4EigEBLCPDRm5aYJpJsZYHgozcPbn5Ell69JDKUpJ3YtDpp5dpBuE4j+tA+4/2Ec0gq12vhOvH28fIgxvDwsL6Vzs7Oys8sMSoNx/8It9dLaXmklecVI688m+2Z5JXXWLWv4Ki3D20Xn/ukGNae2m+4n3gO8XI9j9cJt08qj8eIt4+X5xUjKc8ieCZ5JY1V64WPcB3LOQmbhvvQvuP9pJVrm3CdePt4uZ6n1UkrT4oRziGpXK+F62TpY6IYeJ7+CuBlS5dVNklmdXfLhvffIitXXKdkZ44086A8T09NJugnSCy8LpLK9Vq4Trx9vDyvGOEc6umjHs/4WLKMtd48k8ZSb4xG5tloz2bMSRbPrHkGnj03rtEQ/h369cAcCCCQn8DsWV0lfbkc+/sPuDSvtC1KjN6+nSV9uR6uHq7tNX8fYuAZXUmuc+KLp8X6crWwyAFP2/Wp0SxMfVgbFuvLYhzt7jkyMlJasXx55d85iy5bVNJzl6PdPeN2rmsUz6gonlUPVwuN5BrDYn1WR2T/jjtK/Nu7IqOCCQR3lAwMDRZsZAwHAQQQQAABBNpVgAe3tuvMM24E2kOAh7m2xzwzSgQQQAABBBBAAAEETATYJDFhJAgCCHgswEaJx5NDaggggAACCCCAAAII+CTAJolPs0EuCCCQlwAbJXnJEhcBBBBAAAEEEEAAgQIJsElSoMlkKAggMKkAGyWT8lCIgB8CSU+grjezosSw+s51Vw/X9jp/PsTAM/qb5DonvnharC9XC4sc8LRdnxrNwtSHtWGxvizG0U6eaZskeNr/vrqattP6jOonn+FZdXG10EiuMSzWZ3VE9u/YKLE3JSICCCCAAAIIIIAAAoURSNskKcxAGQgCCCAwLsBGCUsBAQQQQAABBBBAAAEEEgXYJElk4SICCBRcgI2Sgk8ww0MAAQQQQAABBBBAIIsAmyRZ1GiDAAJFEGCjpAizyBgQQAABBBBAAAEEEDAUYJPEEJNQCCDQcgJTSuWj5bImYQRaSGBOV3cl24GhwRbKmlQRQAABBBBAoF0F2CRp15ln3AggEAhwR0kgwU8EEEAAAQQQQAABBNpcgE2SNl8ADB8BBCoCbJSwEBBAAAEEEEAAAQQQQEDYJGERIIAAAqcF2ChhJSCAAAIIIIAAAggg0OYCbJK0+QJg+AggEBFgoyTCwQkCfgr0P/W0c2JFidH3+C7Rl+vh6uHaXvP3IQae0ZXkOie+eFqsL1cLixzwtF2fGs3C1Ie1YbG+LMZRFE/dJFm2dJkcPnRYFixcIH07dsi0adOiCzDlDM8okIWHa4yirE+L33eLGHjarnELz2hGtmc8zNXWk2gInCUQPMz1wc2PyNKrl0TKk/4HMK1OWrl2EK7TiD60z3g/4RySyvVauE68fbw8iDE8PKxvpbOzs/IzS4xKw/E/wu31UloeaeV5xcgrz2Z7JnnlNVbtKzjq7UPbxec+KYa1p/Yb7ieeQ7xcz+N1wu2TyuMx4u3j5XnFSMqzCJ5JXklj1XrhI1zHck7CpuE+tO94P2nl2iZcJ94+Xq7naXXSypNihHNIKtdr4TpZ+pgoRhE89+zdJ1sefkheHRyUWd3dsr9/f2STJItX2LueOcnTMymPrHlqrOBoRIysfdTjqeMJ99OIedc+4/2Ec0gq12vhOvH28fKkGOH2SeUTxWi0ZzyPRow1Sx9Z8ww8e25coyH8O/RbbzgQQCA/gdmzukr6cjn29x9waV5pW5QYvX07S/pyPVw9XNtr/j7EwDO6klznxBdPi/XlamGRA56261OjWZj6sDYs1pfFOFrdc2RkpLRi+fLKv1MWXbaopOdZDzyjchYerjFafX2GRV0tNJZrDDzDM+KHZzQj27Nz/Nu6ISMEEEAAAQQQQAABBBDIUyD+TJJVq2+I3EmSZ9/ERgABBHwX4KM3vs8Q+bW8QPDRm4GhwZYfCwNAAAEEEEAAgdYXiG+SZHkmSesrMAIEEEBgYgEe5jqxDSUIIIAAAggggAACCBRKgE2SQk0ng0EAgZwE2CjJCZawCCCAAAIIIIAAAgj4JMAmiU+zQS4IIOCzABslPs8OuSGAAAIIIIAAAgggYCDAJokBIiEQQKBtBNgoaZupZqCtLJD0VV31jqcoMay+c93Vw7W9zp8PMfCM/ia5zokvnhbry9XCIgc8bdenRrMw9WFtWKwvi3G0imctmySuHq7tWZ8qED1cTVtlfUZHnXzmaqFRXWPgGZ0bHzyjGdmesVFi60k0BBBAAAEEEEAAAQS8Eahlk8SbZEkEAQQQ8ESAjRJPJoI0EEAAAQQQQAABBBCwFGCTxFKTWAgg0E4CbJS002wzVgQQQAABBBBAAIG2EGCTpC2mmUEigEBOAmyU5ARLWAQQQAABBBBAAAEEmiHAJkkz1OkTAQSKJDClVD6KNCDGgoBvAnO6uispDQwN+pYa+SCAAAIIIIBAwQTYJCnYhDIcBBBoigB3lDSFnU4RQAABBBBAAAEEELAVYJPE1pNoCCDQvgJslLTv3DNyBBBAAAEEEEAAgYIIsElSkIlkGAgg4IUAGyVeTANJIDC5gOv3lGv0osSw+A57Cw88o2vW1cO1vcWcWsTwZX1ajMWHOcHT9vdMo1mY+rA2fFnjvnju2btPetaulcOHDsuChQukb8cOmTZtWnQBpZy5zqtre03PF0+LsfgQA8/oonedEzz984xmZHt2jm04oiGAAAIIIIAAAggggECjBPROki0PPySvDg5m3iRpVK70gwACCLSKAA9zbZWZIs+WFQge5vrg5kdk6dVLIuNI2tlOq5NWrh2E6zSiD+0z3k84h6RyvRauE28fLw9iDA8P61vp7Oys/MwSo9Jw/I9we72UlkdaeV4x8sqz2Z5JXnmNVfsKjnr70HbxuU+KYe2p/Yb7iecQL9fzeJ1w+6TyeIx4+3h5XjGS8iyCZ5JX0li1XvgI17Gck7BpuA/tO95PWrm2CdeJt4+X63lanbTypBjhHJLK9Vq4TpY+JorRbE+9kyTYJJnV3S0b3n+LrFxxnaZbObKMNWylQRoRI+gjT8+ksdQ71iDPCu74H42IkbWPejx1OOF+sow13F7jNSJGI/oIxtJoT+03bNqIsWbpI2uegWfPjWs0hH+HfusNBwII5Ccwe1ZXSV8ux/7+Ay7NK22LEqO3b2dJX66Hq4dre83fhxh4RleS65z44mmxvlwtLHLA03Z9ajQLUx/WhsX6shhHMz1HRkZKK5Yvr/wbY9Fli0p67nK4eri219yb6Rm2sxiLDzHwDM+q+7+78PTPM5qR7RkfvfFv74qMEEAAAQQQQAABBBCYUCD+4NZVq2+o+5kkEwanAAEEEEBA+OgNiwCBnAWCj94MDA3m3BPhEUAAAQQQQKDoAvFNkiwPbi26EeNDAAEEXAX41htXQdojgAACCCCAAAIIINAAATZJGoBMFwgggEBZgI0SlgECCCCAAAIIIIAAAp4LsEni+QSRHgIIFEqAjZJCTSeDQQABBBBAAAEEECiaAJskRZtRxoMAAr4LsFHi+wyRHwJlgaSv6qoXpigx+h7fJfpyPVw9XNtr/j7EwDO6klznxBdPi/XlamGRA56261OjWZj6sDYs1pfFOBrhWcsmicVYXGO4tmd9qkD0cDVtxPqMZpx85joOjepDDDyj8+s6Jxae0Yxsz9gosfUkGgIIIIAAAggggAACJgK1bJKYdEQQBBBAAIGIABslEQ5OEEAAAQQQQAABBBBovgCbJM2fAzJAAIH2FWCjpH3nnpEjgAACCCCAAAIIeCjAJomHk0JKCCDQVgJslLTVdDNYBBBAAAEEEEAAAZ8F2CTxeXbIDQEE2kVgSql8tMtgGScCzRCY09Vd6XZgaLAZ3dMnAggggAACCLSIAJskLTJRpIkAAoUX4I6Swk8xA0QAAQQQQAABBBDwXYBNEt9niPwQQKCdBNgoaafZZqwIIIAAAggggAAC3gmwSeLdlJAQAgi0uQAbJW2+ABh+awi4fk+5jrIoMay+c93Vw7W9L3OCZ/TvANd59cXTYn25WljkgKft+tRoFqY+rA2L9WUxDgvPPXv3Sc/atXL40GFZsHCB9O3YIdOmTYtOfsqZxVhcY7i21yFaeFrkUZQYeEZ/cVznFU//PKMZ2Z6dYxuOaAgggAACCCCAAAIIIFCLgN5JsuXhh+TVwcHMmyS19EMdBBBAAIH6BHiYa31e1EagboHgYa4Pbn5Ell69JNI+aWc7rU5auXYQrtOIPrTPeD/hHJLK9Vq4Trx9vDyIMTw8rG+ls7Oz8jNLjErD8T/C7fVSWh5p5XnFyCvPZnsmeeU1Vu0rOOrtQ9vF5z4phrWn9hvuJ55DvFzP43XC7ZPK4zHi7ePlecVIyrMInkleSWPVeuEjXMdyTsKm4T6073g/aeXaJlwn3j5erudpddLKk2KEc0gq12vhOln6mCiGi6feSRJskszq7pYN779FVq64TruqHJZ5BjH1Z9hCz+P9pJXnESPIwcUziKH5BUfaWNLKNU64TpY+LGKEc9B4aXkE5fV4NiPPpLFkHavGCo60GGnlGiepTqM943kE8xqMM16u5/E6SeMIt4/HiLePl+t5Wp208iBG4Nlz4xq95N+h33rDgQAC+QnMntVV0pfLsb//gEvzStuixOjt21nSl+vh6uHaXvP3IQae0ZXkOie+eFqsL1cLixzwtF2fGs3C1Ie1YbG+LMaR1XNkZKS0Yvnyyr8PFl22qKTnLofFWFxjuLbX8Wf1DNtZ5FGUGHiGV4b7v7vw9M8zmpHtGR+98W/viowQQAABBBBAAAEECioQf3DrqtU31P1MkoLSMCwEEEDAGwE+euPNVJBIUQWCj94MDA0WdYiMCwEEEEAAAQRqEIhvkmR5cGsN3VAFAQQQQMBRgG+9cQSkOQIIIIAAAggggAACaQJskqQJUY4AAgj4I8BGiT9zQSYIIIAAAggggAACBRRgk6SAk8qQEECg0AJslBR6ehkcAggggAACCCCAQDMF2CRppj59I4AAAtkE2CjJ5kYrJ4ETcuTJh+WOZfNEn99x+jVPrt34sHzpyAmnyGc3PiVDB3fKpve+/Uxfc5fdLlufPCInz67s7ZWkr9mqN9mixOh7fJfoy/Vw9XBtr/n7EAPP6EpynRNfPC3Wl6uFRQ542q5PjWZh6sPasFhfFuNI86xlk8QiDx9iWOSQ5hn9jUg+s8ijKDHwjK4R13nF0z/PaEa2Z2yU2HoSLU3g5CHZ/t5rZcWt98ueoyOh2iPy3d33y23XXSt/+uSAjIVKMr8dG5Sv3XW9XLlum7zy1o/JcwODMjD0ojxzy3ny9B3Xy1Xv3SZHTpr0lDlFGiKAAAIIIIBAMQVq2SQp5sgZFQIIIND6AmyUtP4cts4IxgbkSxs/JPf/+A/kzt6D8nL5W2D0m2Befr5X7lw1TzoqIzkmz976X+SBIz9zG5f2teE9cvMXBmXuhk3ymY9cIV1TNeS50nXF7fLAxoVy4rl7ZfW6Xhlgr8TNmtYIIIAAAgggEBFgkyTCwQkCCCDQcgJslLTclLVqwqdkoPfj8tdyizyz7z5Zv7hbKvsW5eFM7V4k6zd9Ub5y96XjmyUvS+/mZyT7h3C0r4/KXV89JnLh1fLBm39XpkfYzpU56z4i62Z2yOjhh+T23pds7mCJ9MEJAggggAACCLSjAJsk7TjrjBkBBIomMKVUPoo2KMbjocDJZ+Xujcdk3ZYemRPskMTTHDskm96xWrYeGxWZ+aey9xu3y/yJ6sbbhs9PfEluuvRWOTjaITM3PCEHb194ZlOmWu1ncuS+62TFlpdFOi6VO5/pk/Vzzq0WG77TZ7DooXfPcCCAAAIIIIBAcQXYJCnu3DIyBBBoLwHuKGmv+W7eaKdfIZ96dJJNEs1s6vlywQXjOyMXXCBvyLJJIuUNkO1by5skGvBX5JKL3pywSaJl58m8P14sM/Xt6CHZtff73FWiFhwIIIAAAgggkEmATZJMbDRCAAEEvBRgo8TLaWn3pM6X+UvfLr+ehWHsRXm2P7hz4/9n727ApKjuxN//XJwrjzvJQ2Syuhv+zgyjhOz+5YbhJjEvRgc0kQgoIxCNIi8BDVE3uij4lpc18Q0lmpUXEZxx4G9MAEUZBBMjbJK7m+waBv+YvTHqpMc8JEtuhjg382wWM5n07dMzNV1VUzPVXedU9+nqbz3PSFedOr/zO59To+GX6qq/kjMner904w455vQzZVL2wSh9cqT9e3KYZ5W4efiMAAIIIIAAAnkKUCTJE4rTEEAAgTIRoFBSJgtVEWke+6n828+OS1Xj9XLf0skj3AkyukT/4e/Jc+qrO2qrqpUzTj9p4HPQP8fVypmnDjxCVo7slxcOaz5ANmgMjiGAAAIIIIBAogUokiR6eZkcAghUqACFkgpdePum/Vs5cN8/yf7xs+TutQtHfo7JqIn3S88vOuU3zjlj3iXveuco399xf9VHfin/+pPMw18t3XTf+66mlZQYJt5hb8IDT+8vi66Hbn8Ta2oihi3Xp4m52LAmeJr9PVPRTJjacG3Yco0/smmLfOrCmdJxsEMapzVKa1ubVFdXexcuZA/PHBDXZ85CfdK9NvDE0yuQ29O9tlQk3Rgmrs/cjMx/4mGu5k2JWKhAf0q+98Ub5As/bZRvfGO1nF8f9aGqrge0qhym3CYv7l4udSPm85psmXOx3HP4eOaM0R786g3gPJzVezR8746v3ClLFi/0nKj+BeHfws4Ja1fx3OcUYww1pn8cdw5B7eqY+xx/f397XDHcOcQ1hn8uUeaa1DyDzIsx10LHKFWeXDtKILe51y3K75GKpBvD3V/Fi5JHoTGijFGKuVZanm+//bZ8c1ub/OrIEXnPhAmy9/l9niKJ3yOp6x70e1CMuRY6Rqny5HdRCeS2sHULa1eR3Of4f8/87Wrff467f1B7HDH8OeQzhv+cKDEKnWuUMXTz9Oeo4tmwnWhDEuRQmQL9qQOy9TvPy7Nrt8sr2W/LpGTdxvfK+Nvmy9Rxo9wJMiLXH6Xn2O9HbB29oU+6M33/nDlptJGjFklGH5tWBBBAAAEEECgnAX+R5DMLF3mKJOU0F3JFAAEEEAgQUK8HZkOguAJ/TKcenZ+eWFsX/POh69JP/eK/I6T0Vnr/zWfnYs5+NJ0aNcrP05tnTx46/29v3p/+46jnR2t05hmt90Cv3e17dbpn+yYlRkvr1rT60d10PXT7q/xtiIGn90rSXRNbPE1cX7oWJnLA0+z1qaKZMLXh2jBxfUWdR29vb3pec3P2fz+c89GPpTc+stm7UAXuRc3DPYwNMUzkwPXpXlX9/52AJ55egdyeid9X3Rgmrs/cjMx/4hklAcUjDsUtUCV1y7dLZ1dKOl9+Wu6/ZYGcNfhM1ezIR/fIzZffKQd6eA1N3CtBfAQQQAABBBDIX8D/4FZ1J8lJJ43y4Pj8Q3MmAggggIBFAjyjxKLFqOhUeg7KlpU3yD0vOg9UHSfT1z4nmy/9mwJYeuTAqpmybPvRgT4FPaNEZOyCFnl5TVPmaSVmN+frOqowxIYAAggggAAC5SngL5JEeXBrec6crBFAAIHKE+COkspbcztnPG6aLHt0s9za+I7B/Hrkh3t/LMcKyvb/kHHj31lQj9zJVVKT6csvRE6ETwgggAACCCAwIECRhCsBAQQQqCwB/l5YWett92zHnCnzrpslpw1m2ffz1+WXBX375iQ5/Yza/O8I6e+V3/3OGeAvZdIZfz3qg1ztxiM7BBBAAAEEEIhDgCJJHKrERAABBOwWoFBi9/pUWHZjZNw5F8g5Ud8OnClzjJvYIKc6aq+9Ians23ScA74///x7+V23c8JfyZkTx/lOsGdX9z3laiZJiaFeWxb06rJCV0vXQ7e/LWuCp/fK0V1XWzxNXF+6FiZywNPs9amimTC14dowcX3lM4+wIgmeuWs0H8/c2cGf8PS66JriiadXILene22pSLoxTFyfuRmZ/0ShxLwpEXUEqt4jZ0waqJRUvfdMOX20d/UGjDNmyvly0YTBp4wczzws9ohTCAk4+cgb8urxweMTpssFU04OOIlDCCCAAAIIIFCJAmFFkko0Yc4IIIBApQhQKKmUlS67eVbJqZNqpeB7PMa8Ty6YXT8429fl3zp+O+LM+1JvyOvZ1iqZMPt8mVJgUWbEwDQggAACCCCAQFkLUCQp6+UjeQQQQEBbgEKJNiEBjAo4zw2pOk++sOz9EZ4ZcrJMmTdPpmZvKvkvee2N/xTnKSTePP8gP33pZcneUFI1TRbO+7sIY3kjsocAAggggAAC5S9AkaT815AZIIAAAroCFEp0BelvUKBfer7/lDx7ZKxMXfUPcvH4aLd4jGlYKPetOjvzUNc+ObLrKflBT0CppP9n8kK7el3vOzJjfVmWNER+MIrB+RMKAQQQQAABBEopQJGklPqMjQACCNgjcEI6s9mTDpkkUyBTADn4kCy+bJ28Mn6GXHv37fKF6fXD7+DoeUFuuXCVvDp3gzy++sMjf+2m50ey5qprZNPhXqmacp08sfUGmTbOV1Tpf1W2zF8g93SITL19u3x7+WTXeMelc/MSueiuH4s03ibP7VguDb7uJtehoW7gq0CdXaoww4YAAggggAACNgpQJLFxVcgJAQQQKI0Ad5SUxr3iRu3v+rm8qp6revRFWb/0k/Lxz94nTx86NuhwTA49dZ8sn7VR5B9aRi+SZO4S6drxYLZIojr3Hd4iX93RORjH9ceYybKsZZNcM0Xk0JrVcvv2Q9KjmvtTcuCB6+Squw7K+Bm3yZMtS2Mtkrgy4iMCCCCAAAIIWCpAkcTShSEtBBBAoEQC3FFSIviKG1YVKFoekW+s2S6veF5EM0Gmr7hSPvTuSXL+oiapy+fOjqE7So7LaTNulnVrl8pU/x0lQ8CqCLNFNtz/mOw/qgauyvRZIsuuuEyuCrqrZaifuQ/cUWLOkkgIIIAAAgiYFqBIYlqUeAgggED5C1AoKf81ZAaWC1AosXyBSA8BBBBAoGIFKJJU7NIzcQQQQGBUAb56MyoPjQjYIdC+Z592IkmJ0fr4NlE/upuuh25/lb8NMfD0Xkm6a2KLp4nrS9fCRA54mr0+VTQTpjZcGyaurx07d8mSRYuk42CHNE5rlNa2Nqmurvaih+zhmQMycV3gmfNUn3RN8cTTK5Db0722VCTdGCauz9yMzH860XxIIiKAAAIIIIAAAgggYK+AupNk4/qH5c1UKnKRxN7ZkRkCCCCAgK4AX73RFaQ/AiECzldvHlq3QWbPmuk5O6gSG3ZOWLsawH1OMcZQY/rHcecQ1K6Ouc/x9/e3OzG6u7vVR6mpqcn+GSVGtuPgP9z91aGwPMLa44oRV56l9gzyimuuaixnK3QM1c+/9kExTHuqcd3j+HPwt6t9/znu/kHt/hj+/v72uGIE5ZkEzyCvoLmq89yb+xyTa+I2dY+hxvaPE9au+rjP8ff3t6v9sHPC2oNiuHMIalfH3OeoO0mcIkltfb2suPZ6mT9vrjptaAvLw2nHc4DM8XAA3d7qmL9dHXOf47TH6RmUhzuHoPaR8lTHna0YMaKOUYinmo97HGdNnHn629W+/xx3/6D2OGL4c4hjDGcuxfb0z6UYc40yRtQ8Hc8lixeqEPZt6vXAbAggEJ/AxNq6tPrR2Xa379Xpnu2blBgtrVvT6kd30/XQ7a/ytyEGnt4rSXdNbPE0cX3pWpjIAU+z16eKZsLUhmsj6vXV29ubntfcnP3vctN5TWm1r7NVuqfbzsR1gadbVP9/J+CJp1cgt2fi91U3honrMzcj85/46o19tSsyQgABBBBAAAEEEDAs4H9w64LLryz4mSSGUyIcAggggIClAnz1xtKFIa3kCDhfvensSiVnUswEAQQQQACBMhLwF0miPLi1jKZLqggggAACmgK89UYTkO4IIIAAAggggAAC9gpQJLF3bcgMAQQQsFWAQomtK0NeCCCAAAIIIIAAAloCFEm0+OiMAAIIVKwAhZKKXXomXk4CQU+gLjT/pMQw9c51XQ/d/mr9bIiBp/c3SXdNbPE0cX3pWpjIAU+z16eKZsLUhmsjn+srrEhiYh6V5Om9Gofv4ek1MeGhG4Pr0+ya4Gmfpzcjs3sUSsx6Eg0BBBBAAAEEEECgxAJhRZISp8fwCCCAAAKWC1AosXyBSA8BBBBAAAEEEEAgfwGKJPlbcSYCCCCAQLAAhZJgF44igAACCCCAAAIIlJkARZIyWzDSRQABBCwVoFBi6cKQFgIIIIAAAggggED+AhRJ8rfiTAQQQACB0QVOSGe20U+hFQEEdAQa6uqz3Tu7Ujph6IsAAggggAACIwhQJBkBhsMIIIAAApEEuKMkEhudEEAAAQQQQAABBGwQoEhiwyqQAwIIIJAsAQolyVpPZoMAAggggAACCFSMAEWSillqJooAAggUVYBCSVG5GQwBBBBAAAEEEEDAhABFEhOKxEAAAQQQCBKgUBKkwjEELBNo37NPO6OkxGh9fJuoH91N10O3v8rfhhh4eq8k3TWxxdPE9aVrYSIHPM1enyqaCVMbrg1VJJkze450HOyQxmmN0trWJtXV1V6wkD0T80iKp6LS9dDtr3LAUynkNl1TPHOW6hOeOQ9dC1s8czMy/4mHuZo3JSICHgHnYa4Prdsgs2fN9LQF/Usq7JywdjWA+5xijKHG9I/jziGoXR1zn+Pv7293YnR3d6uPUlNTk/0zSoxsx8F/uPurQ2F5hLXHFSOuPEvtGeQV11zVWM5W6Biqn3/tg2KY9lTjusfx5+BvV/v+c9z9g9r9Mfz9/e1xxQjKMwmeQV5Bc1XnuTf3OSbXxG3qHkON7R8nrF31cZ/j7+9vV/th54S1qxg7du6SjesfljdTKamtr5fd7bs9RZKwGGHtheSZBE+/h3tN87EIOqfQGE4OcXqazFPFcraoc3X6qz/DYoS1+2NE8RwphjrubGF5hLWrOGHnhLX7YzhzdXL0t6t9/zmFjuHEKOT69Ofhz8Hf7oyh/nRv7lyjxHD3V3HDYoS1m4zheC5ZvNA9ZXs+q7fesCGAQHwCE2vr0upHZ9vdvlene7ZvUmK0tG5Nqx/dTddDt7/K34YYeHqvJN01scXTxPWla2EiBzzNXp8qmgnTUl4bvb296XnNzdn/rjad15RW+1E3E/Mod0+3na6Hbn+VC57uFdH/3wl44ukVyO2Z+H3VjWHi+szNyPynE+0p2ZAJAggggAACCCCAAALBAv5nkiy4/ErPnSTBvTiKAAIIIIBA4QJ89aZwM3ogUJCA89Wbzq5UQf04GQEEEEAAAQQGBPxFkijPJMESAQQQQACBfAV4mGu+UpyHAAIIIIAAAgggUHQBiiRFJ2dABBBAoOIFKJRU/CUAAAIIIIAAAgggYKcARRI714WsEEAAgaQLUChJ+gozPwQQQAABBBBAoAwFKJKU4aKRMgIIIJAQAQolCVlIppFsgaBXdRU646TEaH18m6gf3U3XQ7e/yt+GGHh6ryTdNbHF08T1pWthIgc8zV6fKpoJ02JcG/kUSXTz0O1fTp7eKyl4T9dDtz+ew9dF17Rcft+Hz3z4EV0LFVE3Bp7edbHB05uR2T0KJWY9iYYAAggggAACCCCgIZBPkUQjPF0RQAABBBAIFaBQEkrECQgggAACCCCAAALFEKBIUgxlxkAAAQQQCBOgUBImRDsCCCCAAAIIIIBA7AIUSWInZgAEEEAAgTwFKJTkCcVpCCCAAAIIIIAAAvEIUCSJx5WoCCCAAALRBE5IZ7ZoXemFAAL5CDTU1WdP6+xK5XM65yCAAAIIIFBRAhRJKmq5mSwCCCBQFgLcUVIWy0SSCCCAAAIIIIBA8gQokiRvTZkRAgggkAQBCiVJWEXmgAACCCCAAAIIlJkARZIyWzDSRQABBCpIgEJJBS02Uy1fAd33lKuZJyWGiXfYm/DA0/v7pOuh29/EmpqIYcv1aWIuNqwJnmZ/z1Q0E6Ymro0dO3fJkkWLpONghzROa5TWtjaprq72TjhkTzcP3f42eZqYi24M3f54Dr/gdU1t+X3XnYeSsSEGnt5rVHdNTHh6MzK7d6LZcERDAAEEEEAAAQQQQGBkAXUnycb1D8ubqVTkIsnI0WlBAAEEEEBAX4CHueobEgGBUQWch7k+tG6DzJ4103NuUCU27JywdjWA+5xijKHG9I/jziGoXR1zn+Pv7293YnR3d6uPUlNTk/0zSoxsx8F/uPurQ2F5hLXHFSOuPEvtGeQV11zVWM5W6Biqn3/tg2KY9lTjusfx5+BvV/v+c9z9g9r9Mfz9/e1xxQjKMwmeQV5Bc1XnuTf3OSbXxG3qHkON7R8nrF31cZ/j7+9vV/vqThKnSFJbXy8rrr1e5s+bq5qyWz4x/Oe4c1BB/O3qmPucsPZCYpTaM2wuYe1Bc3VbBbWrY2HnhLX7Yzh5xukZNJeoeapYzlaMGFHHKMRTzcc9jrMmzjz97Wrff467f1B7HDH8OcQxhjOXYnv651KMuUYZI2qejueSxQtVCPs29dYbNgQQiE9gYm1dWv3obLvb9+p0z/ZNSoyW1q1p9aO76Xro9lf52xADT++VpLsmtniauL50LUzkgKfZ61NFM2Ea9dro7e1Nz2tuzv43sem8prTa19mi5uGMqdtfxSmlpzMP9aeJuejG0O2v5oGnUshtuqZ45izVJzxzHroWtnjmZmT+E1+9sa92RUYIIIAAAggggECiBPwPbl1w+ZUFP5MkUSBMBgEEEEDAagG+emP18pBcEgScr950dqWSMB3mgAACCCCAQEEC/iJJlAe3FjQgJyOAAAIIIKApwFtvNAHpjgACCCCAAAIIIBAsQJEk2IWjCCCAAAJ2C1AosXt9yA4BBBBAAAEEEChLAYokZblsJI0AAgggkBGgUMJlgAACCCCAAAIIIGBUgCKJUU6CIYAAAggUWYBCSZHBGQ6BKAJBr+oqNE5SYrQ+vk3Uj+6m66HbX+VvQww8vVeS7prY4mni+tK1MJEDnmavTxXNhGnYtZFPkSQshnfmwXu6MXT7F8szePbeoybmohtDtz+e3jVVe7qmxfh9H5718CO68zBhYSIGnt611V1XE57ejMzuUSgx60k0BBBAAAEEEECgYgXyKZJULA4TRwABBBAoGwEKJWWzVCSKAAIIIIAAAgjYK0CRxN61ITMEEEAAgcIEKJQU5sXZCCCAAAIIIIAAAj4BiiQ+EHYRQAABBMpagEJJWS8fySOAAAIIIIAAAqUVoEhSWn9GRwABBBAwL3BCOrOZD0tEBBBwBBrq6rMfO7tSziH+RAABBBBAIBECFEkSsYxMAgEEEEDAJ8AdJT4QdhFAAAEEEEAAAQTCBSiShBtxBgIIIIBAeQpQKCnPdSNrBBBAAAEEEECgZAIUSUpGz8AIIIAAAkUQoFBSBGSGQEBXQPc95Wr8pMQw9c51XQ/d/rasCZ7e307ddbXF08T1pWthIgc8zV6fKpoJ0x07d8mSRYuk42CHNE5rlNa2NqmurvYmG7Jnw/VlIgcTnibysCGGiRzw9P7i6JriiadXILene22pSLoxTFyfuRmZ/3Si+ZBERAABBBBAAAEEEEiigLqTZOP6h+XNVCpykSSJLswJAQQQQCBZAjzMNVnryWwsFHAe5vrQug0ye9ZMT4ZBldiwc8La1QDuc4oxhhrTP447h6B2dcx9jr+/v92J0d3drT5KTU1N9s8oMbIdB//h7q8OheUR1h5XjLjyLLVnkFdcc1VjOVuhY6h+/rUPimHaU43rHsefg79d7fvPcfcPavfH8Pf3t8cVIyjPJHgGeQXNVZ3n3tznmFwTt6l7DDW2fxx/u7qTxCmS1NbXy4prr5f58+YOpe3vrxr8McLOCWtXMf3nFGMM/1ycHHQ8nRgqtrO55xLWrvqEnRPWHhTDnUNQuzoWdk5Yuz+Gk2ecnkFziZqniuVsxYgRdYxCPNV83OM4a+LM09+u9v3nuPsHtccRw59DHGM4cym2p38uxZhrlDGi5ul4Llm8UIWwb1NvvWFDAIH4BCbW1qXVj862u32vTvds36TEaGndmlY/upuuh25/lb8NMfD0Xkm6a2KLp4nrS9fCRA54mr0+VbSopr29vel5zc3Z/541ndeUVvs6mw3Xl4kconq67UzkYUMMEzng6b4y9P93Ap54egVyeyZ+X3VjmLg+czMy/4lnlNhXuyowo37pOfQtuWXOFFF3LjTUTZFLVm2WA6njBcbhdAQQQAABBBBAYLiA/8Gt6k6SQp9JMjwqRxBAAAEEELBXgK/e2Ls2eWSWKZLs/6JctPRJOeo/+7RZcv+T90tz/Vh/C/tFFnC+etPZlSryyAyHAAIIIICAnoC/SBLlwa16GdAbAQQQQAAcGnsSAABAAElEQVSB4gtwR0nxzc2N2P+67HwkJeeseVoOZv4S3tn1hhzcdZtMP61K5Oh35Bvb/0P6zY1GJAQQQAABBBCoIAGKJBW02EwVAQQQQMAjQKHEw1FeO/2HX5TUp9fKvQumyrhs6mNk3NTl8sjGz8oE6ZMj7d+Tw1RKymtRyRYBBBBAAAELBCiSWLAIpIAAAgggUDIBXg9cMnr9gcdMvVbumjo8zpjTz5RJmZtKfvPeM+X0McPbS36kPyUH2vbId57ZLDsO9w6m8w45a8FyufjCWXLV9Hoxl/YoX08agqiV+S075N7p7x46wgcEEEAAAQQqVYAiSaWuPPNGAAEEEHAEyuyOkn459tTVMvlj98kh7pRw1nDYn/2/fF1e66uVS644R8YPay3tgf7UXrl97sWy7M6vu4okKqdeeWX71+VrSz8pH796u3SZWl/19aR1e4Y/w8XNMGGmfPpcu4skQa/qck8hn89JidH6+DZRP7qbroduf5W/DTHw9F5Jumtii6eJ60vXwkQOeJq9PlW0MNN8iiQ2XBsmri8T8wjz9K5g8J6JPGyIYSIHPL3XiK4pnnh6BXJ7uteWiqQbw8T1mZuR+U/lVSjJ/KV31xMvyamzz5cp5m45MK9a0ojHpesnL0t34xWy3La//Pe8ILdffoN8a+gukiCoPjn63TvkihUmiiWZu0m+v1VaO5y7VoLGGyfTb1woU7megnA4hgACCCBQQQL5FEkqiIOpIoAAAghUsEBZffWm//Czsq3jr+SiL77P4FczErb6PT+UzW0nyo1tC6XBqr/8/0EObXpAdmRez3PajKtl2RWX5b5i03NInt60XtZufHHwzg9VLLlH7nrmY7L50r+JvkCDd5Mcm7FW/v2xZuvurok+MXoigAACCCBgVoAiiVlPoiGAAAIIlLdAGRVK/iCHv7tfjkyYLhdMObm81UfMPlNMuG+uzNv42ohn5Boyd0Ksfc5XSPitHLh7q0jmay3LGix7LfCx52XDlv+Us1a0yeOrPzz48NnB2YybKs2rN8n08x+SxZetk1f61PEe2d/2nHRdulzqBk8r7A/nbpK/lqW7LqRIUhgeZyOAAAIIVJAARZIKWmymigACCCCQl8AJ6cyW15mlPqn/oKw590p5bvb/kv2rp3FHybD1OCYH7/uitJyxUv7p0gbrfPr2r5YPPPEheXHUOzuOS+fmJXLRXT/OvLMns41dIFteuU+aMg+mLXgbvF6e/cg/yXNrLvAWZgoOptehoa4+G6Az8wpnNgQQQAABBGwSoEhi02qQCwIIIICALQJl84yS/sPfk+eOnC4XfYKv3Qy/eDLPJXlqjWw+5e+tLJKI/EF++lKvfOa6sDs7xkpD83w5J0phxIOSeejvM5uk5chxObr9apl25sVyyyObpXV/Skw9I9YzHDsIIIAAAgiUoQBFkjJcNFJGAAEEECiKQJkUSga+dvObxnlyaWK/dhN1vVWR5Mty1xuXyL3LJ7vuJMkcf2GtrHnm11EDG+x3skxdvUFWTc3jK1PvfJeMd56tUnOKjItyhfa/LI89+M8Dd6WoWfQdlh333p15o850mXT2Mlnz1KHMF3vYEEAAAQQQqFwBiiSVu/bMHAEEEEAgXKA8nlHS/zN5of0tOefGiyx7QGk4cLxnqCLJzXLFSvX62+0ybaNvtKoL5P4fn+o7aPnu79+SY9nbPqpkQqS3Gzl3k2S/vDN8skdflE0rX5SWtuvkia03yLRxTlVm+KkcQQABBBBAIIkCFEmSuKrMCQEEEEDApECU/7/e5Ph5xcp+7eY375eZ55XZX/rzml3UkzIFgaf+Xi7MFkmCY1R9/EI5d+j2jOBzbDva/8vX5bVsjaM+4tesxsj4Sx+VVzPPA+ns+onsXPslufX2q2X6ad7v8/QdXicLLvyiHOgpjy/j6L6nXK1zUmKYeue6roduf1vWBE/vvwV119UWTxPXl66FiRzwNHt9qmiPbNoin7pwpnQc7JDGaY3S2tYm1dXV3oFC9my4NlSKunno9lc5mLhGTeRhQwwTOeCprqrcpmuKZ85SfcIz56FrYYtnbkbmP+k/zLU/JQfaviXffLRV9h/N/A23aorMv+srcsuCqTJOvfZ1x/Py3dffJ3etuSTim0cG3gRz+WvXyL+M+iDQ0XAyd17s3ynfeX6HPLh7smx0HhCqcm95RL6xZvvgm1YmyPTrviS333iB1A3daJB5e8qhdvn2k63y4PbDA1/nOG2GXHv37fKF6fWur7qMNn6mzf8KXOW0cr588pPz5OM9G+Xan1wkjyyfFBIk6c25t/5UZV7pG329g5zUNbBNHnnoYdlxuHfohKrG2+S5HcsLulPJeTjrUJA8P9zxlTtlyeKFnrPVf8D8W9g5Ye0qnvucYoyhxvSP484hqF0dc5/j7+9vjyuGO4e4xvDPJcpck5pnkHkx5lroGKXKk2tHCeQ297pF+T1SkXRjuPureFHyKDRGlDGC5vr222/LN7e1ya+OHJH3TJgge5/f5ymS+McpVZ4qd/cWlkdYu4rlPsc/T3+72g87J6w9KIY7h6B2dcx9TpQxTMRw55BPnkHnFBojylwLHaNUeZZiTaJ4liLPUq0J146Sz21uj1JcO+7xc1mV/pPGHSXqL54PyvKPfkru+Je/kJkbf5T5f/Az/y/+S7fIKf/ri3LvC3tlzaxPy813bZWjZ/5txCJJBsj52s2nzi48hipObL5Hlp89RWYs/aKscQodKmxqu3zuo5+UZXc5RRK1GEdk/7qr5cL5m6Uze6OBepPMfDl77o2evpL5+sb6pRfLpze/mtfDQbNjXfgZWfvah2Tdy28MOL3eIp9+96/km5dPkUlzH818dYZNev5Fvr0r82aYqrPlpts+Vfh6j0o4VuqmL5d7dz0rmz4zRZz7S/o6Nsi9BTzHJWqRZNTUaEQAAQQQQCBmAX+R5DMLF3mKJDEPT3gEEEAAAQTKS0C9HrjwrTv9k3vnpt9be1b64lufS6f+5I3wp457000fOjv9wdq69MTaT6Tv6/gv7wkF7KlYHz9jefqpbt8goTHeSu+/eUb64qWXpT+SzUPlkvl576r0Cz//dvrzS29Nb37xF+mBqN3pjkeXu857f3rZzo5s/48s/Xp6/y/+e2C0P/0i/cKtczLzHoyVT15/+ll689yz0hM/em+6I2AKf3rj0fSlZ0xOX/zoz0NnlOwT/jv9xqOXZWzPSl/66M8G1yWuGf+/mbU9d+B6UGs5+9F0Kq6hMnGz111mHJ1td/tene7ZvkmJ0dK6Na1+dDddD93+Kn8bYuDpvZJ018QWTxPXl66FiRzwNHN99vb2puc1N2f/e3TORz+W3vjIZm/gAvdsuDZMXF8m5mHiGjWRhw0xTOSAp/eXUdcUTzy9Ark93WtLRdKNYeL6zM3I/KcId5SouyyWyxUbfyrjP3GHPPTVT7m+pjJQJBoz7hR559Gj0q12J0yXCyK/qWbwbTeRnrUxTprWfE+eeexJ+cGuz8kEp351fJ+se7xabn70blk29NWZ8TJ1+Vdk5Yxxg2f1yP6Vfy/f/tAm+cFjN0pT/diB42Pq5fyvfkmWThi8H6HvFfn3/537GoczhOfPX/5Q9nSMfM6Yhivk9mWV/pWbzB0+ndtk9ZqD2WvqgaXut/d4NA3tvFuabrtd5jvPLfnZS9Ix8ARZQ/EJgwACCCCAgB0C/ge3qjtJTjrpJDuSIwsEEEAAAQQsFSjwGSWZr9s4b1k57XLZ8vxXpSnorSGpzXJJ093ySmbSYxe0yMtrmoa+6lCQQ/9BWXPuCnn9xmdk86V/U1BXz8mufDIJyRbnGSWek9TDUVfIR1e+kH0Oych598iBVTNl2Xb1ZZmxctbtz8ozoz1bZGjsCXLB2sdl/aUNw55r0n/owcp+Rkn/q7Jl/gJ54E+LivgmGvd6f0BuPfCELKt3vpDjuTC0d5yv66ivprEhgAACCCBQLAF/kSTKg1uLlSvjIIAAAgggYJNAQXeUqP/X/6Zb1Ktoa2X+3Zk7LYKKJJnZ9ff8Tt7KznKcfORD741WJFFxDn9PnjPxtpt3jpd3h/4deIy8813vGipiHH/1DfmViZUaGvuIvLByrly66ltyyPemlTFTb6zgB7lm7lB64DZ54Nfnyt3fuLaIr+vNvB2n8QMy2cQaEwMBBBBAAAHLBCiSWLYgpIMAAgggUFYCBRRKfi3P3r1BDqkX2zReIcvPffcIE828JeYXnfIb1Vr1AY1X+v5WfvDkPvlNpK/d+FJ757ukZG/JHX+OfGZu7WBCvfLK9ltl3vvPk+X3bZUDqeO+RCttV92h9BX5+y0nyU1P3C/NzlecisUw4QyZrL5VVTVOTnlnAb8KxcqPcRBAAAEEEIggQJEkAhpdEEAAAQQQcAnk/bfD/kPb5Bsv9mS6jpNzrrholNep/ka+v/elgdfontog9SPcdeLKIfjjsR/KN3f9f3JOlLfdBEcs0dHM8zDuaZUt182Q04YyyLxdZ+OXZVnTB+WSVZsrtGCSKajtv1OuuOVXcvG31smyBlWxKPL2+7ck+2gSneu0yCkzHAIIIIAAAqMJUCQZTYc2BBBAAAEE8hPIs1AycHfHERVzwmXy+UtGfl5IrqBSJRNmny9TxuSXiPeszPMj/vl5+aHo3JHijVjSvcxDYJtu2iI/ONAity7IvZpWRN1hknmo7Cc+Lbe/kMrrVcMlnYexwTNFkoMPyeLPv5opkmyWVdPGG4ucf6DBa6zvHTJ10cURr9P8R9M9s33PPt0QkpQY6v3uQe94LxRI10O3v8rXhhh4eq8c3TWxxdPE9aVrYSIHPAu7PvMpkpgwteHaMHF9mZgHnrlrFM+chYnr00QMrk+za4KnfZ7ejMzu5Vco6fupfGf3m9mRq957ppw+UvEj81DO1q8+IdmCioyXD39g+INL80t/4K4UMfG1m/wGLMpZY+qbZNmaZ+U//AWTvsPyrc/fJq2dlfBVnMEiyWXPyGl33S8rRy2SHJfOzVfL5576tfn16X9ddj3xY+mbkHnrUOxv2TGfPhERQAABBBBwC+RTJHGfz2cEEEAAAQQQGFkgr0JJ/0//XX6U/Tv8WJl89v/MlECCtsxfalv+UR5wXoVbdZZ88P98R9CJ4ceO/Vj2/UAS8LWb4KkOFEyelh/vuk2mO6+o7Tso23b+R8LvKnEVSe4NfgPQkFjPIXn6vuvkqjUinzjv1KHDZj4MPkD2lb+TW9u+IFNHKvyZGYwoCCCAAAIIxCpAkSRWXoIjgAACCFSgQF6Fkj+/9TvpHhVH/QV4vax+4QxZfO647JlV2btB3paenszTXwvaBr8SceroX/EpKGQpT061yufuOxhQABkj46Yul0eeuFmmZt/I0yfdx34vfy5lrrGO7RRJ1skrfeoNQOfLpLp6Ua/ODfx5f7PcvPFFORZ0V1HPj2TNnCnZfpPnrJWDrrcI9XdulnlnDsScPOc22XHomGtWmYfH7t8qaz57iSzYIrK0VM9GcWXERwQQQAABBHQEKJLo6NEXAQQQQACBYIET0pktuCl3tG//ann/0u1yPPOi3wkrnpT9q6cNvUY38xLf7PMmlt0lcuv9/0MeuXC17O8bK2fd/qw80/z/yO2t/0PuvMl9fi5u8Kdfy9OZv8h+Y9JG3zjBZ+d1tO+A3HLWUtmh7ooZu0C2vHKfNAW8Ljg3z8x5U26TF3cvl7phA/TIgVUzZdn2oyrYwDyXTxp21tCB1Ga55PKUfOH5rwa/Trn/oKw593LZlPm+0nDboShl/kG93eZmuWKlerV0Ids4mb72Odl8qfuZOH3StfkKmXHXS4OBfGtw7GlZfvbKzDU40jhVctqMFfK1O1ZIU5HesqMKQWrr7EqNlBTHEUAAAQQQKFiAIknBZHRAAAEEEEAgL4G87ij5i3edIjXZcH1yZMud8iXnwaPZr0dcIxf/Y6ZI0nKDTHnzoPxr9i+op8tH/q/x0vn0D0UaT3cVVfLIKfu1m3fJRZ94X2H9Rgt95A151Xn8x/GUdB4J+lt0v/z+rbcC7vwYLXC/vPW73vA+R3fKHauekq7+gFg9b8rrv8nkUzVNFs77O3NzDhiqZIdS2+SGgoskmWwDHxxcJXXzb5Rrpqivdamixz/Il+c35KY2/mK5f/uDssrz0Fx16hSZf8uX5P5dP5J/eezGohVJconxCQEEEEAAAXMCFEnMWRIJAQQQQAABv0Bed5SI/DZzF8X8zF0UAw90zQVRf1G9WdatXSpTx/3Z9f/0T5DpKy6RM085R65e/sHMC4Xz3TJfu3lqhXz0wQZ58vurzTw7oj8l3/viDXLdNw8PvLJY3iFnrdgkj6/+sDcv9XWOq66RTYd7B5LN/MX6sg0PyZ0X1LuKF+6vjwzO6bRZcv+T90vzSHcnqDtKmu6WVzKnV01ZIDfd8DlZMn0gZn/qBfnG1+6U9T84JWCsfM04z3YB7iixfYXIDwEEECgvAYok5bVeZIsAAgggUH4Ced1RIvJuabqnVTZ9xnm1rSqQXC13tHxHfvDY8kyRRD0N8y9kXOOH5Cz1lZbT3itnnjG9wCKJwlNvu3lZTo38WmEVw9nUVzQWSEPDdLlmqEii2jKv5N34GZlW9z65ZPNrmf3XZMuc90nD+z+TK5Ko09SbaJZPzzxHI/NVnVTmjg/19Z3JZ8i0S9UzNtQJg9vRPXJzU6b/nM3S5Rzz/HminLZip7zWuV82XjJRfvfEVUPP5pjUdKf8bNJy2fLdb8tdnoKMJwA7CCCAAAIIIIBAVoAiCRcCAggggAACRRBQzyhhQwCB+AQm1tal1Y/Otrt9r073bN+kxGhp3ZpWP7qbroduf5W/DTHw9F5Jumtii6eJ60vXwkQOeHqvz+07nk7Pa27O/jdF/dnb2+s9IY89E6Y2XBsmri8T88Azd9HhmbMwcX2aiMH1aXZN8LTP05uR2b0Ti1CLYQgEEEAAAQQQQAABDQF1J8nG9Q/Lm6mUNE5rlNa2NqmurtaISFcEEEAAAQQQGEkgz2eUjNSd4wggECbgPKPkoXUbZPasmZ7T2/fs8+yrnbBzwtr9MYoxhhrTP05ceXZ3D7ysvKZm4BHT7nH8OfgtipmnGsu92ZpnqT2VkX/d3FZB7eqY+xx/f397UAx3/6D2qDFMe/rzKMZco4wRV55J8Ay6vgq9/nbs3DVUJKmtr5cV114v8+fNVaGHtrB1c9rdpmF5hLWrwd3nOGMMJeVrV8fDzglrD4rhziGoXR1znxNljJFi4Klkhq+r2zuoXR1zn+OsSZyeQXm4cwhqHylPddzZihEj6hiFeKr5uMdx1sSZp79d7fvPcfcPao8jhj+HOMZw5lJsT/9cijHXKGNEzdPxXLJ4oQph32b2BhWiIYCAX4Cv3nhFdG/NNXHbo8pINw/d/iZyMBEDT6WY23TX1RZPNSPduej2N5EDnuns12ucr9s0ndcU6es2uSs8nf3qonLV2Wy4NkxcXybmYeIaNZGHDTFM5ICn9zdT1xRPPL0CuT3da0tF0o1h4vrMzcj8J756Y1/tiowQQAABBBBAAAHxP7h1weVX8nUbrgsEEEAAAQSKIMBXb4qAzBCVLeB89aazK1XZEMweAQQQQCBvAX+RhGeS5E3HiQgggAACCGgL5Pl6YO1xCIAAAggggAACCCCQhwBFkjyQOAUBBBBAAIEYBSiUxIhLaAQQQAABBBBAoBABiiSFaHEuAggggAAC8QhQKInHlagIGBUIegJ1oQMkJUbr49tE/ehuuh66/VX+NsTA03sl6a6JLZ4mri9dCxM5VJpnWJHExJqYMDWRhw0xTOSAZ+7foXjmLEz8+89EDK5Ps2uCp32e3ozM7lEoMetJNAQQQAABBBBAoGCBsCJJwQHpgAACCCCAAAKRBSiURKajIwIIIIAAAgggoC9AkUTfkAgIIIAAAgiYFKBQYlKTWAgggAACCCCAQAECFEkKwOJUBBBAAAEEiiRAoaRI0AyDAAIIIIAAAgi4BSiSuDX4jAACCCCAgD0CJ6Qzmz3pkAkCyRNoqKvPTqqzK5W8yTEjBBBAAIFIAhRJIrHRCQEEEEAAgaIIcEdJUZgZBAEEEEAAAQQQGBCgSMKVgAACCCCAgN0CFErsXh+yQwABBBBAAIEECVAkSdBiMhUEEEAAgcQKUChJ7NIyMQQQQAABBBCwSYAiiU2rQS4IIIAAAgiMLEChZGQbWhCwRqB9zz7tXJISo/XxbaJ+dDddD93+Kn8bYuDpvZJ018QWTxPXl66FiRyS5Llj5y5ZsmiRdBzskMZpjdLa1ibV1dXeCzBkz8SamDA1kYcNMUzkgGfuosUzZ6E+mfDQjcH1aXZN8LTP05uR2b0TzYYjGgIIIIAAAggggIBbQN1JsnH9w/JmKhW5SOKOx2cEEEAAAQQQiFeAt97E60t0BMR5681D6zbI7FkzPSJB/09B2Dlh7WoA9znFGEON6R/HnUNQuzrmPsff39/uxOju7lYfpaamJvtnlBjZjoP/cPdXh8LyCGuPK0ZceZbaM8grrrmqsZyt0DFUP//aB8Uw7anGdY/jz8Hfrvb957j7B7X7Y/j7+9vjihGUZxI8VZFkzuw52SJJbX29rLj2epk/b65iHNrCzMPaVaCwc5x2t2mQ+VBSmQ9h7epc9znOGMWO4c5BjR2WR1h7ITHwHFhtv2nUNYnTM2hdo+Y5MOuBfxYjRtQxCvFUs3GP419Tf7va95/j7h/UHkcMfw5xjOHMpdie/rkUY65Rxoiap+O5ZPFCFcK+Tb0emA0BBOITmFhbl1Y/Otvu9r063bN9kxKjpXVrWv3obroeuv1V/jbEwNN7JemuiS2eJq4vXQsTOZS7Z29vb3pec3P2vwFN5zWl1b7OZmJNTJiayMOGGCZywDN3ReOZs1CfTHjoxuD6NLsmeNrn6c3I7B53lNhXuyKjhAk4d5R0dqUSNjOmgwACCCAwkgAPbh1JhuMIIIAAAgjYL8DDXO1fIzJEAAEEEEAAgTISoEhSRotFqggggAACCAQIUCgJQOEQAggggAACCCAQRYAiSRQ1+iCAAAIIIGCXAIUSu9aDbBBAAAEEEECgTAUokpTpwpE2AggggAACPgEKJT4QdhGwUSDoCdSF5pmUGCbeYa/sdD10+5vIwUQMPJVibtNdV1s81Yx056Lb30QO5eQZViSxwVOtiQlTW+aim4dufzyVQG7DM2ehPpnw0I3B77vZNcHTPk9vRmb3KJSY9SQaAggggAACCFSYQFiRpMI4mC4CCCCAAAJlL0ChpOyXkAkggAACCCCAQKkEKJKUSp5xEUAAAQQQiE+AQkl8tkRGAAEEEEAAgQQLUCRJ8OIyNQQQQACBihagUFLRy8/kEUAAAQQQQCCKAEWSKGr0QQABBBBAoDwETkhntvJIlSwRKE+Bhrr6bOKdXanynABZI4AAAgh4BCiSeDjYQQABBBBAIHEC3FGSuCVlQggggAACCCAQlwBFkrhkiYsAAggggIA9AhRK7FkLMkEAAQQQQAABiwUokli8OKSGAAIIIICAQQEKJQYxCYUAAggggAACyRSgSJLMdWVWCCCAAAIIBAlQKAlS4RgClgm079mnnVFSYrQ+vk3Uj+6m66HbX+VvQww8vVeS7prY4mni+tK1MJGDLZ6qSDJn9hzpONghjdMapbWtTaqrq70XT8ieDZ4qRROmtsxFNw/d/nh6L3o8zXvomvL7bnZN8LTP05uR2T0e5mrWk2gIDBNwHub60LoNMnvWTE970H8Aw84Ja1cDuM8pxhhqTP847hyC2tUx9zn+/v52J0Z3d7f6KDU1Ndk/o8TIdhz8h7u/OhSWR1h7XDHiyrPUnkFecc1VjeVshY6h+vnXPiiGaU81rnscfw7+drXvP8fdP6jdH8Pf398eV4ygPG3w3LFzl2xc/7C8mUpJbX297G7f7SmSRPEKmqtydW/uc6KMoWIFxXCbutvV+f5xwtpHGkMdd7ZixCjGGGo+7nEcKzwHVtrx0F33OD1VbqbydOap/nRfF2rfP4b/nLD2oBhRxyjEsxR5mpyriuVsYV5h7SpO0DnF9vTnUcxrx7H056D2w/IIa3diOJ5LFi9Uh+zb1Ftv2BBAID6BibV1afWjs+1u36vTPds3KTFaWrem1Y/upuuh21/lb0MMPL1Xku6a2OJp4vrStTCRQ6k9e3t70/Oam7P/Dm86rymt9qNuNniq3E2Y2jIX3Tx0++Pp/W3A07yHrim/72bXBE/7PL0Zmd070b7SDRkhgAACCCCAAAKlFfA/k2TB5Vd67iQpbXaMjgACCCCAAAJxCvDVmzh1iY1ARsD56k1nVwoPBBBAAIEyEPAXSaI8k6QMpkmKCCCAAAIIIDCCAA9zHQGGwwgggAACCCBQeQIUSSpvzZkxAggggAACfgEKJX4R9hFAAAEEEECgIgUoklTksjNpBBBAAAEEhglQKBlGwgEEEEAAAQQQqDQBiiSVtuLMFwEEEEAAgZEFKJSMbEMLAtYIBL1mq9DkkhLDxDvslZ2uh25/EzmYiIGnUsxtuutqi6eake5cdPubyKFYnvkUSXQ9dPub8FQxTJjaMhfdPHT746kEchueOQv1yYSHbgx+382uCZ72eXozMrtHocSsJ9EQQAABBBBAoIwE8imSlNF0SBUBBBBAAAEEDAhQKDGASAgEEEAAAQQQKD8BiiTlt2ZkjAACCCCAQDEEKJQUQ5kxEEAAAQQQQMAqAYokVi0HySCAAAIIIGCVAIUSq5aDZBBAAAEEEEAgbgGKJHELEx8BBBBAAIHyFjghndnKewpkj4DdAg119dkEO7tSdidKdggggEAFCFAkqYBFZooIIIAAAghoCnBHiSYg3RFAAAEEEECgPAQokpTHOpElAggggAACpRagUFLqFWB8BBBAAAEEEIhdgCJJ7MQMgAACCCCAQGIEKJQkZimZSJIF2vfs055eUmKYeIe9wtT10O1vIgcTMfBUirlNd11t8VQz0p2Lbn8TOZjy3LFzlyxZtEg6DnZI47RGaW1rk+rq6tzC5/FJ10O3vwlPFcOEqS1z0c1Dtz+eSiC34ZmzUJ9MeOjG4Pfd7JrgaZ+nNyOzeyeaDUc0BBBAAAEEEEDAHgF1J8nG9Q/Lm6lU5CKJPbMhEwQQQAABBBAohgAPcy2GMmNUtIDzMNeH1m2Q2bNmeiyC/p+CsHPC2tUA7nOKMYYa0z+OO4egdnXMfY6/v7/didHd3a0+Sk1NTfbPKDGyHQf/4e6vDoXlEdYeV4y48iy1Z5BXXHNVYzlboWOofv61D4ph2lON6x7Hn4O/Xe37z3H3D2r3x/D397fHFSMoT11PdSeJUySpra+XFddeL/PnzVVTyG5R5hqUpxPP+TPsnLB2Fcd9TpQ8R4rhNnWPoc73jxPWPtIY6rizFSNGMcZQ83GP41jhObDSjofuusfpqXIzlaczT/Wn+7pQ+/4x/OeEtQfFiDpGIZ6lyNPkXFUsZwvzCmtXcYLOKbanP49iXjuOpT8HtR+WR1i7E8PxXLJ4oTpk36beesOGAALxCUysrUurH51td/tene7ZvkmJ0dK6Na1+dDddD93+Kn8bYuDpvZJ018QWTxPXl66FiRx0PHt7e9Pzmpuz//5tOq8prfZ1Nl0P3f4mPFUMHVPHz5a56Oah2x9P54oY+BNP8x66pvy+m10TPO3z9GZkdo+v3thXuyIjBBBAAAEEENAQ8D+4dcHlVxb8TBKN4emKAAIIIIAAAmUuwFdvynwBSd9+AeerN51dKfuTJUMEEECgzAX8RZIoD24tcwLSRwABBBBAAAFNAd56owlIdwQQQAABBBCwQ4AiiR3rQBYIIIAAAgiUuwCFknJfQfJHAAEEEEAAAaFIwkWAAAIIIIAAAqYEKJSYkiRO/gL9KTnQ8rDcMmeKqK+lDPxMkUtWPSyt+1PSn3+kPM48Ll37t8qaz54zNNbkOatl01OHpCeP3pyCAAIIIGC/AEUS+9eIDBFAAAEEECgnAQol5bRaCci1P7VXbp97sSy78+uy43Cva0a98sr2r8vXln5SPn71dukyUS3JFGS+d9un5cKlm+X1931JXuxMSWfXz+T560+Wfbd8Wi767GY51GNiINc0YvoY9JqtQodKSozWx7eJ+tHddD10+6v8bYiBp/dK0l0TWzxNXF+6FiZyyMcznyKJDXOxIQe1JvmYqvNG22yZi24euv2VEZ65KwXPnIX6ZMJDNwbXp9k1wdM+T29GZvcolJj1JNpoAj0vyO2X3yDf8hRI/B365Oh375ArVmgWS/o75ekVV8k130zJ5BVr5P6bLpC6MWqssVJ3wWpZu2qaHHvxbrl8aYt0lketxA/FPgIIIFDxAvkUSSoeCQAEEEAAAQQQKFiAQknBZHSIJvAHObTpAdlxVOS0GVfLHS375bXMW2DUm2A6X35a7l8xQ04bCqyKJffIXc/8euhIYR+OS2fLHXLbd49kBpslX7jmgzLOE2CsNCy9SZZOqJK+jodldcurhr/u4xmMHQQQQACBGAQoksSASkgEEEAAAQQQyApQKOFCKI7Asedlw5b/lLNWtMlzj90qS6bXS/YGDzX6uKnSvHqTPPfUdXJWlZNOj+xve066nN1C/jy2V+5d82PpkyqZMPdS+fi4oZFyUca8Ty6YXZ/Z75VDa/5RWjuP59r4hAACCCBgtQBFEquXh+QQQAABBBAoewEKJWW/hOUxgb7//W/y0se/Io+t/rDv7g4n/zEybtq1ma/EnJ0pbwxur70hqT5nJ98/M3eubNkk+7P9/lImnfHXuYKMJ8TJMuUT02WCOtZ3ULbt/A/uKvH4sIMAAgjYKUCRxM51ISsEEEAAAQSSJHBCOrMlaULMxUaBTPHivpvkhU88IKumnjx6gseeluVnrxwodIxdIFteuU+ahiono3fNtvYflDXnXi6bjqhKySS5Zteukcd0jzXhc7Lz+6tlasDNJ3mMOuop6q0+alNfM2JDAAEEEIguQJEkuh09EUAAAQQQQCB/Ae4oyd+KMyMLnCxTV28YuWDhjvvOd8l4p1hRc4qMK/AK7T/8PXkuWyTJBK2qlTNOP8kd3ft5XK2ceepgFebIfnnh8B+87ewhgAACCFgjQJHEmqUgEQQQQAABBBIvUOBfQxPvwQRLLfD7t+RY9i00meeLzD5fpjhFk7zy6peeX3TKb5xzx7xL3vXOUQKMeYeccorT/kv5159kHv7KhgACCCBgnQBFEuuWhIQQQAABBBBItACFkkQvb/lNrv+Xr8tr2eeL1MtFn3jfCM8XGWleb8sv33gz8xDXwW3SGVKf99d2+uWt3/Va+5yS9j37nFlF/jMpMUy8w14h6nro9jeRg4kYeCrF3Ka7rrZ4qhnpzkW3v4kclOcjm7bIkkWLpONghzROa5TWtjaprq7OLVoen2yYiw05KCoT16gtc9HNQ7c/nt5fPjzNe+ia8vtudk3wtM/Tm5HZvRPNhiMaAjoCf5DD390v6r6OqhnXyGfDnmcybKg/Ss+x3w87mt+BPunO9P1z5mTnHpP8+nEWAggggEBcAm+//bZ8c1ub/OrIkchFkrhyIy4CCCCAAAIIJFeAh7kmd23Lb2Y9L8gtF14rO45Nk1ufb5VlDWMLnEOPHFg1U5ZtPzrQb8pt8uLu5VI3YpTXZMuci+WewwOvBh67oEVeXtOUe+tOQD/nwawBTaGH7vjKnbJk8ULPeaoy7d/CzglrV/Hc5xRjDDWmfxx3DkHt6pj7HH9/f3tcMdw5xDWGfy5R5prUPIPMizHXQscoVZ6VfO2oO0mcIsl7JkyQzyxcJJ+7ZpkiyW5Rfo9UR/faR4nh7q/iFSNGlDFKMVfyHP2/8YVeO+XiGfR7UIy5FjpGqfLkd1EJ5LawdQtrV5Hc50T5PXH3V/GKESPKGKWYayny9K+HmrcNG1+9sWEVyCEjcFw6d7TIM0fHytRVX5YlBRdJioPIm2uK48woCCBQ2QLqmST+IslJJ43ycO7K5mL2CCCAAAIIIGBaQL0emA2BUgv86Y1H05eecWb6I8u/nU79KWo2b6X333x2emJt3cDP7EfTqVFD/Ty9efbkofP/9ub96T+Oen60RiefaL0Heu1u36vTPds3KTFaWrem1Y/upuuh21/lb0MMPL1Xku6a2OJp4vrStYiaQ29vb3pec3P2383nfPRj6Y2PbPYuUoS9Us3FnaoNOah8TFyjtsxFNw/d/ni6r3Az/03j+jRriieeXoHcnol//+nGMHF95mZk/hNfvTFdeSJe4QL9r8qW+QvkgT8tkie23iDTxkV9Ssgf5NB9c2XextcGcijoqzeZt+yseFL2r55m/Bklztd1uBul8EuDHgggUFkCvN2mstab2SKAAAIIIGCrAF+9sXVlKiavY3LwgdvkgV+fK3d/41qNIokCO0lOP6N21GeMeFj7e+V3v8u+izhz+C9l0hl/bbxI4hmPHQQQQACBEQUokoxIQwMCCCCAAAIIFFmAQkmRwRnOLXBcup76ivz9lpPkpiful+b6Qh/e6o6lPo+RcRMb5FTn8GtvSGroXcHOQdeff/69/K7bOeGv5MyJ41yNfEQAAQQQKJYARZJiSTMOAggggAACCOQjQKEkHyXOiUGgX3r23ylX3PIrufhb6yK84SY4pTFTzpeLJlQNNB5PSecRpxAScP6RN+TVgRfeiEyYLhdMOTngJA4hgAACCMQpQJEkTl1iI4AAAggggEAUAQolUdTooymQKZIcfEgWf/7VTJFks6yaNl4znqv7mPfJBbPrBw+8Lv/W8VtXo/djX+oNeT17KPN8ktnny5Soj0bxho1lr33PPu24SYmhXlsW9OqyQoF0PXT7q3xtiIGn98rRXRNbPE1cX7oW+eQQViTB0+z1qaKZMC3GteGdefCebh66/fH0rgue5j10Tfl9N7smeNrn6c3I7B6FErOeRAsVGCySXPaMnHbX/bJy1CJJ5pXBm6+Wzz3169CouRNOlinz5snU7E0l/yWvvfGf4jyFJHeO+vQH+elLL2deSpzZqqbJwnl/x/NJlAUbAgggUCSBsCJJkdJgGAQQQAABBBBAYJgAhZJhJByIT8BVJLn3cVl/acPIxYmeQ/L0fdfJVWtEPnHe0FNH8kptTMNCuW/V2ZmHuvbJkV1PyQ96Akol/T+TF9pTmXjvkKmrvixLGnSfj5JXapyEAAIIIJARoEjCZYAAAggggAACNgucaHNy5JYkAadIsk5eyTw25JWV58ukleHzq5qxVs4d7/tOTM+PZM1V18imw71SNeW6gFcKj5WGpV+Wm/YtkHs69sj6HVfJx5dPdhVlMneqtDwgLZnnl1Q13iz3LXW3hefEGQgggAAC0QUokkS3oycCCCCAAAIIFEfghHRmK85QjFK5AurtNjfLFSv3yNGCEMbJ9LXPyeZL/8bVq0+6Nl8hM+56afDYWDnr9mflmeWTXOcMfnQKKj+rl/l3fUVuWTBVxvWn5MCDd8kd634gMuNmWbd2qUwd5yvEDI+kdaShbuCZKZ1d6g4WNgQQQKByBSiSVO7aM3MEEEAAAQTKSYCv3pTTapVrrqltckPBRZLMZCdcJp+/xF0kUQBVUjf/Rrlmyjuyn0+b8Q/y5fkNqmH4Nu7Dsmr3Adl570fk2Nc/LdMyBYuGhk/KHT9rkGUt35EfPLY89iLJ8KQ4ggACCFSmAEWSylx3Zo0AAggggEA5CnBHSTmuGjmXlQB3lJTVcpEsAgjEIECRJAZUQiKAAAIIIIBAbALcURIbLYERQAABBBBAgCIJ1wACCCCAAAIIlJsAhZJyWzHyrUiB9j37tOedlBgm3mGvMHU9dPubyMFEDDyVYm7TXVdbPNWMdOei21/lsGPnLlmyaJF0HOyQxmmN0trWJtXV1aoprw1PL5OJNTFhaiIPG2KYyAHP3DWKZ85CfTLhoRuD69PsmuBpn6c3I7N7vPXGrCfREEAAAQQQQCAjoO4k2bj+YXkzlYpUJAERAQQQQAABBBAolQDPKCmVPONWjIDzjJKH1m2Q2bNmeuYd9P8UhJ0T1q4GcJ9TjDHUmP5x3DkEtatj7nP8/f3tTozu7m71UWpqarJ/RomR7Tj4D3d/dSgsj7D2uGLElWepPYO84pqrGsvZCh1D9fOvfVAM055qXPc4/hz87Wrff467f1C7P4a/v789nxjqThKnSFJbXy8rrr1e5s+bq7oObf5xgvJMgqeacD5zHYIZ/OD28PdXp7jb1X7YOU672zQsRli7Pw9nDHXc2YoRoxhjqPm4x3HmiufASjseuusep6fKzVSezjzVn+7rQu37x/CfE9YeFCPqGIV4liJPk3NVsZwtzCusXcUJOqfYnv48inntOJb+HNR+WB5h7U4Mx3PJ4oXqkH2bej0wGwIIxCcwsbYurX50tt3te3W6Z/smJUZL69a0+tHddD10+6v8bYiBp/dK0l0TWzxNXF9RLXp7e9Pzmpuz/95rOq8prfajbnh65aKuiTuKCVMTedgQw0QOeOauLjxzFuqTCQ/dGFyfZtcET/s8vRmZ3eOrN/bVrsgIAQQQQACBshTwP7h1weVXFvRMkrKcNEkjgAACCCCAQOIE+OpN4paUCdkm4Hz1prMrZVtq5IMAAggYE/AXSQp9cKuxRAiEAAIIIIAAAghoCvDWG01AuiOAAAIIIFDpAhRJKv0KYP4IIIAAAggkS4BCSbLWk9kggAACCCBQVAGKJEXlZjAEEEAAAQQQKIIAhZIiIDMEAroCQU+PLjRmUmKYeIe9stP10O1vIgcTMfBUirlNd11t8VQz0p1LPv3DiiT5xMjpD/9UaZ7DBbxHdD1VNBOmJvKwIYaJHPDMXaN45izUJxMeujG4Ps2uCZ72eXozMrtHocSsJ9EQQAABBBCoCIGwIklFIDBJBBBAAAEEEEikAIWSRC4rk0IAAQQQQCA+AYok8dkSGQEEEEAAAQRKL0ChpPRrQAYIIIAAAgiUjQBFkrJZKhJFAAEEEEAAgYgCFEoiwtENAQQQQACBShOgSFJpK858EUAAAQQQqEyBE9KZrTKnzqwRKI5AQ119dqDOrlRxBmQUBBBAIAYBiiQxoBISAQQQQAABBKwU4I4SK5eFpBBAAAEEELBHgCKJPWtBJggggAACCCAQvwCFkviNGQEBBBBAAIGyFaBIUrZLR+IIIIAAAgggEFGAQklEOLohgAACCCCQdAGKJElfYeaHAAIIIIAAAkECFEqCVDiGgGUC7Xv2aWeUlBitj28T9aO76Xro9lf52xADT++VpLsmtniauL527NwlSxYtko6DHdI4rVFa29qkurraCxayh2cOSNfCxJqqGCauUVvmopuHbn88lUBuwzNnoT6Z8NCNwe+72TXB0z5Pb0Zm9040G45oCCCAAAIIIFDuAupOko3rH5Y3U6nIRZJyNyB/BBBAAAEEEKhcAd56U7lrz8yLJOC89eahdRtk9qyZnlGD/p+CsHPC2tUA7nOKMYYa0z+OO4egdnXMfY6/v7/didHd3a0+Sk1NTfbPKDGyHQf/4e6vDoXlEdYeV4y48iy1Z5BXXHNVYzlboWOofv61D4ph2lON6x7Hn4O/Xe37z3H3D2r3x1B3kjhFktr6ellx7fUyf95cddrQ5h9DNbjHCWtX5/vPcfd32pPg6cxF/elsQXN12pw/3ef4rdQ57na1H3aO0+42DYsR1u7PwxlDHXe2YsQoxhhqPu5xnLniObDSjofuusfpqXIzlaczT/Wn+7pQ+/4x/OeEtQfFiDpGIZ6lyNPkXFUsZwvzCmtXcYLOKbanP49iXjuOpT8HtR+WR1i7E8PxXLJ4oTpk36ZeD8yGAALxCUysrUurH51td/tene7ZvkmJ0dK6Na1+dDddD93+Kn8bYuDpvZJ018QWz6jXV29vb3pec3P231lN5zWl1b7OVumebjtdi6hr6s5BfTZxjdoyF908dPvj6b268DTvoWvK77vZNcHTPk9vRmb3+OqNfbUrMkIAAQQQQKDoAv4Hty64/MqCn0lS9KQZEAEEEEAAAQQQiEGAr97EgEpIBNwCzldvOrtS7sN8RgABBKwR8BdJojy41ZrJkAgCCCCAAAIIIKApwFtvNAHpjgACCCCAQDkLUCQp59UjdwQQQAABBBCIQ4BCSRyqxEQAAQQQQKAMBCiSlMEikSICCCCAAAIIFF2AQknRyRkQgcIFgp4eXWiUpMQw8Q57ZafrodvfRA4mYuCpFHOb7rra4qlmFDaXsCJJWP+c2sifdGOUk+fICgMtuhYqiokYJkxN5GFDDBM54Jm78vHMWZj6fdU15fo0uyZ42ufpzcjsHoUSs55EQwABBBBAwHqBsCKJ9RMgQQQQQAABBBBAIEYBCiUx4hIaAQQQQAAB2wQokti2IuSDAAIIIIAAArYJUCixbUXIBwEEEEAAgZgEKJLEBEtYBBBAAAEEEEiUAIWSRC0nk0EAAQQQQCBYgCJJsAtHEUAAAQQQQAABv8AJ6czmP8g+AgiYE2ioq88G6+xKmQtKJAQQQKAAAYokBWBxKgIIIIAAAghUvAB3lFT8JQAAAggggECSBSiSJHl1mRsCCCCAAAIIxCFAoSQOVWIigAACCCBggQBFEgsWgRQQQAABBBBAoOwEKJSU3ZKRMAIIIIAAAuECFEnCjTgDAQQQQAABBBAIEqBQEqTCMQQsE2jfs087o6TEaH18m6gf3U3XQ7e/yt+GGHh6ryTdNbHFUxVJ5syeIx0HO6RxWqO0trVJdXW1d7Ihe7oWKrxuDFs8TcxF18JEDiqGCVNb5qKbh25/PJVAbsMzZ6E+mfDQjcHvu9k1wdM+T29GZvd4mKtZT6IhMEzAeZjrQ+s2yOxZMz3tQf8BDDsnrF0N4D6nGGOoMf3juHMIalfH3Of4+/vbnRjd3d3qo9TU1GT/jBIj23HwH+7+6lBYHmHtccWIK89SewZ5xTVXNZazFTqG6udf+6AYpj3VuO5x/Dn429X+jp27ZOP6h+XNVEpq6+tld/tuT5EkLEZYuxoj7Jyw9qAY7nk67TZ4+ucSlKfK172FnRPWrmK5z/Hn4G9X+2HnOO1uU/cYQTHC2v15OGOo485WjBjFGEPNxz2OM1c8B1ba8dBd9zg9VW6m8nTmqf50Xxdq3z+G/5yw9qAYUccoxLMUeZqcq4rlbGFeYe0qTtA5xfb051HMa8ex9Oeg9sPyCGt3YjieSxYvVIfs29Rbb9gQQCA+gYm1dWn1o7Ptbt+r0z3bNykxWlq3ptWP7qbrodtf5W9DDDy9V5LumpTas7e3Nz2vuTn775ym85rSaj/qpmuhxtWNUWpPt53uXHT7m/BUMUyY2jIX3Tx0++OpBHIbnjkL9cmEh24Mft/Nrgme9nl6MzK7d6J9pRsyQgABBBBAAIFCBfzPJFlw+ZWeO0kKjcf5CCCAAAIIIIBApQrw1ZtKXXnmXTQB56s3nV2poo3JQAggUFkC/iJJlGeSVJYYs0UAAQQQQAABBEYW4GGuI9vQggACCCCAgPUCFEmsXyISRAABBBBAAIEyE6BQUmYLRroIIIAAAgg4AhRJHAn+RAABBBBAAAEEzAlQKDFnSSQEEEAAAQSKJkCRpGjUDIQAAggggAACFSZAoaTCFpzplqdA0Gu2Cp1JUmKYeIe9stP10O1vIgcTMfBUirlNd12L5ZlPkUR3Lrr9lapujGJ55q6AkT/pzkW3vwlPFcOEqS1z0c1Dtz+eSiC34ZmzUJ9MeOjG4Pfd7JrgaZ+nNyOzexRKzHoSDQEEEEAAgVgF8imSxJoAwRFAAAEEEEAAgYQLUChJ+AIzPQQQQACB5AhQJEnOWjITBBBAAAEEELBXgEKJvWtDZggggAACCAwJUCQZouADAggggAACCCAQqwCFklh5CY4AAggggIC+AEUSfUMiIIAAAggggAAC+QqckM5s+Z7MeQggULhAQ119tlNnV6rwzvRAAIGKF6BIUvGXAAAIIIAAAgggUGQB7igpMjjDIYAAAgggkK8ARZJ8pTgPAQQQQAABBBAwJ0ChxJwlkRBAAAEEEDAmQJHEGCWBEEAAAQQQQACBggQolBTExckIlEagfc8+7YGTEsPEO+wVpq6Hbn8TOZiIgadSzG2662rKc8fOXbJk0SLpONghjdMapbWtTaqrq3OJ5vFJdy66/VWKujFMeermYWIuNuSg5mHC1Ja56Oah2x9PJZDb8MxZqE8mPHRj8Ptudk3wtM/Tm5HZvRPNhiMaAggggAACCOgIqDtJNq5/WN5MpSIXSXTGpy8CCCCAAAIIIFDpAjzMtdKvAOYfu4DzMNeH1m2Q2bNmesYL+n8Kws4Ja1cDuM8pxhhqTP847hyC2tUx9zn+/v52J0Z3d7f6KDU1Ndk/o8TIdhz8h7u/OhSWR1h7XDHiyrPUnkFecc1VjeVshY6h+vnXPiiGrqe6k8QpktTW18uKa6+X+fPmOmkPy0E1BOUx1CGPdn8M/zz97Wo/7Jyw9qAYQfPQ9QzLI6w93zzVee4taC6FtKtz3TGi5DlSDLepewx1vn+csPaRxlDHna0YMYoxhpqPexzHCs+BlXY8dNc9Tk+Vm6k8nXmqP93Xhdr3j+E/J6w9KEbUMQrxLEWeJueqYjlbmFdYu4oTdE6xPf15FPPacSz9Oaj9sDzC2p0YjueSxQvVIfs29dYbNgQQiE9gYm1dWv3obLvb9+p0z/ZNSoyW1q1p9aO76Xro9lf52xADT++VpLsmOp69vb3pec3N2X9fNJ3XlFb7OpvuXHT7q9x1Y+h4uu108zAxFxtyUPMwYWrLXHTz0O2PpxLIbXjmLNQnEx66Mfh9N7smeNrn6c3I7B5fvbGvdkVGCCCAAAIVJuB/cOuCy68s+JkkFUbGdBFAAAEEEEAAgdgE+OpNbLQERmBAwPnqTWdXChIEEEBgmIC/SBLlwa3DgnIAAQQQQAABBBBAILIAb72JTEdHBBBAAAEE9AQokuj50RsBBBBAAAEEEIhDgEJJHKrERAABBBBAIESAIkkIEM0IIIAAAggggECJBHhGSYngGXZQoOeQPL3j/5Z/b98s7ZO/IS+vaZIqozj90rP/i3LR0ifl6Ihxa2V+yw65d/q7RzyDBgQQQMCkAEUSk5rEQgABBBBAAAEEzApwR4lZT6LlI9CfkgMtD8stc6ZIw/ub5ea7vi47Dvfm07Pwc/pfl53r9oxSJMmEnDBTPn2u3UWSoNdsFYqRlBitj28T9aO76Xro9lf52xADT++VpLsm+XjmUyTRzcPE9WVDDvl4elcweM+GudiQg9IxYWrLXHTz0O2Pp/f3DU/zHrqm/L6bXRM87fP0ZmR2j0KJWU+ihQr8QQ49+E/ynT+OlTM+NVPOMnv7iG/0zN0k398qrR2jFWHGyfQbF8rUMb6u7CKAAAIxCORTJIlhWEIigAACCCCAAAIIFCDAV28KwOJUEwIny9SbHpSp2VB9cv6YlMy46yUTgYfHGLyb5NiMtfLvjzXL+OFncAQBBBAomgBFkqJRMxACCCCAAAIIIKAlwB0lWnx01hOokvc01MtYvSAj9HbuJvlrWXrdhRRJRlDiMAIIFEeAIklxnBkFAQQQQAABBBAwIcAdJSYUiWGfQP/L8uiXdoks+Ce5eurJ9uVHRgggUDECFEkqZqmZKAIIIIAAAggkROCEdGZLyFyYRhkK9O1fLe9ful2OZ3Ifu6DF0Ftv+uXYUyvkoytfkD5lUjVF5q+cJe+ddL5cNb1eiv04koa6+uzKdHalsn/yDwQQqBwBiiSVs9bMFAEEEEAAAQSSI8BXb5KzlszEEcjcTfLYg/88UCRRx/oOy45775avLZ0uk85eJmueOiQ9zrn8iQACCMQkQJEkJljCIoAAAggggAACMQtQKIkZmPDFFsjcTfLMJmk5kr2XZPjgR1+UTSub5ew5a+VgT//wdo4ggAACBgQokhhAJAQCCCCAAAIIFQuFkAAAQABJREFUIFAiAQolJYJn2LgExsj4Sx+VVzNfc+ns+onsXPslufX2q2X6ad73EPcdXicLLvyiHCiTYkn7nn3aYEmJYeId9gpT10O3v4kcTMTAUynmNt11VZ6PbNoiSxYtko6DHdI4rVFa29qkuro6N0gen3TzUEPoxtDtbyIHW65PE3OxwVPNw4SpLXPRzUO3P55KILfhmbNQn0x46Mbg993smuBpn6c3I7N7FErMehLNKoHxMvXSJbJs+a2y+ceH5cWW22T+lHfkMjz6pKxY2iKd3FiSM+ETAghoCbz99tvyzW1tWkUSrQTojAACCCCAAAIIIKAtwMNctQkJoCMQz8NcR8moPyXf++INct03Dw8+w2ScTF/7nGy+9G9G6ZRrch7MmjuS/6c7vnKnLFm80NNBVab9W9g5Ye0qnvucYoyhxvSP484hqF0dc5/j7+9vjyuGO4e4xvDPJcpck5pnkHkx5lroGPnkqe4kUUWSXx05Iu+ZMEE+s3CRfO6aZaprdouy7qqjO9coMdz9VbywGGHtccVIap5BXkmdK9fO6P+NT+q6l+oaL9SzVHmqcd25Rvk9cfcPmoeJMUzEKDTPoLkUGqMYnqXKsxRrEsVTN0//mqt4NmzcUWLDKpBD8QTG1Mv5d2+RjQtqB8fskf1tz0lXnhnw5po8oTgNgQoTUM8k8RdJTjrppApTYLoIIIAAAggggEBCBNTrgdkQKJXAH19clf7b2rr0xMzP3968P/3HYiXy1nfTqz90ZnbciWcsTz/V/afYRlZzUz862+72vTrds32TEqOldWta/ehuuh66/VX+NsTA03slRVmT3t7e9Lzm5uzv+Tkf/Vh64yObvUEj7EXJwz+Mbgzd/iof3Ri2XJ8m5qJrYSIHFcOEqS1z0c1Dtz+eSiC34ZmzUJ9MeOjG4Pfd7JrgaZ+nNyOze3z1JiEFr3KdRtG/ejMElXk7zlMr5KMrX8h8BecDcuuBJ2RZvfeBr0Onan5wvq7D3SiakHRHwEIB3m5j4aKQEgIIIIAAAgggoCnAV280AelergKZt+M0fkAml2v65I0AAiUXoEhS8iUgAQQQQAABBBBAIBYBCiWxsBK0LAQmnCGTx2YyrRonp7yTX4WyWDOSRMASAYokliwEaSCAAAIIIIAAAjEI8LfDGFAJWSYCv39LjqlXA5/aIPXjxpRJ0qSJAAKlFqBIUuoVYHwEEEAAAQQQQCBeAQol8foS3VqBzDNK/vl5+WHfO2TqootliuV1kvY9+7QlkxJDvbYs6NVlhQLpeuj2V/naEANP75UTtiZhRRJbPE1cX2EWXrngPd0YeHpddT1VNBOmJvKwIYaJHPDMXaN45