Define Biomechanics
The study of the effects and control of forces that act on and are produced by living bodies.
4 Types of Tissue Loading, explain each.
1. Compression
•“Squishing”
•Vertebrae during upright posture
•Act upon longitudinal axis
2. Tension
•Opposite of Compression
•“Pulling apart”
•Muscles produce tension that pulls at the attachment of bone
•Act upon longitudinal axis
3. Shear
•Combination of compressive and tensile forces
•“Sliding”
•Force acts parallel to surface
4. Torsion
•Structure “twists” along its longitudinal axis
•Fractures to tibia in football and skiing (foot is fixed)
Spiral Fracture
What are the 2 Elastic Muscle Behaviours. Explain each.
1. Parallel Elastic Component (PEC)
–Muscle membranes
–Resistance when muscle is passively stretched
2. Series Elastic Component (SEC)
–Tendons
–Spring to store elastic energy when tensed muscle is stretched
What are Newton's Laws. Explain each.
1) Law of Inertia
• A body at rest will remain at rest unless acted upon by a force
• A body in motion will stay in motion unless acted on by a force (with same velocity and direction)*
2) Law of Acceleration
•Acceleration is produced when a force acts on a mass. The greater the mass (of the object being accelerated) the greater the amount of force needed (to accelerate the object).
•Force= mass x acceleration
3) Law of Forces
•For every action there is an equal and opposite re-action.
What is the average velocity of the breastroke swimmer who completes 100m in a time of 1 minute 15 seconds
Kinematics Practice problems - 2016 Solutions
Question #2
Name the axes of rotation, which plane it occurs in, and name an exercise for each axes.
Mediolateral axes - sagittal plane ex. bicep curl
Anteroposterior axes- frontal plane ex. lateral deltoid raise
Longitudinal axes - transverse plane ex. russian twists
3 types of loading, explain each.
1. Bending
•More complicated form of loading
•Compressive stress on one side
•Tensile stress on the opposite
2. Three-Point bending
•Force acts perpendicular to longitudinal axis
•Failure occurs along middle point of force application
3. Four-Point bending
•Failure occurs at the weakest point between the two inner forces
•Weakness:
–Change in shape
–Change in direction
What are the 3 types of muscle. Give an example of each.
1) Smooth Muscle - Endothelium (compose of skin)
2) Cardiac Muscle - Myocardium
3) Skeletal or Striated Muscle - Myofibril
A 90 kg ice hockey player moving to the right collides head on with an 80 kg ice hockey player moving to the left. If the player moving to the right exerts a force of 450 N on the player moving to the left, how much force does the player moving to the left exert on the player moving to the right?
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AgYASNgBIxA5BIwwRa5fftCyxAlpPaOTulhflZ/vzx59EDkaZds2b5dXnvjDXXxS01PF4/nxXljL2T0LFIhYo25WljYcNNDSIyXCPqBdaq56aFcv3JRbt+8Kn29fdLd3aViBYtZfHyCpET3S29/l7S39UpnVqeUlpVJ+fxyDeSBNS83N/eFOXWIRQQVgo55bCxfQIj9luZm6e3plhvXb0hObq7ExidIU3OzCqj8vFxpabwvT9sfS05ujsxfsVxKS8qkavFiSUtP0/ogjBBR5O/cHsdqo7O4MVeO+X9cS0RHQvxTH+bAtTY1SWdHhywoKZMdr76q0SnT0tP13LHydp8hFktLS1VoInIRbPStP4LZ5WF7I2AEjIARMAJGwAgYgfAhMP4oO3zaYjUdhwDCateuT+TQgf3S0dYic5KSZN2GdfLHb31fSsvLJDouRjwytlijCCxUCDSsYwgFf608uBbi5tjf16eBTFavWiPpWekSHeWRuLh4icedMCFeZKBf7typkd+8+zvxREfLju07VEwiiCh3NPHEcQQh88eY/9bf34Nfo3hiY+Rxezs+l2odQ9wRxv/7b/2xxMXHSWxMtMTFJEhsXKLEJ8ZLlMeFYRkHqNfHcMD6h0jD0sa6ai0tLeq6iKilTlgmFy1dohbO4nlFkpqeJnEJiaNa7LyyH34Ja0Qb7UM0UwZWTsq2ZASMgBEwAkbACBgBIxB5BEywRV6fjtoiXPO6O9slLztT4qKjpKunV7LzC2RO2hyJjuZW8E+oINgQIM4FcNQCfT5gXheCi/XOyisXydKVqyQlJVkEr75nYsq5G6ZlFcj95kdy4vhxqa6+KcXFxVqmP5Yk8qCcmJih9iQmJElMbJy0PW5TixfCCbfPvIJCPU8rMBgl0VHRIv4twebTMlErF3PLsK4RRRJ3RYK3IA5xq3wVa9rChZKZkSYJiUkSE4NrpTb7K3mNdwCXSyJSIg5xI0W4mWAbj5p9bgSMgBEwAkbACBiB8CRggi08+y3gWiN0mLf1vbf+RHp6nsoXhz+XAwcPysOmFnna06diLdoP6xoFY1kjLyxHgQS+QFywdpvLAzETGzvyotKILixrdbV1cujQYXWVJIQ+FrTRLGxfhTJkLcQtsb39iXR1dqn7JnV3VkL/8/pq7r5HCM+PUHPup6tXr5aXXnpJo0piXcTF0h/B6Zuv93u4EJ2Std4QwDClTEtGwAgYASNgBIyAETACkUlggvaEyIQR6a1isI9QSU/PkPkLFqjFCpGBhYbP/E2IHOaRsUc4uMAjI12PeGHDlY/IhljleO22ka5xx6jr22+/rW6UH3zwgQYtQXwFGhkxKytbMjOHIk4yjw63TIQTdQgkubZQPq/Zu40gJ4gnLHuOx7p16zS6JGINaxjJXee7d3lyfLyE8GNtvMrKSm0Dws2f68bL1z43AkbACBgBI2AEjIARCD0CZmELvT4Jao2chQf3PQQL710IeveZPxXAynP9+vVhwTaa+HHCjPlzRIkkZD5CD1EzVnJ1QVz99Kc/1bXWuJ5AJxs2bFDRNdb13p9hySNR5lhz4LyvGe81c8ewMFZXVytDeOC2idsj89dYaPuXv/yl7Ny5UwOQuEApCCtcMtnggICkfgRTcfV0bR+pDu4zrJwsvYDFkr4MRHCPlK8dMwJGwAgYASNgBIyAEQhNAibYQrNfgl4r5kEx0GdtstraWo086KxA4xWOOCAcvQusgZUNYcX1TjjgpkdkRNZ2wyp2+fJlFWxY8xA1RFHEUjReIj/EzA9/+EOdG4ZLJMFHAkkIK+qA2KN8RA7HeI0AciKIPLF0USZC0+2xnMGIa2jr+fPn1VqIYJo/f74KJwQYYhAuhw4dUhGMSHVlMa+NBHOsmoT45xo44KKJ4GMj0iXibshd9Ktr4Ll2UzeWG3Auory3ZASMgBEwAkbACBgBIxB5BEywRV6f+tUiRAgCC7HgPe/Kn4sROIgFFqZGlJ0+fXrYSldXVzdsdULkYNVCYCFk/uEf/kFFG6IEEUZywmi0cp2gwq2QyIi890foeefHNbQXwYUVDNF18uRJFUcjiT/EFO26ffu2ikTWaqNdiCKELq6a3/ve92TRokX6moAflEFasGCBBhlBrBF+n/eUQTtxB4U5ljXyoj60BWsZPJ3Vk8AlCGAE4GhCzJVHXpaMgBEwAkbACBgBI2AEIpeACbbI7dsxW4ZQQ4ggIiYyLwwhwRwtLGfHjh1TqxIWK8QOLpYILAQNi1yzR2whXNauXauChdfkMZog8a0853GNEyq+n4/1HrHEtViz1q9fL8ePH9c6I8gQVVizsIQhXLE4YonjGjaEFwtzr1q1SueNscA1As1ZwKiXd52Invmtb31LI0TSbixwTmA6651rM/mTXB7k4/LytlaO1Tb7zAgYASNgBIyAETACRiCyCZhgi+z+HbV1iA6sOATLYF4ZYivQhOveT37yE9mzZ48KIEQRboLLly9XwYYlCuHBcfYkXk8kOSEzkWuZJ0a5CKOMjAz58Y9/rHU+deqUijcEJvVDnGHtwvqHJa2iokKtiFi/sHaRh8tntHpQxrJly6SqqkqFGvmaFWw0WnbcCBgBI2AEjIARMAJGYDwCUYPuMf94Z9rnEUUAaw9WJdwWmUuFqHGWoEAayu2DRQrXR0SVE2gInFBJ1O3Xv/61zh3bsWOHWv2wpuEm+eDBA2lsbFRBhksi7pqIWUQWPGiPs4iFSnusHkbACBgBI2AEjIARMAKzh0DojKpnD/OQaSnWJFz4vF3xAq0cYgaBwxaqCdGFIEWg0masZIgxZ2Vknpmzgo1nQQvVNlq9jIARMAJGwAgYASNgBCKTgFnYIrNfrVVeBAil76JEElWR+XuWjIARMAJGwAgYASNgBIxAOBAwwRYOvWR19JvASAtI47aJJdB5//Iaq6I7dzLz4/yumJ1oBIyAETACRsAIGAEjYAQmQGAoFvkELrRLjECoEUCAOVHGnvdOlLm6unOYw+f7mTvH9kbACBgBI2AEjIARMAJGIFQI2By2UOkJq8cLBHzFlLOScZK3KCN4CEFFWJ6gpaVFg4gQcp8lC4j+yGcEF2FtM85x17PsAGH+WZeN0PtEj2Sum/tcXzwLuU95bo6bO257I2AEjIARMAJGwAgYASMwHQTMJXI6KFsZARNwgg2xxEbIfdZ4Q3zV1NRosBSWJUCwIcwQVAQU4TwXSMUVijWNPBBsra2twnuuYwFtFyWSRazJmzwRciz07RbGxoUylKJeunbZ3ggYASNgBIyAETACRiDyCZhgi/w+DvkW+oozBBLiCkHF+nCIK9ZFIxE0BHHmRBRCjMTeiSo+Y/NNnINYc+cj7sibY2wIPyxxbHV1dXL37l211FH26tWrZc2aNcKabC5/m/vmS9jeGwEjYASMgBEwAkbACEw1ARNsU03U8guYgBNRCLfbt29Ldna2uiciiJzwcuuhOVEWcCF+XOAEHfVhbTnEHHVCwJ09e1ZOnDihLpQsjL1kyRJh4XBzlfQDrJ1iBIyAETACRsAIGAEjMGECJtgmjM4unCwBxBAiCXHEa+ae8R6R5i3WXDmBWrTIk0SeLl/25IMoc685x9dq5q7lM85lLhwba7ldunRJ3TIRdIsXL5a1a9cOW97IO9B6aiXtPyNgBIyAETACRsAIGAEjMAIBE2wjQLFD00cAYcSGeMJ65ixqU1EDhBZ541ZZX1+v89WuX78ux44d0+wJPMKctRUrVsjSpUt17ttYFjyXH66T5Mn+6tWranlj/tzXv/51Ic+x8piKdlkeRsAIGAEjYASMgBEwArOHgAm22dPXEd9SJ/5oaENDg5w/f17FGZYw5r7hVklAkXnz5qk4QySyoDbRJe/du6fujgsXLpTCwkJJTk4eVzxyPaKN+XYIt3379umi3G+99ZaUlJQMz7Uzi1vE33rWQCNgBIyAETACRsAIBI2ACbagobWMp4MAIs0lXCvPnDmjLovMLcPFEotXUVGRpKamquUL6xfCDRGF4OJ6LGeIOiJFIr6w8hHqPykpyWU95p7gJVjcuPbGjRsq3lgmYOvWrWrB42ITbWMitA+NgBEwAkbACBgBI2AERiFggm0UMHY4PAggtkgIpVOnTqk4I6x/Xl6eWtXi4+OHBdp4LSIvhBeJ6yYispjnhnAkQMnhw4dVtG3YsEHrMpXunuO1xT43AkbACBgBI2AEjIARiAwCJtgiox9nTSu8LWo0GndGrGq4QBIApKKiQt0SsbAhuAIVXU4ATjT6o7se0cZ6cbt27VIXzB07dkhmZqbNb5s1d6o11AgYASNgBIyAETACU0PABNvUcLRcpokAgo0FtO/fv6+BRBBkzuURF0YsY6FiyUK8PXr0SC1tjY2NsmXLFqmsrFSL3zThsmKMgBEwAkbACBgBI2AEwpyACbYw78BIr76zqDHfjIQl7datWzo3jUAizFNjQ7gh1AK1qAWbH/UnsMnx48dl79698uabb+oyAAkJCVp0qNU32DwsfyNgBIyAETACRsAIGIHACMQEdrqdbQSmnwBirb29XSM5MsesrKxM3QuxpuG6GCoWtZHIIMiYU8c8Nlwid+/erVZAFt92om2k6+yYETACRsAIGAEjYASMgBGAgAk2uw9CkoCzrOFWeOXKFQ0qgvBZvXq1sOaZE2qhLNa8wWIFZI4dIu2DDz7QqJSrVq1S6yDnmaXNm5a9NgJGwAgYASNgBIyAEXAETLA5ErYPOQKEy7906ZJa1qqqqnR9NNwgw3FhagRZXFycLhewfft2+fLLL3WpAdrFMgOWjIARMAJGwAgYASNgBIzASARMsI1ExY7NCAEXYRG3R4KKEKYf0bZmzRoVa1ip3Fy2GangFBSK2FyxYoU8ePBA9uzZo2KtvLxcxdwUZG9ZGAEjYASMgBEwAkbACEQYARNsEdah4d4cFq++fPmyukCy+PTGjRslNzc37FwgR+sHZ2nDykZbCUSCq+e8efNCei7eaO2x40bACBgBI2AEjIARMALBJWCCLbh8LXc/CDjL2sOHD2Xfvn1y9+5dWb58uTDHKycnJ+JcBl0gEkTbL37xi2FxigVxouu/+YF5yk7ByskcQ/a9vb262DjLFrCEARZEPiMgDMss4O7Jnm20ICvMQ3TblFXSMjICRsAIGAEjYASMQIQQsLD+EdKR4doMJ9YI13/w4EGds4ZYY82y/Pz8sBAwE2WP2Llw4YKcPn1aXn75ZZ3fxjy3UE9OsFFPXuO2+vTpUxVutKm7u1sFmBNzLGvAa87FqoioI2ImIo4AMunp6eoSOp5YNVEX6neG1c8IGAEjYASMgBEIBgETbMGgann6RcCJtZs3b2q4ewbzS5culfXr1w+7QfqVUZieRPsRMp988okKlk2bNqmQCafmIMIQUuxJ7GmX22Nto40cY2N+IgKPxc/p79bWVrXMsWwDAWUQcoWFhboYOhY5F2DGiTX2loyAETACRsAIGAEjMJsImGCbTb0dIm117nRUh/lqH3/8sTQ1Nckrr7yiYfuzs7Mj2rLmusFxqK+vl127dulabZWVlaO6DrrrwnGPgKO9JCfcnAWuq6tLRRxCDhHHvcDW3Nws3AsVFRXCfMasrKzhJR18GThB53vc3hsBI2AEjIARMAJGINwJmGAL9x4Mw/ozYCfdu3dP1yTDwrZt2zZ1g2RQPtvWJEO4EOafeWAvvfSSzJ07d1YGIOG+wLUS6xtulG1tbcNuli0tLfqZs7gRqKWgoEDy8vI0aAtz5cz6FoY/BlZlI2AEjIARMAJGYFwCFnRkXER2QjAIMDB///335fbt2xpgZN26deoON9vEGmyZu0WAld/+9rdSU1OjVqRwCUAykXsDa5vbuB6hhfWNoCUsd4DbJAIMUZaamqqvscI5QffkyRNd9uHIkSOCK2VZWZku/YA7JXMAyduJt3CwvFFfRCrCPTk52ZZ4mMhNZdcYASNgBIyAEYhgAibYIrhzQ7VpDLwJtIE4IWQ/ATewlowXdCJU2zPZeiFSESYLFy6Ua8kPZGcAACAASURBVNeuqfvf/Pnz1dLohMdkywi1651IwbqKWywCHvdHRBrJiThETGlpqbBWHSKOewfXSZZBwH0Uq2RdXZ3s3LlTr+HcJUuWqOUtXMQ/LGgTbeW1JSNgBIyAETACRsAIeBMwl0hvGvY66AQYcB89elT279+vVpJ33nlHsK5hUZrtCcvRr371KxUjW7duVeEWKYLNzdejj7GWER0TwU4kUEQ7AUbYWA6ARLu5V5jTdufOHV3eYfHixXrcCTHEDUIPKxsbViqWhED08tmyZctk5cqVwxzJ022hdK9RVyfWEKWufaFUR6uLETACRsAIGAEjMHMEzMI2c+xnXckM2hmAnz9/XqMDrl27Vq0ko63PNdsAEeYekcF6dLgFRlpCqJ09e1Ytagg1xBRiDavaaHPQCPnPvDWCkMCFOWskJ7wQ+mys14fowVKLlQ2r3bFjx3S/Zs0ajT6KFZPrQi1Rp3BYziHUuFl9jIARMAJGwAjMFgIm2GZLT89wO7GWkD777DOpra1VFzfWWiP6XygOomcKF26R169fV0GLmAlXNliN3AZLrGRXr15Vt1csqoTud2JsLNaINcQdeSH4WONtNGss55Ina7sh3LDIYcW7ePGiBnVZtGiReC+dANtw5TsWM/vMCBgBI2AEjIARiCwCJtgiqz9DujUnT55Uqwdubxs2bNBBu3OBC+mKT2PlELC4RhKMpaioSINQTGPxU14UIgtLFxEfEVBunhr97q9YQoghXgnzD5vRBBv5uXmQcGRdN4QhQg03yStXrihXLG5Y97BoWjICRsAIGAEjYASMQKgTMMEW6j0UIfVjwM4C0Qy6X3/9dSGoxmgD7whpcsDNQGywEYQFSyTrjxEB0YmQgDOcgQuwhOH6ShAN1pe7deuWujRiVcOdMVDXP0QYc7q4V9g7S60/TUPoYW3DFRKXyaqqKrlx7Zp8fuiwVN+oljfefF2yc3JUONq8MX+I2jlGwAgYASNgBIzATBAwwTYT1GdRmQzeScxdYg4SLmtYWhhEWxqZABEQsSTBi9eICX+tUSPnGNyj3q6PlETwD9wfCdNP/bFyMU9tosKTtlMG10+EA9cQLp+5kpkZmZKblydnzp6V//yv/9KF2rG4IQg5byL5B5eu5W4EjIARMAJGwAjMdgIm2Gb7HRDk9jPQJoBGdXW1ihCiH87mEP7+4GY9MYQOC4sTuj5cgrJgVaOfiQDJAugrVqzQtfUCtaqNxgjRx/000eSJjpbk1DmycPFiyc3Pl5MnTsjx48dVYDK3DWucJSNgBIyAETACRsAIhBoBT6hVyOoTeQSwtrBhXVu6dOnwWluR19KpaRERE3GHxH0Ua1WoJ0QU9cSKyjwxxOby5cvVDXGqxBoMyGvS4jUqSmJiYyQ3J0c2b94sPEDAEohwa2lpUXfOyYjCUO8rq1/4EeB+9F4WI/xaYDU2AkbACBiByRIwwTZZgnb9mASwuhw5ckQePHggr776qoZcn8pB/JiFh/GHzLdqbW3V9cWcW2moNccNJBFrLIRO6H2saog1LGwTdYEcrZ0TdYl0+RHQP1pEPFEewdqGJZO6ItxYbuLQoUPqhurOt70RMAJGwAgYASNgBEKBgAm2UOiFCKwDIoMNqwURD0kE0LBAI/51NkEyEBSEscelNBRFG4INUXngwAENLlJeXj4c2TIYQTwojwcAgQQeGYk2wk23qChdqJs5dog2GJ86dUojWlKWJSNgBIyAETACRsAIhAIBE2yh0AsRWgcGvefOnVMrEZYMBEgwBvKRhg9LElZI5mzhSkqEzVAUEKyttnPnThVtGzdulJKSEq13sAJ3kO9krWy+9wp54oJKBEuCjyCOWYYAd9RQZO5bf3sf+QS4R0M98FDk94K10AgYASMwswRMsM0s/4gtncEurnIItqdPn+q6VxYZMrDuhhcLPxMtEsvSTCf6FOsWdSEgCq6uCMvt27er9XQ61tSjDsGwNjIgnjt3rqxatUqtwp9//rmJtpm+4ax8I2AEjIARMAJGQAmYYLMbIWgEsMAQnp4FoEtLSycfMCJoNQ3NjHExxOLT3t4eEtYeZ3EiSMeJEyf0qT+WNaJ+EgwkWJY11zvOwsb6alOdyBvxSVvWrl2r1k3ceV2bp7o8y88IGAEjYASMgBEwAv4SMMHmLyk7L2AChHcn2AgDYFzOpjoIRcAVCrMLCNyBYMM9b6YtbFi1EC9YTW/cuKFuhBs2bNA11oIhoHy7CkHFFmzXMNpSXFysi2zzsOHu3bvS29trws23Q+y9ETACRsAIGAEjMG0Epv5R9bRV3QoKZQINDQ1y8+ZNDeW/YMECtVjY/LXAeox1wWCGSEI0zFRyViYsTohw6oQIZ5kG5n8hpKYjTUc5tA3XTh4wwPzatWtqJWY5CktGwAgYASNgBIyAEZgJAmZhmwnqY5SJJYOB4kxbVMao4pgfUX/mOWGZwJUPd0gG9ibWxsQ24odYJAnUggsi0SKnOyHUnGWtvr5ePv30Uw3dz5ID2dnZKmymQ0RNd7spD/dI1pMj8Av3cmNj4zCLmaiPlWkEjIARMAJGwAjMXgIm2EKw7xE34TwQxo2P8OhYhliXi+AZzkoTgrhDukqI3a6urhkR8O4eJGgMomXOnDmyfv16FWuzQYAj2rCsscQCohnxaskIGAEjYASMgBEwAtNNwATbdBMfpzwGwlhWwnW+F8KMqIb3799X68R0BaQYB2vYfozL4Uy5RNKXiG/cArGWrly5Uq1O0+kGOdMdh0jlHsbCeP369ZmujpVvBIyAETACRsAIzEICJthmYacHs8lYZRBsuHUuWrRI3SGdpSaY5UZq3gQewdIz3QwRa7i2IlLOnj2r4nu2Bo7B/ZMNt0geRDg30Ui956xdRsAIGAEjYASMQGgRMMEWWv0R9rVhoF9bW6sukGVlZepGNxvc54LVcQi2zs5OXRtsOgOPOEspC3czj27JkiXTEro/WBwnmi/3bmJiolrZiBp58eJFtXhOND+7zggYASNgBIyAETACgRIwwRYoMTt/TAIM9Fl/jXlXWCWwDlmaOAGCXiAUsOpMh5UNqxplMW/t8uXLQph75q3hGjhbE/c0ETuZjwkHllmwZASMgBEwAkbACBiB6SJggm26SM+Sclh3jS0/P1+DjUyHyIhUtMxjZEFq5oxhZUNMTUdCsN2+fVuFYmVlpWDlm+39iHDlAQTiDcHG3pIRMAJGwAgYASNgBKaDgAm26aA8C8pATLCx9hrWtYqKCp33NNsH+pPteoQCSzwgoqYrHT16VL744gt1BZw/f37YBsCZSl7cx6zPhnso69FhRaZPwl240Qb33Q33tkxlf1teRsAIGAEjYARCiYAJtlDqjTCuixNmdXV10tbWptYIrEOWJkeAQTQDasTCdEQOJSLll19+qRa1ZcuWqYWPeVyufyfXmvC8mra76K2szYaAJnImbqPhnmZzv4Z731n9jYARMAJGYPYQiJk9TbWWTgeBpqYmHdyydpXNX5s8cYQCIgpxEEwLiLMWXbp0STIyMjTCZ25u7qwWaiP1Hg8hcPclEurjx49V0I50XiDH6FcC9RCNk36AO+vvYc1DqFOmP98lxJe7R5wQY+9ej1YnHggcOHBA7t27J9u2bROCBXHfWTICRsAIGAEjYARCg4AJttDoh4ioBQM/5q+xUHZycrIGrIiIhoVAI7q7u9XSxny2YCWEIaKB9dZYkgF3TEtfJYCbKCH+cf9FXE02IbIQaAjB48ePqzsqVjxEOgt20+dJSUnDVj7O55gTdU7QERCF+YaFhYVaLwLW+JOwiJ8+fVp27dql1sM///M/1++vP9faOUbACBgBI2AEjEDwCdiILPiMZ00JDDB5Mo9gs8H+5LsdAeyYsnA1Yf2D5WZKUJNjx46pda2kpET7cPItiKwcsFThlooQwuJF3yCsOOaPJWs0GnxnEFu4oOJyieXO9T2WPAQVZbGIOZ/RV1jieI9VjOu5NxB33CfUiTouXbpUtm/fruKb+8bV0dfipvfYYL8kJ8RLfFzclH53neXWtX20OrjPg7FH4LqN/OHlyyAY5VqeRsAIGAEjYASmioAJtqkiafnoABJLAIMjBkWWJk+AAbob0AdDBDOgJiEKsK698sor6oo3+ZpHbg4M9nkogZgiYuRUWNnIk/Xe2ObOnavwEG0IMTZEGH3FnuN8x3jNZ1zLZwT74T2W0tbWVhVw+/fvl48++khKS0pk06ZNUuYVRMaJFu6r2JgYKSjIk/z8vCn77lJHJyrv3r0rcbGxUl5errwGo6K0jdTB1SOYdwwLnhMshsXfcTWdCtHmLQK96z6RNvnm5ZhwnDSRPL3rZK+NgBEwAkYgvAmYYAvv/guZ2jOwIHIe1gZcu5h7Y2nyBBh44w4J12CJYPqOMP5FRUW6QHSwrHiTpxEaOTB4RlRVV1cLC4szX9MNsKeyhvQ5m/d3ybcc+s4dc6+d0HPCra21VW5cvyb/9v9+qRa8N978uhQVFUtUdLRWl/wTk5Kkt6dXurq6VfxNth3UBWvf559/roKxob5e+vt7JTszU77xR9+QV772msxJTRuu+2TLG+/6c+fOaT02b94s3/zmN6d0XUHHnb1Lrk/ce3/27nrv/Fw+bu9PPnaOETACRsAIRB4BE2yR16cz0iIGFAzQeFqP9SGYc61mpIEzVChWEwQUTBm8Byshts0V0n+6zi3SWbj8v3KMM5+N9weFFywZMGSFGkuoew/k3Wtvocc8t77eXpmTkigD/X06x/TzQ4dk8bJlUlVZJUnJSRIXFytzUlMlPiFRBgeHwvw70TBGbb/ykRMcfIDF9tSpU7J7z265cvmypKWnSWVFpUTJgFw8d16Sk1Jk7YaNkpGZqfkMtXQoS/Jxm7YdK9xXSvP/AMIV11GsfLiJetdzzFyeCbChbuF/No84Xfa056k0NzVLc3OTPMKi2doiniiPlJaUSvn8+ZLMHEJnSRyhIHUXlUHpaO9Qay0WwK7ODhkYHJSY6BhJmZMiebm5kpGZJbHxseIZnD5XzqE2j1DpZ4cm0x+j52qfGAEjYASMwGgETLCNRsaOB0SAQRBP9hFqwRYXAVUsjE9mAM68pLS0NHXjCpZgYzBLsJi1a9eqS14YI5u2qmOVwv2X+V+Ial5PSRoU6e3pkZOnj0tzU4usWLlS5s4tnPC8MgRPXHy8LKhcKHPnFcmtm7fk0OGD8vHOP8jT17pk9Zp1Eh0dI/EJSRKXEC9d3U91jpyzsjoR6G/bECG4ih45ckR2fbpLblXflKrKCnnt9ddl+bLl0t/bK5/t3yuf7dsvA1FR8vKWrZKUkiI4UDsRwG8JrqZYffktWbBgwYTbT324t8mPvLCGelssx2qXSrTBQVGnYVxQ+3vlUfMjqautk7t3a+RuTY3cv98ora0t0vqoRR63tapraWnZAnnltdfl5a1bJDMrS4twbXPl0UbunRvXr8u582flfn29tD1+LIP9A5KUlCixcTESJR5JTUuTyqqFsnjJUsnOyZboqOA9tHF1s70RMAJGwAiEHgETbKHXJ2FZIwZ2PFV3ye+n2O4C23+FAAxxicRqiVgLdPD8lQxHOEAZWB4I5Y/VKBhljFBs2B+iT9gaGhpUDEyZYIsS6ezulOMsXv7lEfnek3Z58+tf14iQY1naRgL6Yl9GSVJSiixZtkxP/fW//Zt89tkBKZw3T9LS0qW1rU06Ors1qAkWKeZ5BZq4l7A44gb57//+7ypklixeIm9//y1Zt36DJCYganHhFGl+9zfyxaFDkp+XJ0tXrBxy93XWqGfz2rD6Ntyrk6c7dqhgcQ8sAuFAnfhdwvrPXEPctcez/nPNwKBI/+CAWr8a7zdITV2dCrV7NbelvrZWGupqpPnhQ+kfGJDMjAwpLS2VZQsrVRQmJM+R5JTkUS15jtPly5flk48+ktvVN9XCWVY2X8rKiiUtPUMtdU+ePJGW5ma5dO683Lx+XdauWy+LlizRgDf07Yv9G2hvjXw+dRtKQ/vhtzqPzl0TpbZG3gWjDq4U2xsBI2AEjMBzAibYnrOwV5Mg4P7QM4glGIJ7P4ksZ/2lWCwJloBFAK7BSK4MohNigbABmH+UEQ1YPgntjwWH+X+TTXhA6jA5KkpKiorkZNxJYe4VVjbK4js12f7heubfZWdlybUb16W2tk6iY2JV0GCNQsywcd5EyiKCJUKE9fzml5XKlpdfljVr10pCYqKIZ6iBJeWlsmHTJvnDhx/K8aNfytyCuZKbn/8CvozMDFmzeoXsb2qUfXt2y5P2Do2iyUOFQDlgAcWahXso9/hYibwJ9HOnpkauV1fLvbs10nT/vjQ01MuDpgfS39MrWalzZNHCKincvl3SWC8vJ0dK5s+XvPwCSZ6TIgnxSeKJjpVnHq0vFEf+bHyvv/jiC6mtvSsLKipkzerVsnDRYuUQn8D836FAMu2PH+v8w9OnTsrFC+clJTVV55kSpdSftfleKHycN65uuGTyu/CUQDd9/eKJ9gh+oFFRHnWfxe2TrpzoPTJONexjI2AEjIARGIFAcEaBIxRkh4JHgD+0Lk1kkOWuneyeQWVNTY0+LQ/kKfhky43U67F0sBA562pNNU83OMP6UF9fLxUVFerWN5P3T7j0o2OEtYaBbV1dnaxZs2bKqp+YkCjr1m+UOzW1cvnqNblx47oUzi1Qy8tEC3G/EOybW1qkufWRdHZ1akTJzo5OdYPkHmP9RDbXxsDKi9J7CYtUbLRHKssXqBskLo/Dc7mioiQ2Lk6WLV8uN29Wy7Vr1+Tq9WuS/WyRdr3PEQPiESxOb37jG3Lw4CH57LPPNG+ChhQUFAzV75mo9HU3dHXmHqcdiEg2+gvB55v0u4BUHhTty4MHD8rp06dUTA30PpXszAwpzM+V1SuWSU5OtuTm5kl+QaHkaH5zJDaOtRHd/LKh2ii/ZwLct34IyPPnz8v169eltGy+vP76a1JZVSUpKckq1BBGpCj6I22OrFy7VrJzcuTAZweFqJ/FxcVq0XOuooH2FcLcJe5frPg8dIARwpb7437jA2nv7Bp2Ux0YHJCBgUF1+UxJTpT83FxdYJ26cL+436dA6+LqYXsjYASMgBEYm4AJtrH5hMWnoSDY+EONYMP1iKiG3nUKC4ghWEkGUgyoApl3E0gz6CPm9mC9w/IQLCteIHUKp3NZO43BqvcAeLL1Z3AfGxsj+YWFsnjpMrl+47pcuXJZFi9aOGHBhkjT7VmY/fMXLsi16zfUQsMgnO8s95oLoOJcDwNtC8FSmHfGQ5u0OcmyeOkSKSkrGxIhQuAQWkdNoiUrO082bHxJ6uob5dLFS1JVtVBFSRQPnxBinOeJkXklZfLam8ly+PDncvHiRXVv3LBhg7B4eVISAkezH7OqiBB+k/iNQlj4igrq3d/Xr3X/+OOPBcH25HGblBXPk7Vrt8nChdQtV7Jz8jR4CvP9XEu0+KioIaufT2V8hRof833GBZklNGC+bds2dXNMiE94JtaeN8WjHKKFWXRpGZkSExsr12/cUJHNHEOCBAXqKs13nvuVh0E8aMAaimjmdwBGLMPAQ6Kmpma1EMbGxErP0x7p6x9aQqJ/oF/mJKeocKUP1q9fLxs3btToo4HW5XlL7ZURMAJGwAiMR8AE23iEwuBzBiChIJBYQ8r90Q8DbCFfRQa+DK6YHwPbYCQCROAq5m8ghmDUIVzzpG/43jEIxw14vLlR47VzeICPy5knSkrKSiU9PUMaamvlcdtjQVhMJF4idWTQ/6TtsZw8fVIOfHZAmB+1atUqfRiAZYUBPGIGNztfQTNevd3nXR0dcvtWtbr7Fc2bJ6VlZeoKiQvd8+RkW5S6ArJY+OlTp+TyxUvy0ksvSXRcvOjpz+azYWvLycmV1157TeegnThxQvbu3SuVFRXC/LjCwnkSExujEUucled5WUOvnIs27XJ99kIb+wfl9s1b8v4H78uXR48oh02bNqsQWbVypeTm5YjHE6NS01vwDfcXUmu4vi+W7n0OnyDSWKCe5SCYU4eFKp42j+KCOpQv98NQ3/Bghe8r/US/jlbui7V48R0CHYa7d+/WpSlwAeVhDSKQBxDMx6yqqpTs7Gyd2+raDDvudYQ99wz57Nu3TwX6q6++qgu0u7mcE6nXi7W0d0bACBgBI+BNwASbN40wfR0qfxz5Y80TWkQbf9wtTY4AFgVEAAEgpnq+CjXjvmEuDXkHI//JtT70r2Ygy72OIMCKM1nB5t1i+iY3N0dSklPkxqXL0ni/UXr7eiU+dgLrGw4OSOO9e/L5/gOyd99eudfcJOXl8wX3Qqwk3GdYR3gogHCfqIWtoeGe3L55Xbo6OyU3f64UzB3dlZf28XuxfPlyuX7tmpw+cVJKioqltLwc58JhVzx3nyJU1q1bpwLzAhbCa9flwb0GWbFihZRVLJC0jPRRBQy/SSQECX3mErY+VFjHk3Y5d+qMXDh3ToULViMESFVV1bNr0IPY/Hzll8vJ/z0ih6isRH8lf0SRd51GywmBjVDiHkOocc1E+4nrmXt5+PBhzYc6VFZWal8wvxG3UYQbHhNw576gLMrkXselk/sed2pcNOkP0pDQq/KrPaO1044bASNgBIzAyARMsI3MJeyOhoJo4w8/f+B5YsvgwtLECAz090tH+2OpqbmjgycE20QHZ2PVgIEbwjpYgnCssiPhM/hhmZjqvnHf5aTkFHWDfNzeLjV3bsuTtjaJz84dGZ3OYx2ywQ2gQgYGNYT+49ZmuXv7thz54nM5fOCgtLR3ypJVK2XHK19TAcSgnPJcmQzK/REQ3pWAA1vNrVtSc/u2hujPys6SzKzRI0268gjWUlZaJse/+EKuXb4gBXPzJD55jgy5Aw6V4s5FcCFyEBU3b9yQS+cvysGDn8nlyxdlQcUCKS4ploysbLW4OfdeRG5fV6f0dnTIQF/fUAANV3kwDfRLTc0tuXLlorYbi9+WLVtk8eLFEh/P3DREmk6q85GRLpNR9l5ryal9c2Bw+D7h+42IZK01XCFd+3xzcq6sBPx42Ngg9+vrpLunT62h7t5jP9r1vvnxnnNx5d2ybbt09/dLd3ePzM3Pk5UrlsuKZcuGFxTnPN+83THy4bOenm65c+umXLt6VR/8MBeW/rFkBIyAETACU0/ABNvUM52VOfIHHCtNXl6eDijcU+1ZCWOSjR4c7JdLFy9Kc1OTVC1cFJRgIPQX7k08SWcAN9WiY5IIwuJyBrBsJLefyoozfwjhk5ScLE3NDzXEe1ZWzrPyNHCfV3G4ZzKS7hsS+9W35MqFC3L92lW5e7tGGpqaJCYxWTZs3SY7duyQlStXqLsbGTiBRhsQOu69V+ZjvhwavPdIzZ0auVdXL4lJSerul+zmmI1xNSJs4eKFcu3SBblx/YosXbFUCpOTZXDAM+QC6uVq6HgjMomcmZObK+fPnpXqazdkz+7dkpY2R/IK8iQpIUGZUQ8Wpb509ox0PHmi69ElJ3sFHRkclK6uDrl564bcvXdXF6rG4sectSGL8/P+9W0CbX4hcRu4Yyxv0PNU2js61JX18ZMnkp6RqUITIcpC5kRfTElKlgSNCPlCTvqG/J2PQsvDB3Ll0gWpu3tX5haXatAVHow5Hl+9euwj9DFRKUvnz9ffgJTkZElJSpI4XEu90kj3tDtG/e7V1sq9ujqJiXkerMbrcntpBIyAETACU0jgxV/oKczYsppdBPhDzqCfifCE9MZ1xtLECGD1OnrkSx1M8aQfQeUGShPLceSrEGy4ZlEeAhvxZsl/AvQJ7BA4wegf8iSiInsWaG5qbpbygQF9z4B5cHBoSE8dEAX1dbVSXX1dam5Xq4ipvlEtbR1dGrCicslKWbNhnaxeuUbKioslIXFo3hT54GZH3/P99XUb9IcG9cOqXne/Xto6nkhuXr6uTYZ7JXXjc7aREsdxx6tYvFAunD4ld+7USMG8EvFED/1pon4ueXOmrljnsrNzpGrxUrly6aLU3L4p16/fkM72Ti0vLS1VA2bU1t+X5PR0yc0vkJQ5c4YFKfzqamvlRnW1RMXGSdWixbJ06VJ1BRytvtRliP2QVVHfIy0H+4Vom8wJffigUdpaW6Wzo0P6+nolZU66pMwZElj8LhI2n7YgyXjtm1z+MjggT560C/P2jh47IV1Pe7TNuIFmZWUNt8P3en/ex8fFSkFOtmpMlh9ASPqbqF9Pz1O5evWa3LlzWy2F1Ie1HMfi5m/+dp4RMAJGwAh8lYAJtq8ysSOTIEB4eCbVu3D0UzmvZxLVCotL3UDt1q1bcvnKFSkuKVHXLAbTwRoIMR8F0bZ69ephi0tYwJrBStJPJOYVwY7BqnPBm9JqDQ5KtCdaLTdNDx6qNWmgb0AGGVwPDEh3T5cGsWBx5ZbmJg17f7emRoVDZlaWLF61TsoWVOggv2hekZSWlUrqnBSdI+bC7FNfxEOcmxsVwMDdu63MZ2puaZU+LLci0tjYqBEIMzKGAtpw/8bGxg3PweJaN1+uvb1DXT9Z9+vEqVOSnJapn7mHPk4Us7yFEyru+4CFan5ZiRTNmystLWvkfkOjPG5rHXI5jI2V5ocPpLtvQHoHBiV1TqpE49j4zN2vpaVFTp0+Kbdu35as7BxZtmKFRjtU6UIXE5b/WV+7fd/AgDzt6tK+5zcOgdbVxbIB7dL2+LG0PGqRx61t4hGPzJ1bKOUV5bKgvGLIuubx6ELbw8yZOxobN4zRff85wAOU+w0NcuHCeTl58qQ86eiUebiPlpVpXlgAHYPhDAJ4obMEn7VxIlPz7t6tlavXrulctuSUVA2egneFJSNgBIyAEQgOARNsweE663Jl8MBGCHoGG4T3Li8vNxEQwJ3AwBSr1549+6Traa9s3rRZXcsYUAcjIaaxiPIEn6AZlvwnQF8RFp1BP5aeyQyeRy91UNLTUzUwxf3GBjl06LCcOHZCLWFY3rq7EdutOt7Ozs2Wg7liRgAAIABJREFU3JxcKd2+QEPQI26K5hVKfsFcmTMnZWj+Fd9RV9jwiyHhlBAXP2QR6u9/fo47d5w9QoPohwjY+IREiYmKlvNnzsq9u3d1DiZRHOEVHR0jnpghAYqFTBfBZl24piZpaWmS+tpauXvnntTU1EtyKnUWPQchwH1KVEUS5Tne7ncnPj5OCgrmant1SYBnHoqnTp+S6js1GlwkLi5Gw9OzEDS/UZevXJbTp89Jz9M+FULz55epKyRLHUjUUKh/gmswH1ctZ81N0vywSe411MuT1sfy4EGjNDe3SFw8i43HSWJivBQXl8j8lfzuZar4ox+8H7jw/SZPtBJzFLFoujbBiHoR9p812m7evCF37txRK9iSpUtl1arVwtprE7GCaiHe/zEtzzN0Pww9fvD+cOzXiHN+MxC6SSlpMr+8XJYsWTKuZXLsXO1TI2AEjIARGIuACbax6NhnfhNwAygiijEHhD/qhAonBLX7zO/MZvGJV65ckTNnz8rcwnlSUVkZtHD+IEYIEsCBgaJbh8ssouPffAgGBvENDQ1qWZs3b15wLGwSJbnZ2ZKbny/dvT2ycPEiycvJlZiYaImPSyCuiIqXzMwMKcD69CzoD99B149O0IzaqkGRjLR0nSuniyfjxtffLzFjuDGOlBfC9fGjVon3RGvI/fUbNmjdujs7VVhyf3X0PNEHA1ijBsWjizCzfAFGPdYYqyhfIA8bH0h93V1dm4w5VgQygi/Ch+A4vun5b8uQAvX+H5XGGmL0FaLJ2yqFC+eNGzd1vTHaHxsdLU0PH0p3Z5e0trXKo+YWtZ52dLSriGq8f1/dEx8/eaxRJVPTUiU7K0eWLlksebn5kj83X1LT0rSe1NmV5fuwhe9ab1+fJKcka1AWxCPH2OB/9coVuXjpkgZVwfpNOYhAIlc692gYPG+3L5EA3j8T7c92417IfU+dvvjiCzl69KgupM2C3kuXLdOHFlNWr3FrYicYASNgBGYfARNss6/Pg97iTZs2ye9//3t9UhysRZ+D3ogZKIDBEGsjMTAi