izUJxMeujG4Ps2uCZ72eXozMrtHocSsJ9HKRaD/ddn1xI+lb8IVcvvSyWJ5naRcVMkTgUQLhBVJEj15JocAAggggAACCFSQwIkVNFemisCgwDE5+MBt8sArfye3Pv8FmUqVhCsDAQRCBCiShADRjAACCCCAAAIIJEiAO0oStJjlN5V++f1bb4l6TEhBW8+PZM2cKaJeuzt5zlo52JOL0N+5WeadWT/YdpvsOHTMFfq4dO3fKms+e4ks2CKy9FvrZFmDeporGwIIIDCyAEWSkW1oQQABBBBAAAEEkihwQjqzJXFizKkMBHoOypaVN8g9Lx4ZSPa0C+TWjffIsqnjR0m+T7o2XyEz7npp8Jyxctbtz8ozyycN7B97WpafvVL2940UokpOm7FCvnbHCmmqL06RRBV01NbZlRopKY4jgIClAhRJLF0Y0kIAAQQQQAABBGIUoFASIy6hgwX69q+W9y/dLseDmzNHfcUP/3nqjpKrrpFNh49nih43y7q1S2Xq0Ftr+qXnULt8+8lWeXD7YRmql1RNkfkrL5EPfmiONI9aiPEPpr9PoUTfkAgIlEKAIkkp1BkTAQQQQAABBBAovQCFktKvARkkXIBCScIXmOklUoAiSSKXlUkhgAACCCCAAAJ5CfCMkryYOAkBBBBAoFIEKJJUykozTwQQQAABBBBAIFiAQkmwC0cRsEqgfc8+7XySEsPEO+wVpq6Hbn8TOZiIgadSzG07du6SJYsWScfBDmmc1iitbW1SXV2dOyHkky2eKk3da1S3v4kc8PRecCbWxISpiTxsiGEiBzxz1yieOQsT//4zEYPr0+ya4Gmfpzcjs3u8HtisJ9EQQAABBMpUQN1JsnH9w/JmKhWpSFKm0yZtBBBAAAEEEEAAAZ8AzyjxgbCLgGkB5xklD63bILNnzfSED/p/X8LOCWtXA7jPKcYYakz/OO4cgtrVMfc5/v7+didGd3e3+ig1NTXZP6PEyHYc/Ie7vzoUlkdYe1wx4sqz1J5BXnHNVY3lbP4x1J0kTpGktr5eVlx7vcyfN9c5Pfunf+39MVS7aU81sHscfw7+drXvP8fdP6jdH8Pf398eV4ygPJPgGeQVNFd1nntzn2NyTdym7jHU2P5xwtpVH/c5/v7+drUfdk5Ye1AMdw5B7eqY+5woY4wUA08lM3xd3d5B7eqY+xxnTeL0DMrDnUNQ+0h5quPOVowYUccoxFPNxz2OsybOPP3tat9/jrt/UHscMfw5xDGGM5die/rnUoy5Rhkjap6O55LFC1UI+zb1emA2BBCIT2BibV1a/ehsu9v36nTP9k1KjJbWrWn1o7vpeuj2V/nbEAPPdLq3tzc9r7k5+3vadF5Tdj/q9WWLp4nri+vTexXoeuj2N7GmKoaJa9SWuejmodsfTyWQ2/DMWahPJjx0Y/D7bnZN8LTP05uR2T2+emNf7YqMEEAAAQSKJOB/cOuCy68s6JkkRUqTYRBAAAEEEEAAAQSKKMBXb4qIzVCVKeB89aazK1WZAMwaAUsF/EWSQh/caum0SAsBBBBAAAEEEEBAU4C33mgC0h0BBBBAoPwEKJKU35qRMQIIIIAAAgggUCwBCiXFkmYcBBBAAAErBCiSWLEMJIEAAggggAACCFgrQKHE2qUhMQQQQAAB0wIUSUyLEg8BBBBAAAEEEEieAIWS5K0pM0qgQNCrugqdZlJitD6+TdSP7qbrodtf5W9DjEryzKdIorsmtniauL50LUzkgKdSzG0m1sSEqYk8bIhhIgc8uT5zAt5PJq4v3Rhcn2bXBE/7PL0Zmd2jUGLWk2gIIIAAAhYK5FMksTBtUkIAAQQQQAABBBAogQCFkhKgMyQCCCCAQPEEKJIUz5qREEAAAQQQQACBJAhQKEnCKjIHBBBAAIFAAYokgSwcRAABBBBAAAEEEBhF4IR0ZhulnSYEENAUaKirz0bo7EppRqI7AggUIkCRpBAtzkUAAQQQQAABBBBwBLijxJHgTwQQQACBxAhQJEnMUjIRBBBAAAEEEECg6AIUSopOzoAIIIAAAnEKUCSJU5fYCCCAAAIIIIBA8gUolCR/jZkhAgggUDECFEkqZqmZKAIIIIAAAgggEJsAhZLYaAmMgDmB9j37tIMlJYaJd9grTF0P3f4mcjARI0meO3bukiWLFknHwQ5pnNYorW1tUl1drZjy3nTX1RZPNWHduej2N5EDnt5L18SamDA1kYcNMUzkgGfuGsUzZ2Hi338mYnB9ml0TPO3z9GZkdu9Es+GIhgACCCCAQPEF1J0kG9c/LG+mUpGLJMXPmhERQAABBBBAAAEEbBTgrTc2rgo5JUrAeevNQ+s2yOxZMz1zC/p/X8LOCWtXA7jPKcYYakz/OO4cgtrVMfc5/v7+didGd3e3+ig1NTXZP6PEyHYc/Ie7vzoUlkdYe1wx4sqz1J5BXoXOVd1J4hRJauvrZcW118v8eXNV6KHNv26FjqEC5RPDtKca152rPwd/u9r3n+PuH9Tuj+Hv72+PK0ZQnknwDPIKmqs6z725zzG5Jm5T9xhqbP84Ye2qj/scf39/u9oPOyesPSiGO4egdnXMfU6UMUaKgaeSGb6ubu+gdnXMfY6zJnF6BuXhziGofaQ81XFnK0aMqGMU4qnm4x7HWRNnnv52te8/x90/qD2OGP4c4hjDmUuxPf1zKcZco4wRNU/Hc8nihSqEfZt6PTAbAgjEJzCxti6tfnS23e17dbpn+yYlRkvr1rT60d10PXT7q/xtiFHunr29vel5zc3Z37Gm85rSal9n010TWzxNXF+6FiZywNN7NZtYExOmJvKwIYaJHPDMXaN45ixM/PvPRAyuT7Nrgqd9nt6MzO7x1Rv7aldkhAACCCCQh4D/wa0LLr+y4GeS5DEMpyCAAAIIIIAAAghUmABfvamwBWe6xRdwvnrT2ZUq/uCMiEBCBfxFkigPbk0oDdNCAAEEEEAAAQQQ0BTgrTeagHRHAAEEECiuAEWS4nozGgIIIIAAAgggUGkCFEoqbcWZLwIIIFDGAhRJynjxSB0BBBBAAAEEECgTAQolZbJQpFnZAkFPoC5UJCkxTLzDXtnpeuj2N5GDiRjl5BlWJLFhTWzxNHFt4KkUc5uuh25/lYmJGCauURN52BDDRA54mvsdUZHwzHmqT7rXKJ54egVye7rXloqkG8PE9ZmbkflPFErMmxIRAQQQQMCwQFiRxPBwhEMAAQQQQAABBBCoYAEKJRW8+EwdAQQQKAcBiiTlsErkiAACCCCAAAIIJEeAQkly1pKZIIAAAokToEiSuCVlQggggAACCCCAgPUCFEqsXyISRAABBCpTgCJJZa47s0YAAQQQQAABBEotcEI6s5U6CcZHIMkCDXX12el1dqWSPE3mhoBRAYokRjkJhgACCCCAAAIIIFCAAHeUFIDFqQgggAAC8QtQJInfmBEQQAABBBBAAAEERhagUDKyDS0IIIAAAkUWoEhSZHCGQwABBBBAAAEEEBgmQKFkGAkHEEAAAQRKIUCRpBTqjIkAAggggAACCCDgF6BQ4hdhHwELBdr37NPOKikxWh/fJupHd9P10O2v8rchhi2eO3bukiWLFknHwQ5pnNYorW1tUl1dXdAy4+nl0vXQ7W/iGrfl+jQxFxs81TxMmNoyF908dPvjqQRyG545C/XJhIduDH7fza4JnvZ5ejMyu3ei2XBEQwABBBBAoDABdSfJxvUPy5upVOQiSWEjcjYCCCCAAAIIIIAAAiML8NabkW1oQcCIgPPWm4fWbZDZs2Z6Ygb9PwVh54S1qwHc5xRjDDWmf5z/v737AY+qvBO+//OKWbko+qDQatusSQhQrDWPgbW6WltBcbUKCgbUKiIRiqz6dPsooOjWtlutoLQ+6x/kj4noq7b8EQsoXZXQ2ne7di2JS9tLF4gTvegWLxPIY9661BjnnXuSkzlzciZn5tz3nDlz5nuuKyRn7n+/+3PfkPDLmXPsMbiVq9fsdZztneVWHx0dHepLGT16dPKznz6SDfv/sLdXL3nF4VWerz7yFWehPVWSZPq06ckkSWV1tSy66RaZVT+jf3X6PnmZe5W7rUmuntn2YdpTjWuPNYi5+hkjX3FGwTPbvaPq2Q/ddVd9ufVhN7WXq/rOtfcqzzSGet06gugjiDHUfOzjWFZ49q205aG77vn0VLGZitOap/ps3xfq3DmGs45XuVsffsfIxbMQcZqcq+rLOry8vMpVP251gvZ0xhHk3rEsnTGoc684vMqtPizPedfPUS+F71CPB+ZAAIH8CYyprIqrD51j67YXdZon20alj8amJ+PqQ/fQ9dBtr+IPQx+F9Ozu7o7Xz5yZ/Psx+bzJcXWuc5S6p9NO10O3vYpHt49C7s8oeqo5mTDVXVcVRxj6MBEDnmo1+w48LQlzHrqm7E+za4Jn+DzTIzJ7xhUl4ctdEVHEBKwrStraYxGbGdNBwL8AN271b0dLBBBAAAEEEEAAgfwKcDPX/PrSOwIIIICAQ4AkiQOEUwQQQAABBBBAAIFQCZAoCdVyEAwCCCAQbQGSJNFeX2aHAAIIIIAAAghEQYBESRRWkTkggAACRSBAkqQIFokQEUAAAQQQQAABBIRECZsAgSIQcLt7dK5hR6UPE8+wV3a6HrrtTcRgoo+gPL2SJHiq1UwdYfAIQwxB7c+UfOavdD1026vITPRhwtREHGHow0QMeKb+zuCZsjD191XXlP1pdk3wDJ9nekRmz0iUmPWkNwQQQAABh4BXksRRnVMEEEAAAQQQQAABBAoqQKKkoPwMjgACCERbgCRJtNeX2SGAAAIIIIAAAlEUIFESxVVlTggggEAIBEiShGARCAEBBBBAAAEEEEAgZwESJTmT0QABBBBAwEuAJImXEOUIIIAAAggggAACYRU4Kp44whoccSEQBYGaqurkNNraY1GYDnNAwFOAJIknERUQQAABBBBAAAEEQizAFSUhXhxCQwABBIpNgCRJsa0Y8SKAAAIIIIAAAgg4BUiUOEU4RwABBBDwJUCSxBcbjRBAAAEEEEAAAQRCJkCiJGQLQjgIIIBAMQqQJCnGVSNmBBBAAAEEEEAAATcBEiVuKryGQMgEtm3foR1RVPpoeuIpUR+6h66HbnsVfxj6MOGpkiTTp02Xlt0tMnHSRGlav15GjBiR0xKFwcLEmpjwNBGHiT7CsCZ4pv81MrEmJkxNxBGGPkzEgGdqj+KZsjDxb7CJPtifZtcEz/B5pkdk9oybuZr1pDcEBglYN3N98OFHZdqlF6eVu/1Q4VXHq1wNYK8TxBhqTOc49hjcytVr9jrO9s5yq4+Ojg71pYwePTr52U8fyYb9f9jbq5e84vAqz1cf+YpT13Pjpi2y6pGH5J1YTCqrq2Xrtq1pSRI/Xvmaa/+SJz/lOobburr1oevp5eVVnm2cdgv1tX0ufsYw0Yc9BtWfiiMKntZc1GfrcJurVWZ9ttcxuSZ2U/sYalznOF7lqo29jrO9s1yde9XxKnfrwx6DW7l6zV7HzxiZ+sBTyQxeV7u3W7l6zV7HWpN8errFYY/BrTxTnOp16wiiD79j5OKp5mMfx1oTa57OcnXurGNv71aejz6cMeRjDGsuQXs65xLEXP2M4TdOy3Pe9XNUF+E71FNvOBBAIH8CYyqr4upD59i67UWd5sm2UemjsenJuPrQPXQ9dNur+MPQh45nd3d3vH7mzOT+nnze5Lg693uEwcLEmuh42u3C4BGGGPC07woz/2aYMA3D3jDx99XEPPBM7VE8UxYm9qeJPtifZtcEz/B5pkdk9uzo8KVuiAgBBBBAIOwCznuSzL762rQrScIeP/EhgAACCCCAAAIIIJBJgLfeZJLhdQQMCVhvvWlrjxnqkW4QKKyAM0ni554khZ0BoyOAAAIIIIAAAgggkFmAm7lmtqEEAQQQQMAhQJLEAcIpAggggAACCCCAQOQESJREbkmZEAIIIJAfAZIk+XGlVwQQQAABBBBAAIFwCZAoCdd6lF40Xa3y3NqH5PbptXLqkl3SY1zgiLQ3PykrbjhX1Ftg1MeE6Utl9eZW6TI+Fh0iEF0BkiTRXVtmhgACCCCAAAIIIJAuQKIk3YOzIAR6Y7KrsS85UnP6TFl8z49k455u8yMnxnll2ZVyUcNa2XfKd2RnW0za2t+Un98yXHbcfqVccsNaae3qNT9uHnp0e1RXrsNEpQ8Tz7BXdroeuu1NxGCij2w8s0mS6HrotjdhYaKPbDzVOF5HGDzCEAOe6TvFxJqYMDURRxj6MBEDnqk9imfKQn1lwkO3D/an2TXBM3ye6RGZPSNRYtaT3jwFPpTWH/+z/MtHw2Ts1y+W08o9G/ir0Nsmzy26ThY+E5MJi1bI/bdNlaoy1dUwqZq6VFYumSSdO++Vqxsapa04ciX+HGiFgKZANkkSzSFojgACCCCAAAIIIIBAqAR4PHColqMUghkudbf9WOqSU+2RC8picv49rxue+BFpa7xLlr10QOSkq+VbC78sI9NGGCY1DbdJw/qrZXXLQ7K08Vz56YIJksyjpNXjBIHSFiBJUtrrz+wRQAABBBBAAIFSFeCKklJd+VDMu1w+X1OduMbD8NH5oty34rXE/U7KpWLGFfLVkS4pkLJTZOq06sTA3dK64nvS1HbEcBB0h0BxC5AkKe71I3oEEEAAAQQQQAAB/wIkSvzb0TKUAom39qxbLc3Ju8J+SsaP/WyGK0WGS+2FU6RCzaFntzy16Q/CO3BCuaAEVQABkiQFQGdIBBBAAAEEEEAAgdAIHBVPHKGJhkBKTqCneamc3rBB1PUcw2Y3yhsrJieuA9E4enfLiq8l3lJzQGVKxsvCLVtkSd1w9w47n5MFZ93al1SpuFE2/XKp1LlcfOLeOPtX1ZN21NHWHsu+ETURKJAASZICwTMsAggggAACCCCAQGgEuKIkNEtBICYEeve8Ii8kkySJ3sorZezJx2TudmSljDuxPy1zoFle3vNh5rqUIFACAiRJSmCRmSICCCCAAAIIIICApwCJEk8iKhSPQK90vd0m71kBlx0vxx83xCUiZcfKCSdY5e/Kr3+buPkrBwIlKkCSpEQXnmkjgAACCCCAAAIIDBIgUTKIhBeKV+Av8u7+dxI3ce0/xo+V6qzfx9Mrhw91h/Y+Jdu277Bm5ftzVPow8Qx7hajrodveRAwm+lCej61eJ/PmzpWW3S0ycdJEaVq/XkaMGKG6z/rQ9dBtrwINQx9h2Z8mPPBM3/66HrrtTayp6sPEHg3LXHTj0G2PpxJIHXimLNRXJjx0++Dvu9k1wTN8nukRmT3j8cBmPemtoAIfSVfnBz4j6JGORNtPEq2ta0x8dkQzBIpK4C9/+Ys889R6+eOBA76TJEU1YYJFAAEEEEAAAQQQQMBDgJu5egBRnF8Bszdz7ZJdSy6W+RsO9gVdu0x2bl0gVRmnsFfWTb9Mfrin79HA2dxM1roxa8Yuhyi467vfl3nXz0mroTLTzsOrjle56s9eJ4gx1JjOcewxuJWr1+x1nO2d5fnqwx5DvsZwzsXPXPMRp7qSxEqSfL6iQr4xZ67cuHC+Cjd5BBGnGsg5Tj7mqjtGoeJU49o9nPNwlhNnbv/GBuHJmoRvTfysu/Pvmp8+7H+X3faFiTFM9JFrnG5zybWPIDwLFWch1sSPZyHiLNSa5Lo/CxVnIdakEHvHuR5q3mE4eOtNGFaBGIpGgCfXFM1SEaiHgLoniTNJcswxQ9z82KM/ihFAAAEEEEAAAQQQiIyAejwwBwKFEvho55L4Fyur4mMSH19c3Bz/SCuQw/HmxWcl+1L9jZm2Jh4bsr//jK+dNmGgvv747oMlY0nEo3Ns3faiTvNk26j00dj0ZFx96B66HrrtVfyF6qO7uzteP3Nmcu+fe85X4qseW6vLqT2XQlk4J64bR1j2p4n9pWthIgY803eoiTUxYWoijjD0YSIGPFN7FM+UhYl//0z0wf40uyZ4hs8zPSKzZ7z1JjIpr+KciNm33nworctnSP2qvX0YOb31plwqFj0rzUsnGb9HifV2Ha5GKc49GrWoebpN1FaU+SCAAAIIIIAAAgiYFuCtN6ZF6a+AAsfIyWMrJfsH3XTLoUO9/fF+SsaP/azxJEkBMRgagUECJEkGkfACAggggAACCCCAAAKDBEiUDCLhheIVKJORY2rkRGsCe/dLbOBZwdaLts+ffCCHOqwKn5FxY0baCvkSgWgJkCSJ1noyGwQQQAABBBBAAIH8CZAoyZ8tPRdAoKz2Armkov+akiMxaTtgJUJcgjmwX97qe+CNSMUUmVo73KUSLyFQ/AIkSYp/DZkBAggggAACCCCAQHACJEqCs2akIATKTpGp06r7R9onv2l5P+OoPbH9si9Zmrg/ybQLpLYsY9WCF2zbvkM7hqj0oR5b5vboslyBdD1026t4g+jDK0mCZ/rO0V2TsHia2F+6FiZiwNPs/lS9mTANw94wsb9MzAPP1B7FM2VhYn+a6IP9aXZN8AyfZ3pEZs9IlJj1pLeCCwyX2vp6qUteVPJn2bv/T2LdhSQ9tA/l96+/IckLSsonyZz6U7k/SToQZxEQ8EqSRGCKTAEBBBBAAAEEEEAAAeMCJEqMk9JhoQXKaubI8iVnJW7q2iMHtmyWV7tcUiW9b8rL22KJUI+VuiV3y7yaYYUOm/ERMCpAksQoJ50hgAACCCCAAAIIlJAAiZISWuzwTbVXPjh8OMMVH0NE2/VvsmJ6rajH7k6YvlJ2D0qEDJOahrvltonHihzcLo9s3OcY44i0NT4gjYn7l5RPvEWWN0zgapIhuCkqPgGSJMW3ZkSMAAIIIIAAAgggEB4BEiXhWYvSi6TrDdny4puJ6z76jiOvPivrWzs9HHqkfeOPZfWe7mS9nj3r5J82tg1uUzZB5jeuloW1Iq0rlsqdG1qlS9XqjcmuB26W6+7ZLaPOXybPNjZITYjvTTJ4YryCwNACJEmG9qEUAQQQQAABBBBAAAEvgaPiicOrEuUImBToaV4qpzds6Ls/iGvHw+S0O38mzy8Y71oq6oqS6xYmkiVH5KTzF8vDKxukbmSmbEentG5eJ4/e/7g0H1QpmfJEm3ky/5qr5Lop1YFcSaKufFFHW7t6qw8HAvkTIEmSP1t6RgABBBBAAAEEECgdARIlpbPWzLRAAiRKCgRfYsOSJCmxBWe6CCCAAAIIIIAAAnkT4K03eaOlYwQQQCAYAZIkwTgzCgIIIIAAAggggEBpCJAoKY11ZpZFLrBt+w7tGUSlDxPPsFeYuh667U3EoPrYuGmLzJs7V1p2t8jESROlaf16GTFihCrK6sAznUl3XcPiqWalOxfd9iZiwNPs/lS9mTANw94wsb9MzAPP1B7FM2VhYn+a6IP9aXZN8AyfZ3pEZs+ONtsdvSGAAAIIBCWgriRZ9chD8k4s5itJElScjIMAAggggAACCCCAQDEJcI+SYlotYi1KAeseJQ8+/KhMu/TitDm4/fbFq45XuRrAXieIMdSYznHsMbiVq9fsdZztneVWHx0dHepLGT16dPKznz6SDfv/sLdXL3nF4VWerz6ccaorSawkSWV1tSy66RaZVT+jf1be87DiLLSnFcdA4IkvnHP1MvcqNzFGtn2Y9lTj2j2CmKufMfIVZxQ8s907qp790F131ZdbH3ZTe7mq71x7r/JMY6jXrSOIPoIYQ83HPo5lhWffSlseuuueT08Vm6k4rXmqz/Z9oc6dYzjreJW79eF3jFw8CxGnybmqvqzDy8urXPXjVidoT2ccQe4dy9IZgzr3isOr3OrD8px3/Rz1UvgO9dQbDgQQyJ/AmMqquPrQObZue1GnebJtVPpobHoyrj50D10P3fYqfr99dHd3x+tnzkzuq8nnTY6rc78HnulyftfE6iUsnioe3bnotjcRA57Wzur7bGJNTJiaiCMMfZiIAc/UHsUzZaG+MuGh2wf70+ya4Bk+z/SIzJ7x1pvw5a6ICAEEEMgo4Lxx6+yrr83pniQZO6YAAQQQQAABBBBAAAEEkgK89YaNgECeBay33rS1x/I8Et1HXcCZJMn1xq1R92F+CCCAAAIIIIAAAgiYEOCpNyYU6QMBBBDIswBJkjwD0z0CCCCAAAIIIIAAAv0CJErYCggggEDIBUiShHyBCA8BBBBAAAEEEEAgUgIkSiK1nEwGAQSiJkCSJGorynwQQAABBBBAAAEEwi5AoiTsK0R8CCQE3B6zlStMVPpoeuIpUR+6h66HbnsVv1cf2SRJvPrwciolTy+LbNbEq4+weJqYi+7eMhEDnuk7zsSamDA1EUcY+jARA56pPYpnysLEv38m+mB/ml0TPMPnmR6R2TMSJWY96Q0BBBAwIpBNksTIQHSCAAIIIIAAAggggAACaQIkStI4OEEAAQQKL0CSpPBrQAQIIIAAAggggAACpStAoqR0156ZI4BACAVIkoRwUQgJAQQQQAABBBBAoKQEjoonjpKaMZNFIGCBmqrq5Iht7bGAR2a4YhMgSVJsK0a8CCCAAAIIIIAAAlEU4IqSKK4qc0IAgaITIElSdEtGwAgggAACCCCAAAIRFSBREtGFZVoIIFA8AiRJimetiBQBBBBAAAEEEEAg+gIkSqK/xswQAQRCLECSJMSLQ2gIIIAAAggggAACJSlAoqQkl51JF5vAtu07tEOOSh8mnmGvMHU9dNurGDZu2iLz5s6Vlt0tMnHSRGlav15GjBihirI+dOOIkqeuhULX7SMsnibmomthIgY8lWLqMLEmJkxNxBGGPkzEgCf7MyWQ/pWJ/aXbB/vT7JrgGT7P9IjMnh1ttjt6QwABBBDIRkBdSbLqkYfknVjMd5Ikm3GogwACCCCAAAIIIIAAArkJ8NSb3LyojUDOAtZTbx58+FGZdunFae3dflPgVcerXA1grxPEGGpM5zj2GNzK1Wv2Os72znKrj46ODvWljB49OvnZTx/Jhv1/2Nurl7zi8CrPpg91JYmVJKmsrpZFN90is+pn9EfU98k5Tr7iLLSnm1e+5moHznWMbOM07anGtcfq3BfO8mzjVPXsh+4Yqi/dPuztVX9qrlHwtOaiPluH21ytMuuzvY6fdVf9uPVhN7WXq/rOcbzKM42hXreOIPoIYgw1H/s4lhWefStteeiuez49VWym4rTmqT7b94U6d47hrONV7taH3zFy8SxEnCbnqvqyDi8vr3LVj1udoD2dcQS5dyxLZwzq3CsOr3KrD8tz3vVz1EvhO9TjgTkQQCB/AmMqq+LqQ+fYuu1FnebJtlHpo7Hpybj60D10Pfy27+7ujtfPnJncE5PPmxxX5zqH3zisMYvd05qH+qxrYaKPsHiamAueSjF16HrotleRmOjDxB41EUcY+jARA57m/o6onvBMeaqvdPconnimC6TOdPeW6km3DxP7MzUj81/x1pvw5a6ICAEEIirgvHHr7KuvzfmeJBGlYVoIIIAAAggggAACCIRGgLfehGYpCCSqAtZbb9raY1GdIvPKQsCZJPFz49YshqEKAggggAACCCCAAAIIaArw1BtNQJojgAACXgIkSbyEKEcAAQQQQAABBBBAIDwCJErCsxZEggACERQgSRLBRWVKCCCAAAIIIIAAApEWIFES6eVlclERcLt7dK5zi0ofJp5hr+x0PbJp75UkyaYPr3XW7aOYPPNtYWJfhMXTxFx095aJGPBM3/Um1sSEqYk4wtCHiRjwTO1RPFMWJv79M9EH+9PsmuAZPs/0iMyekSgx60lvCCCAQFLAK0kCEwIIIIAAAggggAACCIRTgERJONeFqBBAoIgFSJIU8eIROgIIIIAAAggggEDJC5AoKfktAAACCJgUIEliUpO+EEAAAQQQQAABBBAIXoBESfDmjIgAAhEVIEkS0YVlWggggAACCCCAAAIlJXBUPHGU1IyZLAIBC9RUVSdHbGuPBTwywwUpQJIkSG3GQgABBBBAAAEEEEAgfwJcUZI/W3pGAIESESBJUiILzTQRQAABBBBAAAEESkKARElJLDOTRACBfAmQJMmXLP0igAACCCCAAAIIIFAYARIlhXFnVAQQiIAASZIILCJTQAABBBBAAAEEEEDAIUCixAHCKQJhFNi2fYd2WFHpo+mJp0R96B66Hhs3bZF5c+dKy+4WmThpojStXy8jRozIKSzdGNRgun2ExVN3HiYsTPQRFk8TcwnDmuCpVjJ1mFgTE6Ym4ghDHyZiwJP9mRJI/8rE/tLtg/1pdk3wDJ9nekRmz4422x29IYAAAtEXUFeSrHrkIXknFvOdJIm+EjNEAAEEEEAAAQQQQKA4BXjqTXGuG1EXkYD11JsHH35Upl16cVrkbr8p8KrjVa4GsNcJYgw1pnMcewxu5eo1ex1ne2e51UdHR4f6UkaPHp387KePZMP+P+zt1UtecagrSawkSWV1tSy66RaZVT/D3qVnH15juMWRa5zZjlFozyDnal+kXD2zjdO0pxrXHmu266ozVz9j5CvOKHgqG6epfU3dyk14ZurDbuoVh1d5pjHU69YRRB9BjKHmYx/HWlM8+1ba8tBd93x6qthMxWnNU3227wt17hzDWcer3K0Pv2Pk4lmIOE3OVfVlHV5eXuWqH7c6QXs64why71iWzhjUuVccXuVWH5bnvOvnqJfCd6jHA3MggED+BMZUVsXVh86xdduLOs2TbaPSR2PTk3H1oXv48eju7o7Xz5yZXM/J502Oq3Odw08MzvF0+yikp30uuvNQfYWhj7B4mvDA075D9fdXGDzVjEzs0bDMRTcO3fZ4mv07gme6pzrT3aP8fU83xTPloWsRlv2ZmpH5r3jrTfhyV0SEAAIhFHDeuHX21dfmfE+SEE6LkBBAAAEEEEAAAQQQQMAhwFtvHCCcImBawHrrTVt7zHTX9BeQgDNJ4ufGrQGFyjAIIIAAAggggAACCCCgKcBTbzQBaY4AAtEWIEkS7fVldggggAACCCCAAAIIOAVIlDhFOEcAAQT6BUiSsBUQQAABBBBAAAEEECg9ARIlpbfmzLgIBdzuHp3rNKLSh4ln2Cs7Lw+vJIlX+2zWJwx9BOXp5REGi2z2hdc8wuJpYi5hWBM803eciTUxYWoijjD0YSIGPFN7FM+UhYl/g030wf40uyZ4hs8zPSKzZyRKzHrSGwIIREDAK0kSgSkyBQQQQAABBBBAAAEEEMggQKIkAwwvI4BAaQqQJCnNdWfWCCCAAAIIIIAAAghYAiRKLAk+I4BAyQuQJCn5LQAAAggggAACCCCAAAJCooRNgAACCCQESJKwDRBAAAEEEEAAAQQQQEAJHBVPHFAggED+BGqqqpOdt7XH8jcIPWsJkCTR4qMxAggggAACCCCAAAKREuCKkkgtJ5NBAIFcBUiS5CpGfQQQQAABBBBAAAEEoi1AoiTa68vsEEBgCAGSJEPgUIQAAggggAACCCCAQIkKkCgp0YVn2giUugBJklLfAcwfAQQQQAABBBBAAAF3ARIl7i68ikCoBLZt36EdT1T6aHriKVEfOodKkkyfNl1adrfIxEkTpWn9ehkxYkROXeKZzqXrodteRROGPkzsz7DMBc9o7nETezQMe8PE3xMT88Az9fcEz5SFif1pog/2p9k1wTN8nukRmT3jZq5mPekNgUEC1s1cH3z4UZl26cVp5W4/VHjV8SpXA9jrBDGGGtM5jj0Gt3L1mr2Os72z3Oqjo6NDfSmjR49Ofs61j42btsiqRx6Sd2Ixqayulq3btqYlSbzi8CpXQXnV8Sp368M+T7dy9Zq9TrZj6Ho6x7HHkE2cbnVy7cMZg9PCxBjZ9mHa0zmXIObqZ4x8xRkFz2z3jqpnP+x/D0yuid3UPoYa2zmOV7lqY6/jbO8sV+dedbzK3fqwx+BWrl6z1/EzRqY+8FQyg9fV7u1Wrl6z17HWJJ+ebnHYY3ArzxSnet06gujD7xi5eKr52Mex1sSap7NcnTvr2Nu7leejD2cM+RjDmkvQns65BDFXP2P4jdPynHf9HNVF+A711BsOBBDIn8CYyqq4+tA5tm57Uad5sm1U+mhsejKuPvwc3d3d8fqZM5PrMfm8yXF17vfAM11O10O3vYomDH3o7E+7aBjmEoYY8LTvCjN73IRpGPaGib/zJuaBZ2qP4pmyMLE/TfTB/jS7JniGzzM9IrNnR4cvdUNECCCAgHkB5z1JZl99bdqVJOZHpEcEEEAAAQQQQAABBBAoRgHeelOMq0bMRSVgvfWmrT1WVHFHKVhnksTPPUmi5MFcEEAAAQQQQAABBBBAILMAN3PNbEMJAghEQIAkSQQWkSkggAACCCCAAAIIIBCgAImSALEZCgEEghUgSRKsN6MhgAACCCCAAAIIIBAFAe5REoVVLMo5HJH25g2y4em1snrngeQMymtny7fnXiVXXlEnI43NqVe6mv9RLml4Vg5m7LNSZjVulPumfDpjDQqKT4AkSfGtGREjgAACCCCAAAIIIBAGAa4oCcMqlFoMvTF5ZdmVclHDWtl3yndkZ1tM2trflJ/fMlx23H6lXHLDWmnt6jWj0rtPNj28fYgkSWKYiovlyq+FO0ni9qiuXIGi0kc2z7DPJkmi66HbXq1fGPrIxjObvaY7F932eA5eJV1T3fYm1iQs+9PEXMLgqeZhwjQsc9GNQ7c9nkogdeCZslBfmfDQ7YO/72bXBM/weaZHZPaMRIlZT3rzEuhtk+cWXScLn4nJhEUr5P7bpkpVmWo0TKqmLpWVSyZJ58575eqGRmnTzpUkrib55ZPS1NI9RFQjZcq350hdMoYhqlFUNALZJEmKZjIEigACCCCAAAIIIIAAAoEL8NabwMlLecAj0tZ4lyx7KfFWm5Oulm8t/LLjLTbDpKbhNmlYf7WsbnlIljaeKz9dMEF85zD6rybpPH+l/PvjM2VUKdOXyNxJkpTIQjNNBBBAAAEEEEAAAQTyKMAVJXnEpWuHQOeLct+K16RHyqVixhXy1ZEuKZCyU2TqtOpEw25pXfE9aWo74ugk21PrapLPSsPNF5EkyZatiOuRJCnixSN0BBBAAAEEEEAAAQRCJECiJESLEe1QPpTWdauluUfN8lMyfuxnM1wpMlxqL5wiFapaz255atMfxNc7cHrfkDXf2SIy+zb5Zt1w1RtHhAVIkkR4cZkaAggggAACCCCAAAIBCxwVTxwBj8lwpSjQu1tWfC3xlpoDKlMyXhZu2SJLMiUwOp+TBWfd2pdUqbhRNv1yaY73EOmVzs2L5JxbX05cvZI4ymtl1q2XyhfGXyDXTanOkKDJ36LUVKkrZCRxw9pY/gYp4Z5JkpTw4jN1BBBAAAEEEEAAAQTyIMAVJXlApcvBAr17XpEXkkmSRFl5pYw9+ZjBlaxXRlbKuBPL+84ONMvLez60SrL7nLia5PEf/6IvSaJa9OyRjffdKz9omCLjz5ovKza3Sld2PVEr5AIkSUK+QISHAAIIIIAAAggggEARCpAoKcJFK76QE/cLebtN3rMCLztejj/O5f4kA+XHygknWOXvyq9/m7j5a9ZH4mqS51dLo5WUcbY7uFNW3zpTzpq+UnabegSxcwzOAxEgSRIIM4MggAACCCCAAAIIIFByAiRKSm7JCzHhv8i7+99JXeExfqxU918w4h1Nrxw+1J3DfUrKZNQVa+StxNtc2tp/K5tWfkfuuPObMuWk9AF79jwssy/6R9lVJMmSbdt3eFN51IhKH+oZ9o+tXifz5s6Vlt0tMnHSRGlav15GjBjhIZBerOuh215FE4Y+lKf60D1056LbHs/BK6hrqtvexJqEZX+amEsYPNU8TJiGZS66cei2x1MJpA48UxbqKxMeun3w993smuAZPs/0iMyekSgx60lvrgIfSVfnB64l3i/2SEei7SfeFV1qjJK6K+bJ/AV3yNrX9sjOxmUyq/bYVL2Dz8qihkZp83W32FQ3fBWswF/+8hd55qn1WkmSYCNmNAQQQAABBBBAAAEEECgmAW7mWkyrVbSxdsmuJRfL/A0H+2ZQu0x2bl0gVRnns1fWTb9Mfrin79HAw2Y3yhsrJiceKmzg6I3JK//4D3LzM3v6r3AZKVNWviBrr/hcVp1bN2bNqrKj0l3f/b7Mu35O2qsqM+08vOp4lav+7HWCGEON6RzHHoNbuXrNXsfZ3lmuztWVJCpJ8scDB+TzFRXyjTlz5caF81VR8simD2cdewyqE2e5es1ex6s8X33YY8jXGCbmmmucbnPJtQ8/a5LrGIWKsxBr4seTOJVA6vDaX17lqid7HdZk6O+dditl5+XlVZ6vPqIap5tXEHPNdYxCxanGtcfqZ//Z27vNw8QYJvrINU63ueTaRxCehYqzEGvix1M3Tueaq/7CcHBFSRhWgRiCEyirlgvuXSerZlf2j9klzetfkPYsI+DJNVlC5aGauieJM0lyzDFD3BQ4DzHQJQIIIIAAAggggAACCJSAgHo8MAcC+RU4HG9efFZ8TGVV38e0NfHYkAP+Z3zttAkD9b+4uDn+0ZD1fRQefim+9MxxfWOMXRDf3PGxj06ya2LNO7va7rW2bnvRvSCHV4u5j+7u7nj9zJnJ9Tr3nK/EVz22NoeZu1fV9dBtr6IKQx+NTU/G1YfuoTsX3fZ4Dl5BXVPd9ibWJCz708RcwuCp5mHCNCxz0Y1Dtz2eSiB14JmyUF+Z8NDtg7/vZtcEz/B5pkdk9oy33pRAMqzwU/xQWpfPkPpVe/tCyemtN+VSsehZaV46Sazn4JiZT+LpOJsXyTm3vpx4C84Zcseup2V+9neYzSkE6+06XI2SE9tAZZ5uM0DBFwgggAACCCCAAAIIIBCAAG+9CQCZIY6Rk8dWZn+Pkd5uOXTIusPqp2T82M8aTpKoFUk8HWfiGTKBxQm1AEmSUC8PwSGAAAIIIIAAAgggEEkBEiWRXNawTapMRo6pkROtsPbul1iPdeLy+ZMP5FCHVeEzMm7MSJdKBl6qGCsThiX6KR8pJxzHXwUDoka7IElilJPOEEAAAQQQQAABBBBAIEsB/neYJRTV9ATKai+QSyr6n1tzJCZtB6xEiEu/B/bLW30PvBGpmCJTa4e7VDLw0geHpVNduHJijVSPNPvGHgPRlXQXJElKevmZPAIIIIAAAggggAACBRUgUVJQ/hIavOwUmTqtun/C++Q3Le9nnHxPbL/sS5Ym7k8y7QKpzUsOI3GPkl/8XH7Vc6zUzb0sT2NknGLOBdu278i5jbNBsfThlSRRjy1ze3SZc75e57oeuu1VfGHoA8/0naK7JmHxNLG/dC1MxICn2f2pejNhGoa9YWJ/mZgHnqk9imfKwsT+NNEH+9PsmuAZPs/0iMyekSgx60lvGQWGS219vdQlLyr5s+zd/yex7kKS3uRD+f3rb0jygpLySTKn/tQ83J8kMWLvPtny9GvSU3GN3NkwIT9jpE+MsywEvJIkWXRBFQQQQAABBBBAAAEEEEBAS4BEiRYfjXMRKKuZI8uXnJW4qWuPHNiyWV7tckmV9L4pL2+LJbpNXOmx5G6ZV6NuImL66JTdDyyTB353qtyx/ltSl5crVkzHHP3+SJJEf42ZIQIIIIAAAggggAACxSBAoqQYVikyMQ6Tmoa75baJx4oc3C6PbNznuKrkiLQ1PiCNifuXlE+8RZZnutKj699kxfRaUY/dnTB9pey2JVx629ZK/bjq/rJlsrG106Z3RNqbn5QVN1wus9eJNPzkYZmfl0SMbUi+zEqAJElWTFRCAAEEEEAAAQQQQACBAARIlASAzBA2gbIJMr9xtSysFWldsVTu3NAqXaq4Nya7HrhZrrtnt4w6f5k829ggNa5XevRI+8Yfy+o93clOe/ask3/a2DYwQNnIUXJ8/1nPnmfl9hl/k0yaqKRKTdUpcn7DD+RnMlPWvfSMLJk0aqAdXxROgCRJ4ewZGQEEEEAAAQQQQAABBAYLHBVPHINf5hUE8i3QKa2b18mj9z8uzQfVE3DK5aTz58n8a66S66ZUD33PEHVFyXULE8mSI4k2i+XhlQ1SN/DUml7pat0mP322SX68YU/iTT79R3mtzLr1cvnymdNlZl2wCRKVpFFHW7t6SxGHXYAkiV2DrxFAAAEEEEAAAQQQQCAMAiRKwrAKxBBpARIl7stLksTdhVcRQAABBBBAAAEEEECgsAK89aaw/oyOQEkKkCQpyWVn0ggggAACCCCAAAIIFIUAiZKiWCaCLHWBbdt3aBOEpY+Nm7bIvLlzpWV3i0ycNFGa1q+XESNGZD0/E8+wV4Ppeui2NxGDiT7wVIqpQ3ddw+KpZqQ7F932JmLAM7U3TXiqPkyYhmFvmPAwMQ881Ur0HXhaEuY8dE3Zn2bXBM/weaZHZPbsaLPd0RsCCCCQWUBdSbLqkYfknVjMV5Ikc8+UIIAAAggggAACCCCAAAJmBLhHiRlHekEgo4B1j5IHH35Upl16cVo9t98UeNXxKlcD2OsEMYYa0zmOPQZVrq4ksZIkldXVsuimW2RW/QxVlDyc7dWLzj5UnY6OjmT90aNHJz/b62TbR7Jh/x/29uolrz68yvPVR77iLLSnm1e+5qrGso5cx1DtnGvv1odpTzWufRxnDM5yde6sY2/vVu7sw9neWZ6vPtzijIKnm5fbXFU9+2GvY3JN7Kb2MdTYznG8ylUbex1ne2e5Oveq41Xu1oc9Brdy9Zq9jp8xMvWBp5IZvK52b7dy9Zq9jrUm+fR0i8Meg1t5pjjV69YRRB9+x8jFU83HPo61JtY8neXq3FnH3t6tPB99OGPIxxjWXIL2dM4liLn6GcNvnJbnvOvnqC7Cd6in3nAggED+BMZUVsXVh86xdduLOs2TbQvZR3d3d7x+5sykw+TzJsfVud+jsenJuPrQPXQ9dNur+MPQB57pO0l3TcLiaWJ/6VqYiAFPs/tT9WbCNAx7w8T+MjEPPFN7FM+UhYn9aaIP9qfZNcEzfJ7pEZk946034ctdERECkRJw3rh19tXX5nRPkkhhMBkEEEAAAQQQQAABBBAIvQBvvQn9EhFgsQtYb71pa48V+1Ryjt+ZJMn1xq05D0gDBBBAAAEEEEAAAQQQQEBTgKfeaALSHAEE3AVIkri78CoCCCCAAAIIIIAAAgiEW4BESbjXh+gQKEoBkiRFuWwEjQACCCCAAAIIIIAAAgkBEiVsAwQQMCpAksQoJ50hgAACCCCAAAIIIIBAwAIkSgIGZzgE/Ai4Paor136C6CObJIluHE1PPCXqQ/fQjUO3vYo/DH3gmb6TdNckLJ4m9peuhYkY8DS7P1VvJkzDsDdM7C8T88AztUfxTFmY2J8m+mB/ml0TPMPnmR6R2TMSJWY96Q2BkhXIJklSsjhMHAEEEEAAAQQQQAABBIpGgERJ0SwVgSIQXgGSJOFdGyJDAAEEEEAAAQQQQACB3ARIlOTmRW0EEHAIkCRxgHCKAAIIIIAAAggggAACRS1wVDxxFPUMCB6BkAvUVFUnI2xrj4U80tzDI0mSuxktEEAAAQQQQAABBBBAINwCXFES7vUhOgRCK0CSJLRLQ2AIIIAAAggggAACCCCgIUCiRAOPpgiUqgBJklJdeeaNAAIIIIAAAggggED0BUiURH+NmSECRgVIkhjlpDMEEEAAAQQQQAABBBAImQCJkpAtCOEg4CawbfsOt5dzes1EHxs3bZF5c+dKy+4WmThpojStXy8jRowINA4Tz7BXAet66LY3EYOJPvBUiqlDd13D4qlmpDsX3fYmYsAztTdNeKo+TJiGYW+Y8DAxDzzVSvQdeFoS5jx0TdmfZtcEz/B5pkdk9uxos93RGwIIRFVAXUmy6pGH5J1YzHeSJKo2zAsBBBBAAAEEEEAAAQSiI8BTb6KzlswkpALWU28efPhRmXbpxWlRuv2mwKuOV7kawF7HxBjqShIrSVJZXS2LbrpFZtXPGHIu9hhURa84vMqtPjo6OpLjjh49OvnZPk62fSQb9v9hb69e8urDqzxffeQrzkJ7unnla65qLOvIdQzVzrn2bn2Y9lTj2sdxxuAsV+fOOvb2buXOPpztneX56sMtzih4unm5zVXVsx/2OibXxG5qH0ON7RzHq1y1sddxtneWq3OvOl7lbn3YY3ArV6/Z6/gZI1MfeCqZwetq93YrV6/Z61hrkk9PtzjsMbiVZ4pTvW4dQfThd4xcPNV87ONYa2LN01muzp117O3dyvPRhzOGfIxhzSVoT+dcgpirnzH8xml5zrt+juoifId6PDAHAgjkT2BMZVVcfegcW7e9qNM82dZvH93d3fH6mTOTc5h83uS4Otc5/MZhjdnY9GRcfegeunHotlfxh6EPPNN3ku6ahMXTxP7StTARA55m96fqzYRpGPaGif1lYh54pvYonikLE/vTRB/sT7Nrgmf4PNMjMnvGW2/Cl7siIgRCI+C8cevsq6/N+Z4koZkMgSCAAAIIIIAAAggggAACWQjw1psskKiCgI6A9dabtvaYTjeBt3UmSfzcuDXwoBkQAQQQQAABBBBAAAEEENAU4Kk3moA0RyCKAiRJoriqzAkBBBBAAAEEEEAAAQSyESBRko0SdRAoIQGSJCW02EwVAQQQQAABBCqyLksAACyUSURBVBBAAAEEBgmQKBlEwgsIlK4ASZLSXXtmjgACCCCAAAIIIIAAAn0CJErYCQgUgYDbo7pyDdurj2ySJF59ZBOTbh9NTzwl6kP30I1Dt72KPwx94Jm+k3TXJCyeJvaXroWJGPA0uz9VbyZMw7A3TOwvE/PAM7VH8UxZmNifJvpgf5pdEzzD55kekdkzEiVmPekNgaIUyCZJUpQTI2gEEEAAAQQQQAABBBBAIEcBEiU5glEdgagJkCSJ2ooyHwQQQAABBBBAAAEEENARIFGio0dbBIpcgCRJkS8g4SOAAAIIIIAAAggggIBxgaPiicN4r3SIAAIDAjVV1cmv29pjA6+F4QuSJGFYBWJAAAEEEEAAAQQQQACBsAlwRUnYVoR4EAhAgCRJAMgMgQACCCCAAAIIIIAAAkUpQKKkKJeNoBHwL0CSxL8dLRFAAAEEEEAAAQQQQCD6AiRKor/GzBCBAQGSJAMUfIEAAggggAACCCCAAAIIuAqQKHFl4UUEwiWwbfsO7YA2btoi8+bOlZbdLTJx0kRpWr9eRowYkVO/JuLQ7cPEM+zVpHXj0G1vIgYTfeCpFFOH7rqGxVPNSHcuuu1NxIBnam+a8FR9mDANw94w4WFiHniqleg78LQkzHnomrI/za4JnuHzTI/I7NnRZrujNwQQCKOAupJk1SMPyTuxmO8kSRjnRUwIIIAAAggggAACCCCAgGkBnnpjWpT+EHAIWE+9efDhR2XapRenlbr9psCrjle5GsBeR11JYiVJKqurZdFNt8is+hlDxmFvryoGEWe2Y3R0dCRjHz16dPKzPdZs+0g27P/D3l695NWHV3m++shXnIX2dPPK11zVWNaR6xiqnXPt3fow7anGtY/jjMFZrs6ddezt3cqdfTjbO8vz1YdbnFHwdPNym6uqZz/sdUyuid3UPoYa2zmOV7lqY6/jbO8sV+dedbzK3fqwx+BWrl6z1/EzRqY+8FQyg9fV7u1Wrl6z17HWJJ+ebnHYY3ArzxSnet06gujD7xi5eKr52Mex1sSap7NcnTvr2Nu7leejD2cM+RjDmkvQns65BDFXP2P4jdPynHf9HNVF+A71eGAOBBDIn8CYyqq4+tA5tm570Vfz7u7ueP3MmcnxJ583Oa7OdQ6/cdjH1O2jsenJuPrQPXTj0G2v4g9DH3im7yTdNQmLp4n9pWthIgY8ze5P1ZsJ0zDsDRP7y8Q88EztUTxTFib2p4k+2J9m1wTP8HmmR2T2jLfehC93RUQIGBFw3rh19tXX5nxPEiOB0AkCCCCAAAIIIIAAAgggUEQCvPWmiBaLUItTwHrrTVt7LLAJOJMkfm7cGliwDIQAAggggAACCCCAAAIIhEiAp96EaDEIBQETAiRJTCjSBwIIIIAAAggggAACCJSqAImSUl155h1JAZIkkVxWJoUAAggggAACCCCAAAIBCpAoCRCboRDwK+B2B2pnX15Jkmz6cPbpPA9DHyaeYa/mpTsX3fYmYjDRB55KMXXormtYPNWMdOei295EDHim9qYJT9WHCdMw7A0THibmgadaib4DT0vCnIeuKfvT7JrgGT7P9IjMnpEoMetJbwgURMArSVKQoBgUAQQQQAABBBBAAAEEEChCARIlRbhohIyAXYAkiV2DrxFAAAEEEEAAAQQQQAABPQESJXp+tEagoAIkSQrKz+AIIIAAAggggAACCCAQQQESJRFcVKZUGgIkSUpjnZklAggggAACCCCAAAIIBCtwVDxxBDskoyFQWgI1VdXJCbe1x4xNnCSJMUo6QgABBBBAAAEEEEAAAQTSBLiiJI2DEwTCL0CSJPxrRIQIIIAAAggggAACCCBQvAIkSop37Yi8BAVIkpTgojNlBBBAAAEEEEAAAQQQCFSAREmg3AyGgH8BkiT+7WiJAAIIIIAAAggggAACCGQrQKIkWynqIVBAgY2btsi8uXOlZXeLTJw0UZrWr5cRI0bkFNG27Ttyqu9WOQx9ND3xlKgP3UN3LrrtVfxh6APP9J2kuyZh8TSxv3QtTMSAp9n9qXozYRqGvWFif5mYB56pPYpnysLE/jTRB/vT7JrgGT7P9IjMnh1ttjt6QwAB0wLqSpJVjzwk78RivpMkpmOiPwQQQAABBBBAAAEEEEAgqgI89SaqK8u8QiNgPfXmwYcflWmXXpwWl9tvX+x1VJJk+rTpySRJZXW1LLrpFplVPyOnPrzGUJ0569hjcCtXr3nV8Sp39uGMwVmuzlWdjo4O9aWMHj06+dk+TrZ9JBv2/2Fvr17y6sOrPF995CvOQnu6eeVrrmos68h1DNXOufZufZj2VOPax3HG4CxX58469vZu5c4+nO2d5fnqwy3OKHi6ebnNVdWzH/Y6JtfEbmofQ43tHMerXLWx13G2d5arc686XuVufdhjcCtXr9nr+BkjUx94KpnB62r3ditXr9nrWGuST0+3OOwxuJVnilO9bh1B9OF3jFw81Xzs41hrYs3TWa7OnXXs7d3K89GHM4Z8jGHNJWhP51yCmKufMfzGaXnOu36O6iJ8h3o8MAcCCORPYExlVVx95Hp0d3fH62fOTLadfN7kuDrXObZue1GnebJtGPpobHoyrj50D9256LZX8YehDzzTd5LumoTF08T+0rUwEQOeZven6s2EaRj2hon9ZWIeeKb2KJ4pCxP700Qf7E+za4Jn+DzTIzJ7xltvwpe7IiIExHnj1tlXX5vzPUlgRAABBBBAAAEEEEAAAQQQyF2At97kbkYLBHISsN5609Yey6qdM0ni58atWQ1EJQQQQAABBBBAAAEEEEAAgUECPPVmEAkvIFA4AZIkhbNnZAQQQAABBBBAAAEEEEBACZAoYR8USOCItDc/KStuOFfUFRfqY8L0pbJ6c6t0GY0oqHH0gyZJom9IDwgggAACCCCAAAIIIICArgCJEl1B2ucu0BuTV5ZdKRc1rJV9p3xHdrbFpK39Tfn5LcNlx+1XyiU3rJXWrt7c+3W2CGoc57g+zr2SJG53oM51mKj0YeIZ9spO10O3vYkYTPSBp1JMHbrrGhZPNSPduei2NxEDnqm9acJT9WHCNAx7w4SHiXngqVai78DTkjDnoWvK/jS7JniGzzM9IrNnJErMetKbl0Bvmzy36DpZ+ExMJixaIfffNlWqylSjYVI1damsXDJJOnfeK1c3NEqbTq4kqHG85ptFuVeSJIsuqIIAAggggAACCCCAAAIIIGBIgESJIUi6yUbgiLQ13iXLXjogctKl8q2FX5aRac2GSU3DbdJQUS49LQ/J0sa3xF+uJKhx0oL3dUKSxBcbjRBAAAEEEEAAAQQQQACBvAmQKMkbLR0PEuh8Ue5b8Zr0SLlUzLhCvjoyeSlJerWyU2TqtOrEa93SuuJ70tR2JL08m7OgxskmliHqkCQZAociBBBAAAEEEEAAAQQQQKBAAiRKCgRfesN+KK3rVktzj5r5p2T82M+KS5okUTZcai+cIhWqWs9ueWrTH3K8qiSocVSA/g+SJP7taIkAAggggAACCCCAAAII5FPgqHjiyOcA9I1AUqB3t6z42tWy+oDKlIyXhVu2yJK64e44nc/JgrNu7UuqVNwom365VOrcsyqD2wc1zuCRM76inuijjrb2WPIzSZIkA38ggAACCCCAAAIIIIAAAqEU4IqSUC5L9ILq3fOKvJBMkiTmVl4pY08+JvMkR1bKuBPL+8oPNMvLez7MXNdREtQ4jmGzPiVJkjUVFRFAAAEEEEAAAQQQQACBggiQKCkIe6kN2itdb7fJe9a0y46X448b4hKRsmPlhBOs8nfl179N3Pw1qyOocbIKZlAlkiSDSHgBAQQQQAABBBBAAAEEEAidAImS0C1JFAP6i7y7/53ETVz7j/Fjpbr/ghHrpcyfe+Xwoe4s71MS1DiZox2qZN7cudKyu0UmTpooTevXy4gRI4aqThkCCCCAAAIIIIAAAggggEABBEiUFAC99Ib8SLo6P/A57R7pSLT9JKvWQY2TVTCDKukkSbZt3zGov1xfiEofTU88JepD99D10G2v4g9DH3im7yTdNQmLp4n9pWthIgY8ze5P1ZsJ0zDsDRP7y8Q88EztUTxTFib2p4k+2J9m1wTP8HmmR2T2jJu5mvWkN1eBLtm15GKZv+FgX2ntMtm5dYFUudZVL+6VddMvkx/u6Xs08LDZjfLGismJhwp7Hfkfx7oxq1cklCOAAAIIIIAAAggggAACCAwtYD3wYuhawZdyRUnw5oxYxAJh/YtcxKSEjgACCCCAAAIIIIAAAgiESuDoUEVDMAgUgUCuyRLrKpRc2xUBBSFGQID9GYFFjPAU2J8RXtyITI09GpGFjOg02J8RXdiITMvan2GdDleUhHVlIhXXX8nIUcf5nFG5jE60zW6jBjWOz6nQDAEEEEAAAQQQQAABBBBAIPQC2f3/M/TTIMBwCxwjJ4+tzOIeI/2z6O2WQ4d6+08+JePHflashwUPPc+gxhk6CkoRQAABBBBAAAEEEEAAAQSKV4BESfGuXRFFXiYjx9TIiVbEe/dLbOBZwdaLts+ffCCHOqwKn5FxY0baCof6MqhxhoqBMgQQQAABBBBAAAEEEEAAgWIWIFFSzKtXRLGX1V4gl1T0P7fmSEzaDliJEJdJHNgvb/U98EakYopMrR3uUsn9paDGcR+dVxFAAAEEEEAAAQQQQAABBIpdgERJsa9gscRfdopMnVbdH+0++U3L+xkj74ntl33J0nKpmHaB1Gb3vpu+/oIaJ2P0FCCAAAIIIIAAAggggAACCBSzAImSYl69oop9uNTW10td8qKSP8ve/X8S6y4k6dP4UH7/+huSvKCkfJLMqT81y/uTWL0ENY41Hp8RQAABBBBAAAEEEEAAAQSiJECiJEqrGfK5lNXMkeVLzkrc1LVHDmzZLK92uaRKet+Ul7fFEjM5VuqW3C3zaoblPKugxsk5MBoggAACCCCAAAIIIIAAAgiEXoBESeiXKEoBDpOahrvltonHihzcLo9s3Oe4quSItDU+II2J+5eUT7xFljdMcL+apOvfZMX0WlHP3p4wfaXsHpRwMTROlOiZCwIIIIAAAggggAACCCCAQFYCJEqyYqKSMYGyCTK/cbUsrBVpXbFU7tzQKl2q896Y7HrgZrnunt0y6vxl8mxjg9S43pukR9o3/lhW7+lOhtSzZ53808a2weFpjzO4S15BAAEEEEAAAQQQQAABBBCIvgCJkuivcfhmOPJvZcnWXbLpvrOl80dXyqTElSE1NX8nd71Zk0ii/Iu8+vgCqRvpmiVJzKVcqmZ9O5FoSVyVkvj6pPP/t9w9q8Z9jlrjuHfJqwgggAACCCCAAAIIIIAAAtEWOCqeOKI9RWaHQGEF1FuE1NHWru69woFAuATYn+FaD6JJF2B/pntwFj4B9mj41oSIUgLsz5QFX4VPIOz7kytKwrdniChiAiRIIragEZsO+zNiCxqx6bA/I7agEZ0O+zSiCxuRabE/I7KQEZxG2PcmV5REcNMxJQQQQAABBBBAAAEEEEAAAQQQ8CfAFSX+3GiFAAIIIIAAAggggAACCCCAAAIRFCBREsFFZUoIIIAAAggggAACCCCAAAIIIOBPgESJPzdaIYAAAggggAACCCCAAAIIIIBABAVIlERwUZkSAggggAACCCCAAAIIIIAAAgj4EyBR4s+NVggggAACCCCAAAIIIIAAAgggEEEBEiURXFSmhAACCCCAAAIIIIAAAggggAAC/gRIlPhzoxUCCCCAAAIIIIAAAggggAACCERQgERJBBeVKSGAAAIIIIAAAggggAACCCCAgD8BEiX+3GiFAAIIIIAAAggggAACCCCAAAIRFCBREsFFZUoIIIAAAggggAACCCCAAAIIIOBPgESJPzdalYzAEWlvflJW3HCu1FRVJz8mTF8qqze3SpdxgyDHMh48HRZCoDcmuxofktun1w7sz5qqWrl8yUPS1ByTXuMxsUeNk5Zqh71vybqZffv21CW7pMeYA3vUGGUpdpT8N3WtrFs+X87p/55fM2Gp7NLeoOzLUtxOenPula7W59P3YnJPnisLlq+V51o79bof1Jo9OoiEF/oEulrlubV9P2v6+34d5N4yPFacAwEE3AU+fjv+8h3T41+o/Ep8/v0vxWMfq2r/HY+99N34ZWPHxc9uWBNvOZx80b19Lq8GOVYucVE3tAIfv/1CfNm00+JjKqsyfCT26IKf9u9bA9NgjxpApIs+gf+O719zVeLf1r69+8XFzfGPTNCwR00olmYfib3TfP8N8bOTe1J9f783vnbNFjPf49mXpbmntGbdEf/tfTMS/0aqvXhffHNLx0BvH7/9Unxlw1cS3/dPi19236/jhwdKNL5gj2rgRbSp+jfx8X+OL3X8nJnz9+sg91YexpKILi/TQkBP4OP98c0LMn0jSv2Q/4UZa+L7dXMlQY6lp0LrsAgcfim+9MxxGRIk9sSJoWQJezQsKx+JOD7evyZ+xdjUPs35By83BfaomwqveQp8HD/csiY+v//f0y9MuyO+wfafUs/mXhXYl15ClA8SsH7GHOL798dvxtfOUL8oOS1+xZo341o/hrJHB60AL/w53nL/P8SXrloTX7tqSeKXwz6/Xwe5t/I0FokS/jYgMEjA+iaV+IfhzDvizW5XjXz82/jyc9R/VHW/SQU51qCJ8kJRCiS+gd13YWLv9f3Ws3Hn26kfkg63xDffZ/1W1PrGdnp8/qY/asyUPaqBR1OnwMAP+Nb+rIrrJ0rYo05mzrMRSFwhuunm/qtIEr+dv+MFc1fgJYdnX2azCtRxCHRsjs9P/sf0wvjylj87ClOnH+1cEv+iugJq7IL45g6/qRL2aEqUr9wFPorH1sxK/MzZ9z07++/XQe6t/I3FPUp4/xkCToHOF+W+Fa8l3jNfLhUzrpCvjixz1hApO0WmTqtOvN4trSu+J01tRwbXyeaVIMfKJh7qhF+g8+fy6Lo/yWmL1ssLj98h86ZUy8AOHVknM5eulhc23yynlVtT6ZLm9S9Iu3Wa62f2aK5i1M8ocETaGr8nD/xurMy64tSMtXIuYI/mTEaDxPvYNy+Wa27dLgfl2MS/p6vliXu/LlUD/5gaEGJfGkAstS56pfMXP5dfqXviDDtdzvjS8IwA5dVjZZwq7fmd/Pt/dGesN2QBe3RIHgqVQLl8vqZahuWKEeTeyuNYJEpyXXjqR1zgQ2ldt1qakzdu+5SMH/vZ1H9C02Y+XGovnCIV6rWe3fLUpj/4uHFmkGOlBc9JEQv0/Mdv5PWvflceX/q3MtJ1HmUyctJNsnLJWYlvb/3H3v0S83UzQvaoRchnfYHetqdk6Yo/yJeWfFcWTMj8H4DcRmKP5uZFbUl8t+5q/n5/kqRcTrrwLnnwtkz/nvr1Yl/6lSvtdp9I96GuvptbH4lJ2wFf37izJGSPZglFtZwFgtxb+R2LREnOi0+DSAv0vikvb4v1T/EzMm6M+39FVYWyk8fJ+OT/RHvkwLZXZE+ujxgJcqxIL1opTe5D+f3r3fKNmy+SUUNOe5jUzJwl5w5kSoasnLmQPZrZhpLcBBJPuWla/JD8/rRbZHnDKRkS0Ll1mazNHvWBVuJNuprlvmWbEleSJI7y8+TWH15h9koS1S/7UilwaAm8IU9t2JPxl3A9sf2yT/Vffpp8+X8em/tI7NHczWiRnUCQeyvPY5EoyW7JqVUiAr17XpEXrAx+eaWMPfmYzDMfWSnjTuz/n+iBZnl5z4eZ67qUBDmWy/C8VJQCw6Vu6aOypC6L38Yfd7yMsi4jH32CjPTxrz17tCg3SQiD7n/LzX99Te5dOUdqrH1pIFL2qAHEkurifdl17z2y8aD6TX3i7bXzF8plA/9QmoNgX5qzLK2eyuWv/2ZS39XKietKDqy7R1budnsM8Pvy//78N3IksYdPmjFLpvjYw+zR0tpZQc42yL2V77F8/OgcJDVjIRCkQOJy3Lfb5D1ryLLj5fjjhviJvuxYOeEEq/xd+fVvD1gts/gc5FhZhEOV6Al8cFg6k1c5Jf4zMO0CqbW2atYzZY9mTUXFIQX63nLzJ7n83u/IzOqc3+k8RN/s0SFwKHIR6G17Xh7Z8k5fSeJqkm/NP93c1U0D47EvByj4ImeBsro58q3z+69m7mmV1Vc1yJ0vx2xXlqj763xf7trwjpTXLpR/XjYlw9twhxqaPTqUDmU6AkHurfyPRaJEZy/QNmICf5F397/T995QNbPxY6U667cu9MrhQ922b2ReNEGO5RUL5VEU6H13n+xNvr25Wi650M9bHdijUdwXgc8p+ZabR+VPM+6U26d82vDw7FHDoBHv7kPZs2mTtPbf9qH8qxfJuR+8Kk1rH5Lbp9dKTVV1/0etXL5kreyK+bxJu7AvI76R8jy9z8nMlStk1kn9P4D27JGfLLhObly7W7rU/XV2PyL/cPu/iJy/TJ598h9kktsDBzwjZI96ElHBp0CQeyv/Y5Eo8bkNaBZFgY+kq/MDnxPrkY5E20+ybh3kWFkHRcXICCT+Q/BSs6hrnMrPXyg3ZPNWnUFzZ48OIuGFHAWst9xcLD/w9VtPr+HYo15ClNsE0t7LnrgP+87b5fIf/Lv8j7/5hty3dY+0tb8pOxv/l0w56Yj8bsO9Mn/yVLlxc1sOvwCxxmJfWhJ89ikwcqrc8+wPZKqVLEl8N2++Z55cf8O1cslVr8qEe36aeOrdAqnzlSRRMbFHfa4MzTwFgtxb+R+LRInnglMBAQQQKDKBrn+Vn25J3JS4/Cy5bdnXPW78WmRzI9yiEUi95ebbMtn3D/RFM10CDbvAuy3ya+seZIm7QExduUNefXypzKyzbo09TKqmfFsee3qx1CV/mX9AXr71Brmz+f2wz4z4IihQVj1bHnn2Qbmq1rpRa7f8budr0nnKRLngjFN8vN0mgkhMCYE8C5AoyTMw3SOAAALBCiR+i7+xUZ4/OEzqltwt82pM3hMi2JkwWhEL5PUtN0XsQugFExh4SoiKoPwUufC8Ktf7k5TVzJHlA49Xf0c2fqdRWnN9ql3BZsnAURIoqz5T6qedJSfZJtWz5wlZeOGVjvuW2CrwJQIIGBMgUWKMko4QQACBwgv0/RZ/t4y68C55oGGC638ECh8lEURbIN9vuYm2HrPLh0CP/LEtlnhKSP8x5M3aHY9X9/FUO2sYPiPgW6C3TZ775uVS//gxcuuuf5VNd05NJUz671tyk6+3hvmOiIYIlJwAiZKSW3ImnFngr2TkqOMyFw9ZUi6jE22z/wsV5FhDBk5hlASSv8V/SH5/SuJO+CuukKqcn3Rjx2CP2jX4OnuB4N5ywx7NflWomZPAqLPk4q/2P3lEcn2qHfsyJ2sqDxbo+jdZMWOGLN5VIXc8fX/iaWGfk7oFq+SFLcsS99CxnjKg3hp2vfhLlrBHB6PzihmBIPdW/sfK/v91ZvToBYEQCxwjJ4+tTDyVPsujt1sOHbKux/1U4iE5n83ht/dBjpXlfKhW5AKdsvuBZfLAf31N7v0/N/m8E76dgD1q1+DrLAUSP+Cv/Ha+nnLjjIE96hThPEsBz6fajZTq8Z/p7+yI7Nv3x9QT8TyHYF96ElEhs0DiFx7rGhbK6j3iePtsmYysWyCPOW7y+vLtd0lT28C1Upn7TSthj6ZxcGJQIMi9lf+xSJQY3Bp0VewCiW9CY2rkRGsae/dLrP8xgtZLaZ8/+UAOdVgVPiPjxli/fUqrleEkyLEyhMDLERI4Iu2bvyv/a90xclvyt08m7kvCHo3QBglsKj0tz8v6PV1ycMM3ZdLA41atx65an8fL+fe8PhDTkQ0NMsGqO32ttA+UeH3BHvUSotwSKJfP11TLwL+MXt/fE78yOf6E/9HfONcrRtmXljqfcxXolc7nfyQPtHQnb8b+jZnjBv0Cru8mr7Yn4vTslqc2/SHHpzOxR3NdGepnKxDk3sr/WCRKsl136pWEQFntBXJJRf81JUdi0jZwh3yX6R/YL29ZSfyKKTK1drhLpcwvBTlW5igoKX6BXulq/r5cc/sf5bKfPCzzDd68lT1a/Lsj6jNgj0Z9hc3Nr/x/nilnW5eMen1/Txs21ytGRdiXaYCcZC3wnvzyxdf7rl46sUaqMzwtLJksGXg6U48c2PaK7LEucM5yLPZollBUy1kgyL2V77FIlOS8/DSItEDZKTJ1WnX/FPfJb1oyPxYwdQf9cqmYdoHU5no/iCDHivSilfLkEkmS3Q/K9X//ViJJslaWTLIec2nIhD1qCLJ0uimfslz+0J5IMg/5sVd23nnGAMqw2Y3yllV/6wKpGijJ4gv2aBZIVEkKjPyinHma9ajVob+/p4vlesVoojX7Mp2QsywF/j859H7/b+BOOEGOH+LnyrKaS+Qb1n10Og5J1ydZDmFVY49aEnw2LRDk3srzWCRKTG8O+itygeFSW18vdcnfOv1Z9u7/U4bLGT+U37/+Rt8d9MsnyZz6UwddHukNEeRY3tFQo9gE+pMkVz0vJ91zv9w6ZJIk8RSStd+UGzf/V46TZI/mCEb1wAXYo4GTF+uAZeNkxjVn9d+HrEt+9eJr0plxLu9Ly2v7kqXl5y+UG+pyu2JUhH2ZkZaCIQRGyAmf7n+D2KFDcnjIq0Q+LRPPGte3R885U2qtq6WG6D29iD2a7sGZOYEg91Z+xyJRYm5X0FNEBMpq5sjyJeqHqcTljFs2y6tdLt+pet+Ul7fFEjM+1nGzrdwQghwrt8ioHW4BW5LkvifkkStqMifqulrlueU3y3UrRC48b+AOPFlPjz2aNRUVCyTAHi0QfNENWyajLv/fctvEvqtKel7dKFsy3QSz8zXZ8WpX8j4Rty37uvi5Vo99WXQbJAQBnyhf+/oZfck8z8dSW8m8kXLu189ij4Zg9QghJRDkv3/5HItESWpN+QqBfoFhUtNwd98PUwe3yyMb9zmuKkn8dr7xAWlM3L+kfOItsrxhgvt/UtXj3abXSk3iJoUTpq+U3W4Jl8St5YyMxdqVkICVJHlYftejHg94gYy3boTp9vn0mbJ41U7p/OpF8rVRjut42aMltG+KdKrs0SJduJCGXTZB5q28S6aqR6z2vCYPLH5K2gb9LuR92bX8n6W5Z4hfhLAvQ7rAxR6WSuYtlXsvrEhMZK803r0qw8+O6ueAZ+XJRDKvfOLfy+2Xf27wxNmjg014xYdAr3xw+LDj/0HZdGPo/zeF3sdxDgQQcBc4/Ov48mmnxceMnR5f+tOW+GFV6+O348333xA/u3Jc/OyGNfGWwx+7t41/FI+tmRUfU1nV/zEhftma/8xQN/Gy1liZu6UkagL/HY9tujmx/6x9le3n0+PzN/3RgcEedYBwGphA+t774uLmxL+Ybkd6vTGV/DvqpsRruQt8/PZP4wvPHJf4/qy+l/8o3vz2f/d1crglvmHx9PgXKr8Sn7/mt33f9wd1z74cRMILZgU+3h/fvOAryZ8fvzBtSXztzrfjAz9tqp9D1yyJXzZ2qJ9D2aNmF6SEezv82/jahr69mPw/zZkL4mtbOrIH0fr/TeH38VFqptnkhaiDQGkKdErr5nXy6P2PS/NB9Sjgcjnp/Hky/5qr5Lop1e5XklhQKgt63UJZvedIos1ieXhlg9RluIN5XxONsawx+RxtgdhauXzyvfK7XGdZcaNs+uVSqXNcUCLs0VwlqW9EoEfa114z8IhgdTPXN1ZM7r93hGMA9qgDhFNjAr0x2bX+J/LMmqb+7++JnstrZdats+Tv/q5eJlcPPEx48JDsy8EmvGJY4Ii0N2+SV17/hTQlrgo9ONB7hUxZdK2cfcaFQ/8cyh4dEOOL3AV6mpfK6Q0b+u7F6Np8mJx258/k+QXjXUvTX9T4/02B9zGJkvSV5AwBBBBAAAEEEEAAAQQQQAABBEpYgHuUlPDiM3UEEEAAAQQQQAABBBBAAAEEEEgXIFGS7sEZAggggAACCCCAAAIIIIAAAgiUsACJkhJefKaOAAIIIIAAAggggAACCCCAAALpAiRK0j04QwABBBBAAAEEEEAAAQQQQACBEhYgUVLCi8/UEUAAAQQQQAABBBBAAAEEEEAgXYBESboHZwgggAACCCCAAAIIIIAAAgggUMICJEpKePGZOgIIIIAAAggggAACCCCAAAIIpAuQKEn34AwBBBBAAAEEEEAAAQQQQAABBEpYgERJCS8+U0cAAQQQQAABBBBAAAEEEEAAgXQBEiXpHpwhgAACCCCAAAIIIIAAAggggEAJC5AoKeHFZ+oIIIAAAggggAACCCCAAAIIIJAuQKIk3YMzBBBAAAEEEEAAAQQQQAABBBAoYQESJSW8+EwdAQQQQAABBEpNoFc6N39TJnxlubT2ltrcmS8CCCCAAALZCZAoyc6JWggggAACCCCAQPEL9O6TLU+/LidOu0Bqy4p/OswAAQQQQACBfAiQKMmHKn0igAACCCCAAAIhFOjd8zN5quUzcsmFpwh5khAuECEhgAACCIRCgERJKJaBIBBAAAEEEEAAgXwLfCh7XmqWAxVTZGrt8HwPRv8IIIAAAggUrQCJkqJdOgJHAAEEEEAAgdIQ6JWu5n+U+uW7Reu2Ir1vysvb3pUK3nZTGtuGWSKAAAII+BYgUeKbjoYIIIAAAggggEAAAl3Nct+yVvmy5ttleve8Ii8cOJm33QSwZAyBAAIIIFDcAiRKinv9iB4BBBBAAAEEIi3wvuy69x7Z2HWqnPElnbfL9L3t5r2J9XIFb7uJ9I5hcggggAAC+gIkSvQN6QEBBBBAAAEEEMiDQKfsXr5QFm14R8rPOVNqyzWGSL7t5rCce80lUsNdXDUgaYoAAgggUAoCJEpKYZWZIwIIIIAAAggUkUDiniStz8mKGy6X2atapUdGyrlfP0tGacwg+bab906Xi887UaMXmiKAAAIIIFAaAiRKSmOdmSUCCCCAAAIIFIFAb2yD3HjWKTJpxq2yeueB/oi7pPnWc6Smqlom3PCcdOY8j/633Xz1IvnaKJ+Xk3S1ynPL58s5iRhUHDXjLpPbH/t/ZFfsiPS2/lhuXLs356hogAACCCCAQFgFSJSEdWWICwEEEEAAAQRKTqCserY89tpeaWvbJAsr+t9rU7tMdrbHpC3x8dbjM3O/ssR6243Pq1KSyZuLviEr954pD7+xPxlH275GufLTf5Rnrq6V8TPWyMGSWykmjAACCCAQZQESJVFeXeaGAAIIIIAAAkUp0PeEmp5E7OVScc5E+WuNWWi97ab3LWm69Qfy8tHXy8NrFkjdSOuKlFFSd8VSeezpxVKnc+8UjXnRFAEEEEAAgXwJkCjJlyz9IoAAAggggAACvgT63irT98abas3H+Wq+7ebdX8n2lu6MsyiruUbunD8+YzkFCCCAAAIIFKMAiZJiXDViRgABBBBAAIEICxyQ3f/6bt/8KqbIVJ3H+Wq+7WYA+cB2Wf18m/QOvGB9MVxqLzxPTrJO+YwAAggggEAEBEiURGARmQICCCCAAAIIREig8/fymzePJCc07Owvy5esd7v4mKLW227UeMeNkk8n31pzQF6+dYZcseQn0tqVni4pq/u2PLaAq0p8LA9NEEAAAQRCKkCiJKQLQ1gIIIAAAgggUIoCvdL5i5/Lr9TtSRKPBT77zC8k7lLi93hfXn12h7yn87SbUefKN2ZU9gfQLb/bcIfUn36eLFj+ZPKJN34jox0CCCCAAAJhFiBREubVITYEEEAAAQQQKDGB9+SXL74uyTxJ+Rly8Xkn+p9/56/kmS3/V871+bSbvoE/LZN/2CTrbj7f9vaaA9K86m6ZP/nLcvmStSRM/K8QLRFAAAEEQipAoiSkC0NYCCCAAAIIIFCCAr1/kv3/+efkxMt1rgRJ3E0keWWKaCZbVCRl1TL5tnXy6q5GuWN2re0KF3WFyb0y/8Ir5c6XYy73LynB9WPKCCCAAAKRECBREollZBIIIIAAAgggEAWB1GOBh8mEs74ko3xPqu/KFNFKtqQPXlY9Weav+Jn8wZkw6dkjP/n7ZdLU1ndflfRWnCGAAAIIIFB8AiRKim/NiBgBBBBAAAEEIilgfyzwyXL231T4n2Xna7LjVdF824378H0Jk+fktS3LZMpJ/XdQ6dktT236A1eVuJPxKgIIIIBAkQmQKCmyBSNcBBBAAAEEEIiqgKnHAve/7ebEq+TvL/+cHlasSW5cvtslAVImI+sWyGNPL5a6ZK6kRzo6P5BP9EajNQIIIIAAAqEQIFESimUgCAQQQAABBBAoeYGBxwKXS8W0C6Q28Vjg3rafyI+e/68cadTbbt6QE/v7yLGxo/rHcnDLZnnV8Uhgq1JZ1UT58okqU1Iuo0cdJ/xgacnwGQEEEECgmAX4flbMq0fsCCCAAAIIIBAZgZ7/+I38Ovm4m1Hyt2fUSFnvW9K0fJ/U5frkm+Tbbo6XSy48RRK5Fv3j4Ca5a8lmae916arrHdn3XiLo8kkyp/5UM+O5DMNLCCCAAAIIBClAoiRIbcZCAAEEEEAAAQRcBXrkj20x6bsd6tHS+frTsuKOjXLCHYtl8shc0h3W226myNTa4a4j5f5ijxx8aalcNGOprGtOPd2mN/ay/GjJj6VZauWqR++VeTXDcu+aFggggAACCIRQgERJCBeFkBBAAAEEEECg1ATK5a8vqJepyZuj/l95v/Ov5IxFi2Vmda7JB5Nvu1FrcLSctGiT7G1rllWXj5FDT18n46uqpSbxMX7y9+XN8Qtk3Us/lXumVnM1SaltWeaLAAIIRFjgqHjiiPD8mBoCCCCAAAIIIIAAAggggAACCCCQtQBXlGRNRUUEEEAAAQQQQAABBBBAAAEEEIi6AImSqK8w80MAAQQQQAABBBBAAAEEEEAAgawFSJRkTUVFBBBAAAEEEEAAAQQQQAABBBCIugCJkqivMPNDAAEEEEAAAQQQQAABBBBAAIGsBUiUZE1FRQQQQAABBBBAAAEEEEAAAQQQiLoAiZKorzDzQwABBBBAAAEEEEAAAQQQQACBrAVIlGRNRUUEEEAAAQQQQAABBBBAAAEEEIi6AImSqK8w80MAAQQQQAABBBBAAAEEEEAAgawFSJRkTUVFBBBAAAEEEEAAAQQQQAABBBCIugCJkqivMPNDAAEEEEAAAQQQQAABBBBAAIGsBUiUZE1FRQQQQAABBBBAAAEEEEAAAQQQiLoAiZKorzDzQwABBBBAAAEEEEAAAQQQQACBrAVIlGRNRUUEEEAAAQQQQAABBBBAAAEEEIi6wP8PtcjnH8X375oAAAAASUVORK5CYII=" alt></p>
<p>What is the speed of the particle at <em>t</em>=6.0s?</p>
<p>A. 0.5 ms<sup>–1</sup><br>B. 2.0 ms<sup>–1</sup><br>C. 9.0 ms<sup>–1</sup><br>D. 18 ms<sup>–1</sup></p>
</div>
<br><hr><br><div class="question">
<p>A metal sphere is at rest on a bench. According to Newton’s third law of motion, what is a possible action-reaction pair for this situation?</p>
<p><img 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" alt></p>
</div>
<br><hr><br><div class="question">
<p>A force <em>F</em> acts on a block at an angle <em>θ</em> with respect to a horizontal surface.</p>
<p style="text-align: center;"><img 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" alt></p>
<p style="text-align: left;">The block is moving with a constant velocity <em>v</em> along the surface. A resistive force acts on the block.</p>
<p style="text-align: left;">Which of the following correctly represents the forces acting on the block?</p>
<p><img 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" alt></p>
<p> </p>
<p> </p>
</div>
<br><hr><br><div class="question">
<p>A block is attached to a stretched spring and then released. It moves from X to Y along a horizontal frictionless surface in the direction shown. The mass of the spring is negligible.</p>
<p style="text-align: center;"> <img 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" alt></p>
<p style="text-align: left;">The equilibrium position of the system is P.</p>
<p style="text-align: left;">Which of the following is correct with respect to the changes in kinetic energy and potential energy of the block and of the spring as the block moves from X to Y?</p>
<p style="text-align: left;"><img 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" alt></p>
</div>
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