5DoWBSwRwUhuwMcgGFFNqHHcrWwein+0ESiskwc/1skLSooSiUuIl+gYj8QlJsjml1+SLS9vUaE95LnoEV3deIwRt+vnseqXnpEh+XkFGt4fS9KTx4+FYyR/ruc8Fl5++KBB4mNEVixfJu+8847ExsdJX2+P9Dx9qta3/t4e6e7pUZfNvv5etfrhShoXnyBxcbFqgbt++bKcPHFSyisr5dU33lDB5vsd8LdO1AvBxPW4X3oLWe53gnjEx8RJcXGRBgE5dGC/DPT1SkvLI2lrfSRd3U/VVTQlJVli4+IlPy9bli5ZKNlZ2ZKZnaNCLT0jXdeaIzAM4mu8RF1oMyHwqRMWNaIr3rhxQ2pr70rt3bsasCQ3O0Ny8hbK/PLKYcHKXNaZTFjhcXf/5JNPVMxy3zP/kMiQCGJLRsAIGAEjEDwCJtiCx3ZW5swAiafhGalpcubEKSkuKpKCwrlDc3FmJZHxG+0sNgcPHpRr167p03SeqAcr2Ag1coNeBAfuTAxgEYxmER29v+gnl2pra3XxYKIK8lAiKGlQNLKhJyZGI0Q+aiFAjEh0tAvigV/bGGrNn0pFiSQkJkhufp7gFnnr5k1pqK+XND8s444HFizW82MuWmF+nuTn50lSUrK6P8YnJghD+YzsnGFXy0FMgy6pJQ//RY8MDA7oXDLaePvOHV0mAOGIyHH3q7vM3z11Yy4c17s8sGYxT5R5WIWFc2Xt6rVqYay/d1e6O9ulv69fxWNsbLyymZOaKglJiZKYlCipaemSmjpHYmLi8Ckcyte1bJyuoFwWnOZ7xtzH48ePK+u6e3Xy4P59QdAS+XLlsjUawTE3J0eyc/Ml/tn6ca7+/rZ9Ks6jziS8JRBrn376qbQ/eSx5uTlSWVGu0Uazs7OG2U5FmZaHETACRsAIfJWACbavMrEjkyDAoAJ3ICwBv/3v38jVy1d18DfTT4cn0aSgX8qgCBejXbt26eAf6xrBFaZjgEZfsXiyW8wXdy6e/FsamQB9hbsvc4wIrY6bGu6Hwegr8kQ0EJgCS1Vfz1O1vg6vDeaEwshVDejovLlzpaAgT65cviTVt6qlrLzcL3dc5mRhIcLayLzLAU+MdHX3SkdnhyB0hmfN6VJmz9b28jxXNsoN107VnlEafGT9xo1q4Tp39oxk5+ZKaVnZhC3NuGISAAXrGuKNxOLVWBKf9vZI/ty5UrZgvgb0WLxsyQtEWSj7eU11GtwLTKm7ilbvk1444/kbJ26Zv4ZY4/u2b98+SUudI5kZabJgfrmUlJVIcXGZVFRVSU52jloHvaTt88ym6RV15n5HrOEG+cEHH6jYLJ5XKFUV5bJp8yYpKSqU6CDNsZ2mZloxRsAIGIGwIGCCLSy6KbwqyUCGiHTMbTh3/qzkFxao60ywBrbhRed5bRnswury5cvy3nvvaWj0rVu36nyQoEQdfF708CvKZ10rrETnzp1TCxvz2nzn3gxfMAtfuME2e6w1LFuBhW3VqlW6JhYMg5XoBy1/UKSvr19FByJ7SLRNUakej2Tn5gjh4hEStG9BRaV+Zymf9lEH7lcG7whWRAeihz3ufGfPnpXOri5p7+jSuU2eKM+zUPEvshmRlYo5rGxDoig7L1fWbd4oJ0+c0vlc0TExur4jwTZGvH4MDPQXG9e6BxHUnzlsWO5w5cOdcShfn7r65Pvip0MfBlofXGlxH8W9EDHEotVr1qyWpcuXS2FhkQpW6opQGynkv6uSuyd571sH3/fumkD21I2N++HLL7+U/fv3a73xnihfUCEbN2/WKLbRRLkM4v0fSJ3tXCNgBIxAJBMwwRbJvTuDbfPExsjajevl6s0b+seeiHDBC84wgw2dZNEEGUGsMYhbs2aNigBYTcWgy9+qIdgWLVokH3/8sQ7WsYa6hXn9zSPSz2OAjIWG6Ke4sjHXD4HjgksEq/0IJsogOAcemVN+XzDYZi22+HhZvmqVdD3tkpOnzsiHH36oLrk8ZEFA0Hbc+bBOIXjYnPDgfkEMcc8Uzp0rJaWlMmdO6oSQDAlUkdIF5RpxsrauXgPikDdlBNJ+BCYbDz9w9XVWfgQc7cHqxjzR6Zx/5fqTOiGIunr6pPNpr9y6fVcuXLyiwpj+hjnsh8S56HsYcB0MmAPn6k07aNtkXEe9O4t7XaNoXr4se/fulTNnzmgfwIqAUgSUKSoplZjY5/el9/X22ggYASNgBKaegAm2qWdqOT576publ6fzsd5//335/PPP5c0339QgDQw4Ahl4RRJQ92TczQnBLYr5NFjWvva1r+n8PwZq05VcXxA6HQGClQ13TMKHM0BkgDmbk+svBtdE8cM1DOvIli1bdLDv+AWLUQwBM+LiJT6WQXz8hF0Dx6ofiyZj0cnKzpJNL70saRnZOkg/ffq0RsKkvYgcWCAOeKCAyGfZjuLiYt2zJhlWtqJ58zSIh/oSjmSSGqMiz38ToiQ2Ok6KikskJzdfw+AjYJ5/PkYmXh9Rb+aLUW++U85qjdihDbSFe3w6vm/UnXpgoSorLZXGpof63WppaZUz5y5I1OCANDexplu3JKek6Gfcc4hUrqPu1NkJOOqNVZx8+cwJPNa9I+ImUSirKqo0aAtI/GVHmVhNjx49Irt2fSq3blXrtdR748aNsm3bNl1igTKH8hyK8umF3V4aASNgBIxAEAiYYAsCVMtyaIAQHRUtBGVg0HT8+DH58ssvZMuWrZLG3JYgRT8MVfYMukgMiLBMMF9tz549aql44403VMxigXQDsulqhxvIMTBcunSpurnhoskAnfcMbjnHnTdd9Zrpcugv12bmHbE21qFDh3TttZdeeknnrgVbzFIHLES9Pb0yiIta/4AO3qeSjdNUQ22NlvT0TFm3bp0K9g0bNmi7WV+NzxE2WHXYsOhgcWHOI/cIljcEP+fkFeRPymMzSoN5DLUyOTlm2JIUaLuxEvF9Q9xQXyfMsI7m5+frvDushjB2fen6PNCyRjrffef5jHwpI13dj7MlKzNTSoqLZdWKlVI4b96Qta2ra9jlld9M3Cf5HlJH1wcc5z0PfAj0Qr68xsWzv79PWUVHeyQpIVFe2rJFXn/9DRWJ/rSL+xyL/4EDB+T4sSPS+OCB/laXL1ggL7+8RTZt2qyuqeTl2ub2ro3e70diMtYxf+o41vX2mREwAkYgkgmYYIvk3p3Btrk/3DyJ5elsV2en/P6994Rn+du2bdc1i4Li4jWDbR6raHjghnX16lV1M2JQxADytddek+985zs6gMSlaSYTg1oG61hWmJdEfRmE82SfNNsGVAz2ESIXLlzQQSxCG7GG6+p0CVnWEevsGHJDxGLkhEWw7hP6mIcGiDGsrmvXrn2hKHcPuO+3+xCLG8KI5M5xn83knt8fZxV0D0PYEywGyzbBY7AmYymk3lNVd+4dNsQVefLdIsXFs8B2osRFieRkZMjGjRtk2fIVKoBgyrnutwJx5qyE7DlOfhxHZCKwOIaYQ7R1d3XJ40ctup5cS3OL3K6+pXPQmJM6XkLc4vr47rvvyqlTp0QGB6SstERWrlotGzdukoWLFg33L2XSNpLjxd4d4zjnuM+8XyNAOY/yaBMs2IJ9X4/XfvvcCBgBIxDqBEywBamH+CPlndwfL+9jkfTatdf9MWYAwR9k3Mh4UqyedQN9cu70GYmNi5MNGzZKamra8B/qSOPjeNDHCB/C9fP0+uTJk/p62bJlOl8NAcDAmIHlTCY3YGKgjiDBNfLixYs6MES0MRjnnEjrJ8fcu784xsD4zp07yuH8+fPqivjqq6+qi69bq246WDx92i09vT0MjfVfsEW9a5Pv3nFye/e5e89+pGPen0/3a+rDxm8S9y7fMfqZY6w5yH1OqHrWPuQex8WTvg2UMXmyIUL4riOoEPfM80PYIwZdwjpZUbFAmu/fl6J5hbowtvvuuXPYO6HpfcyV446595SLgKOdne1PBPfU1tY2iY2LFX/EGr/TfNeJAsnDCdwrF1ZUqJv22rVrJDMrW/oHB7U9fC+IvMmehACjfPYk6kS7EZG0izrBxNWPz0kco9yKigph3U5+A/ks1O4hraz9ZwSMgBEIAQIzO0oMAQDBqoL7Y+ryD3QQ4K4Ll737Q8wfYf4Y84eaP748PeWYxxMj3/j2dyVtzhypv39f9u7ZK2vXrdMBBYOTSOND+xmkEFKcQSFznwhYUVRUJG+//bbgbsZrrGwjDdhmqt/pC+bGMJjlNSKTARrvCwoKtJ8idVDFPcxgG1czBq7MyeI9A3n6iwWCsc7Q/ulgQBkDA4MSEx2rFhq+S9NR7kzde1NdLt8tFTGdnfqb5PKHIUIK6yH9iUUZF2UCk+DiiahiHqezivH95Dx+x7gfyJM9CbHCAynuHSxebBzju8P3mzUOnYWa85OTU/RemldYJCzInZub56o17t677ymP99QNgUUifgx1zi8YsqghjbyvGakA8mFJBoLMEEwH4ZWdlSWp6enS0tYmu/bsVXHWzxxGEW0fYox2kmgr72HjynJWQOrGbyB5uj3HYMO59A+/iYhkNhhbMgJGwAgYgZEJmGAbmcukj/KHkD9muJfwNJc5E/yxcn/UJl1AiGZAGxlYMughYWFjIMAis6tWrVb3SCwXRB/75JNP5OWXX34hfHiINmvcatHfbCT6mHDYDASZD8bgnzliiJ4dO3bo03z4cF6o3Q/Uh4EUA1cW7+Y1bpwEjSGMPWu2ccylUKu/q9dYe9dP3ucwCG9oaBjuL15jnaC/mMvHgJJ7ezoTd9MAlpO+PnWli48PPPDGdNY31MpCAPA9o2/5LWbv7lf2uHFyj/PbjOWb+xwXSeaDcS1CiAdJbIgMRAmeA9w/ToTwcIrXLEBPWViiNbBIWZmKNSxH3g+jKDc3r0CDqcDL1cdfdu58t/fNwzvCvpufOF7eCC6scuxpW4vHI6fPnJGjx46pSzBlsdEOvvts7hjnO658DgPaDDuYscGSjT7gWriz5zfRiWTv9oxXX/vcCBgBIzAbCZhgC3KvE6yADXcqBsGR+ofJtYs/zLzmiSrt/uijj/QJ7re//W1tP3+kmTPCH/kjR47oGj8MjnFJwh1vugfFU9X9DFwY0DH3i0Efa1nhBsmAZfXq1fo0H7HDYMYxcsymqg5TmQ9142k9VgjuW9rCeky0D6sBAVIYoIXrQwjuPwbbWEd4qIBVjQcJDFqxiCDUCJgz01bFIWt1vyTEJ+h9M5V9HOl58d2jLxEI3Kv0uXfi3uX3CLc8RBvfU+4Ffo9YDBwRgxjju813FjHCd4HvBYIDAcL1iDWs0pTFawQbFjyS73fcvXd77/rM1OvS0lKNUIvIwp2RRJt58AZD9wCO17QLDrQfpmywgSWvyYPzOcb57DmXDZaOI+/5HH5cF0o8ZqofrFwjYASMwFgETLCNRWcSn/EHiD9OhEL+v//n/8qC8nIdOBCiW0NeTyLvULzU+w8uf+zr6upk586d6vLCPC3mKTCgcYKM9XxwO2KuFJP/cY3BAoUY4I8+yZ0bau2lfS7xmsEdbXBijYE/T9o3b96sg0HaxICOQUqotsm1x+1dfzL4qqys1IHq0aNH1U2Q9hG0QduVnS3Rnpihe9rfR/qukCDvvfvJFYUAImw5C1/fvHlT+41BKgNtXNiwpuECyb3JQJL+cixcHtO5T0xK0jXSmPeZkJg4nUVHRFn0txNVCATf5L6PiDqEGOINYYdw577geh4+8VvOxj3Bd5tz3HHyd/n4c7/M5P3k237eYz3evn27rrGGBdEJWye02DvxxmtEm/stg4f7nrH3bhuv3TZSuXbMCBgBI2AE/CcQNeh+bf2/xs70g4DDSijuP3y4U2pq78qOHdulqmqhTgb3/sPmR3Yhfwp/5GkTf/BPnDih87Z4j1WJNat4Ms1ghs2xoVEMiBg44zrIgJkn3QymsVbhksaEfQYL0/2H37uObgDHE3eEKE/haSeJp9MM3IgmiBBgAMNgpqSkRAdAvsE6wqnffRkQSAFhSvsZtLE8Q2PjA7U0lM+frwsmp6Y9jxQYzLZSN57Y0zcwZ3OJY8wxamlufmYtuaf9xYA8PSNTB/BYR+hPLGzcXywcjjClXd719n7t8p+uvbvvzpw+I22tj2TVmjX6HZnJOk1X26eiHO4R3BzpY+YfIsphNxY/rmHzPWekY6PV0ffa0c4LleO0zSXq7v3eHR9t78/54cZjtLbacSNgBIzATBL46iPHmaxNBJU9/EcqSnSS+ae7P5XikmIpLS2TmFi36GjkNJg/8gwwES6sV8X8rZ/85CfqaoMLjXsCTYuH2TyLhoa1jQ3xhiBgzhtPt3GTROjxBJtrvAflwSZHW1xCGFAfLGgEEMHd8eHDh1ofFrxeuXKl1h+RRl29k3e7vY+Hw2vvfqId9AUbfU1ggbNnzsie3Z/Ko0et8rWvvSpp6Wm6YK93m73zmMo2UwdEF33j7g+XP8ewkNTcrZGzp0/L6dOntL94ALBw8VK9r7CkYfn1rh+vvd+7/GZqT10QmVu3bdUqhFr9ZopLIOUi1Fzyh99o53A8UpNv23zfj9fuQM8fLz/73AgYASNgBL5KwATbV5lM+ZGklCRdHPVebZ20d7RLUvLQ/IYpL2iGM2Sy/sGDB3XuGvNBsK7hRjTWH3Tvzxjo44pGRD6sVTwZJzgJLmoMvLBWeZ8fzOYiHhFlWP+Yi8e8FqIlUi9ciBj8MxcPt0CsgtQbl6vpql8w2z5a3t5tw4rIPLat27ZJ9c2b0vTwgezff0DmFc1TSxV8OCeYCYsfUTiZZ4a7LfcL/cQx3FSbmx5KX0+P3j8bN2yQgrlzJTs3T/Ly8octad5t8n4dzHoHkrd3nbxfB5LHbD3XeM3Wnrd2GwEjYAQij4C5RAa5T3GJJB06dFDe+93v5Afv/EDWrlv7FUtMkKsRtOyxdLAxeCbAyO9+9zsVaj/96U914O7mo/lTAWfVchYcQsrjgkgIaY4hlNykfoJ3jCSQxhqkubp614XzcW9EjNEGJ8oQa0R65BiWHKyEBBOgfMQI5eMOiQXEleltWfIuI9JeD3McFOnq7pJ7dffkxo3rcvv2HWl7PLT2FJY4hCyceE3fOeuj4+XNhTx9k/d5fI7ljHuBDQsfQVCIwkr+zEHigUFnR6cMDg5ITEysZGVmSklJkZSVlaq7ZnIKixc/t5SQv3cZvuXbeyNgBIyAETACRsAIhAIBE2zT0AsIEYTAz3/+c32y/yd/8idqnZiGooNahBu44y5IgBHEGpEef/SjH2kIeOYDTTY5N0ncEBFODMrhiXsk+WNZITQ0G2KK9y64ABYeLHwM9JkTx0AfVzksMVjKnFBzIa15z3w0rmNPflgJEWhYcWgbosMFH5hs2yLleu4DNyeMNZ0ISoLYhTF9RZ84sYuAdwzhSF/Rlwgn+pp+4nPn1ggj+oV+Q6TRh5zHMcogWA2WV9xSmQOJpTMnK0uyc3MlJztbknzccSOFubXDCBgBI2AEjIARmD0ETLBNQ18zaGVQu2fPHnn//fd1bpdbmHgaig9aES7YBmKNdiFo3nnnHQ0F7xu8YaKVcKIQhsyPQxDgokgYdkQwA3hnecHKwmsnAhAEiC8G+ASh4DPqjMscwgCLGGIBgaAD/ZwctQrRDvLCOoRo8507N1ssaf72GX3kkhNvMK6urtb+oq/gDUf6gn6k3+hT+of+gimfIfzoD/JBpCHk6Efecw79RL8gAjkP0Ua/smwGcx6jvSIBYkuL8ni8bGqulrY3AkbACBgBI2AEjED4ELA5bNPYV8zDYtB68eJFDR+Nm1g4umS5ATrugvv375ff//73auV46623NDQ/7oNTleDDxmAdKxouiASMcBYdrGO4LzJnCQGAiEOcYYFBACAGsMxQZ/JhoE+AE2+rHP3ARt4ITcpiC8e+mSrugeTjzYnXWNGwdjHHjT7A0saGSEOEueiM9JH3tTDn+8EekUbiPX1FvxHNEcGGCyTv6VvcZolKyr1IP6empRHVJpDq27lGwAgYASNgBIyAEQhpAibYpqF73KAUtzDCh589e1bX6MKKw4A03BLCiMHxrl275IMPPlCx9vbbb8u6detU8ASzPY4l1hV4spGwnDHQZ481ByuOc4lEwHEdlhiOIcoQFS6vkeo71mcjnW/HXiQAPzaEFxYxNpe4f5y103HmGK+dYOM1/Uli7wS3y4M9x1zAESJ4sgTEHJ/ANCbdvInZayNgBIyAETACRiAcCZhgm4ZeY/DpBqPLly8XFiDGTYz5UeEo2BBFrJtGBEfE0BtvvKFukMwlCnZyg3jfctxxeCISsJa5NB31cmWF+34kYTSRNnG/k9zeOw/6CutYIGmkfDjGQw9cWHGVZX04Iooi5i0ZASNgBIyAETACRiBSCAw9wo6U1oR4OxhgunD358+f1+AXIV7lF6qHUMOyRqj7X/ziFzpA/ta3viXf+c531E3thZPtTVgRwMJF/+KyiIWS9+GQEH8seM1cQxZJJqw/7UB4WjICRsAIhAIBfo/sdykUesLqYATCl4AJtmnsO360mYdDYA7m3GARwDUsXBJ1PXH8uPzjP/6jNDbel9dff13FGu5uzsIVLm2xer5IgHuTjfllCLZwSTwEwcK2atUqnS937do1nSsXLvW3ehoBIxD5BHgA5n5jI7+11kIjYASCQcAEWzCojpKnc+si6EVFRYXU1tZqmHqevIVy4o8NwSMunj8v//K/fy41Nbdk27at8qd/+qcaVTGU6251848A9yaim7XlCOjh7lX/rp7Zs6g3C5gvXrxYLWxEjgz179TMErPSjYARmE4C/Ea5+bnTWa6VZQSMQOQQMME2jX3pfrQZDBOCHGsAg8tQdz8juh9BHf73z38uDfcb5OtvfkP+/M//TAoK8s2yNo33TzCL4t703sJFsFFPNubElZWV6aCIKKxYCkP9exXM/rS8jYARCB0C7ncqdGpkNTECRiDcCJhgm6EewyKAKxcL/xLRMBQTA17mNB05ckT++Z//WUOzv/3W2/LDH/5Q8vIKCCkRitW2Os1SAkSJXLt2rc6zPHXqlIo23JAsGQEjYASMgBEwAkYgnAmYYJuh3uOJ27Zt23QNMSJGhpoLFwNdxNrhw4flX/7lX9QS+Mabb8rbP3hH8vJy5FnE9RmiZ8UagRcJOOs1USJZ/40opgT2Ya03S0bACBgBI2AEjIARCGcCgcXWDueWhlDdGVySWENs7ty5amXD2saiwKGQEI+NjY1y7NgxXRSbQCnf//735dVXX9VofKFQR6uDERiJAPNEWA+QhdVxOWZ5h2XLlmmwHx6SWDICRsAIGAEjYASMQLgRMME2wz22ceNG+c1vfiMLFiyQjIyMaZ8Thtsjm4sOyAC3ra1NPvroIzl06JCKyB//+Mc66LX1rWb4ZhmheGeZDcf1/EZozqQPIcp4wLBmzRoN6HPu3Dm9h1nzEKuxzSWZNGLLwAgYASNgBIyAEZhmAibYphm4b3Es6pycnKwWLVy5kpKSfE8J6ntC9dfV1cnOnTs1wh7rxBFghLl16enp8qMf/UhY7JtBsCUfAm561AwYbig66ln5XU+fSkJ8nMREz+6vsxNjCDPuXQL7sEj93bt31ZptDxx87l97awSMgBEwAkbACIQFgdk9wpvhLmKAyeBy06ZN8sUXX+igksAJRLwLdsIyQ6h+5vp88MEHQpAG6vPw4UMtv6CgQN566y2pqqqSuLi4YFcnvPIfEGEhhujBfukbFIn2RD8PvxKsWaEDIgMeEacRpZ+FrQels6dH6h49lIK0TJmTmKRREsML5tTX1gk3okay0DuukZcuXZJFixYNP3jgHEtGwAgYASNgBIyAEQgHAsEaXoZD22e8ji5QAmtfIZ4IPsKixYi4YCfcIBnIEv2RKJCsvZWTkyOxsbHqTvZXf/VXurYVljVzt3u381klAAAgAElEQVSxN5BKPX290tTwQFoaH0pPb6/0800K5rfJM5R9VL9ItC7bNygPH7fJiTvXpL6tRfqfufu9WNPZ+859t7Ba85367LPP1HIcTgvVz97es5YbASNgBIyAETAC3gSCOcT0Lsdej0GAwSVz2ViTjfljwUwINdZVQ6z9x3/8h5aXn58vuGYi2F555RX57ne/q8FQTKiN3BOD0i+d9x/Kpf/+SKr/a6e03rwtfZ3d0t8/KIKaC0JCow1o3gPytL9Xah80ygfHD8uHXxySx49aJTY6Ogilhn+WuEbi5sv9jTW5oaFhWh6IhD85a4ERMAJGwAgYASMQKgSC73sXKi0N8XpgZTt+/Li6JDpL11RXmch59fX1cuvWLXn33Xc1bP/SpUs10AmWtc2bN2uEPaxtJtbGoD8o0t/9VFKiPNJVf18aL1wTT0ycJOdnS0JSgkRFxegSdep0p5PNxsgrkI8GRfoGB+RSfY28e3Cf1Dy4L6sXVMnq8sWSkpAkHo+5+XnjxO2R+xi3XlyAWaLCBSHhHrdkBIyAETACRsAIGIFwIGCCLUR6iWAjFRUVGiCB+WPZ2dlTFjGSwSpzea5evSrvvfeezufJzMyUyspKtbaxpMCWLVv0fUJCQogQCd1qREVFS/b8Yhl8fYsMPngkMZ44abtwQ9qv35aY7HRJzsuVxKxUiUW8Mb8tasif0YOFLBCb9rN5a2q1GxyQPhmUm/fr5f988gdpaG+RNUVl8v2Xtsu8LNbFixyxhsYddgoeHAqu8kLrePPCgbHvFSzYzF8j+AjfAdwkWbieuZk2l21sdvapETACRsAIGAEjMPMETLDNfB8MCzOiMX7yySdq+UJQMdCcTGIuXFdXl0agxAWSUP2PHj3SICcIwvb2dlm5cqW6Y7KkAIPXyZY5mfqGy7X0Sr8nWnIqy6Rjzhx5dKVa2u/clcZzV6WtpVlyFldI7solkra0UhIzUyUxI0NiExJkICpKAv3CefoRL4PS3tUpd1oeyi/3fSINHW2ybF6xfG/LK1KYmSvRCMJISiOJtEm2j/saazIW5pMnT6qLJFbt6QjwM8mq2+VGwAgYASNgBIzALCcQ6PhxluMKbvOxsrExlw1BhdvWZERUR0eHLn69d+9eFW3M52Hxa9zEsC6sXbtWrWrTvZRAcCkGP3cNMKJWII8kF+ZIb3+PND1skJ5L/RLd9kRqP/5Mbny8X9KWlEtqeZEUrVkhaVXlkpSTJclpqRIdG+OXUBiaDjcgTU/a5PD5M/LRqWNS1/FI1s1fKD/Y8qrMzymQGER9mOs1HiywMb+Sff9Av/T185pNhr4DUew9EhszxC4qABObs6KxUD33PEF2cI0kzH9eXp4G2nHnBP/usRKMgBEwAkbACBgBIxAYgahBRkiWQoIArouItT179qiLYklJiQ7sA51PRpcSnp9Q/QcOHJDW1lbZunWrijTcwrAs4AKZlZWlFjWzqgXW/QQA4UsT8yzASM9gv3gG+6W5+o5c231YGk+dk9jmduloaJSO+kYZSE6QpOVVUrBqmcxbu1KySgolKSdTEtPTxEOwENz7BockyCDCBAEjg9Lb2y919+vl41NH5DeH9ktSdpZsXbJc3tm0XUqzciRaYqRnoEe6n/bKgPQPiZ3+fhkYGJSo6CiNjqhxUAb6tQwiJPYO9AslDQ4MaGTJaI9HBZE+GMBj0xMlHomW6Jho8TwLfc853IMx6t4Zpeu98Xl//4D09/XJgKqqQRkcUHUlA4P4cg5ZBv8/e+8dZcd9Xgneejl2zuiIRjdyzgRAAEwgKUaLlEXRHGpoeezVWvLuzsiWZ/fs7vHZ/WPPjPfsHO+O54wtjixZEi3LYgZIgBGRSCSRM9BodM7dL79XYc/93qtmo9kAu9FNEhR/ddh8qepXv7pVhfPdut93P5Ivvs+YujihGpaJtGFITRkJmgFL3tPlkmNJ+m4ygXgyhVQmBVM3ZL/EyOf2ID8/X6z5OSePk/N0CV/l+SCMLocLJs8O5yBgZl/y/CEU5oWRTCTlvrh4/jxmN8wWR1SmBCvCNrV7QK2tEFAIKAQUAgoBhcAXh4AibF8c1pPaEwPWn//851JnQ+fIqZgjcFuSMzrhbd++XWzMa2pqpPF1f3+/pEAy7ZKueeFw+OuX/pgjWDwRfHuzJxU381wUV/0xZ9M5RuEiiUnHE+g8fR5X3noPg4dOItnRg0h3H5KZJAL5eShbOh9l65Zi1tJF8JYUI1hRCn9+PjSnC5YD0HQD0VQMH188h+e3v4IDVy6gYfZsbJm/FA8sWIGi/DCSqRQiyQTa+3vRMdCHTDIllGU4HgXNZaig9g4OIGnqSKfSgENDNBZDIpmA6XBAN3QYGR1+H01SALfbA1PPCOFhE26f1ysPCzTLIU25Q/4A/B4f/G43AqEgfB6vEEKmaupCEk1kDAMOaMgYGSFzumlkSWMmI/uOJBJIGGnEMyRjJHomdNMCCa/d9NsyLDDD08r1mXM4nDBNA8l0GpZpwON2w9QAp2kh7AvA7XLLmeC1zwcPVIs1w0IyQzzIQLmyE2vmLcLdq9ZgpL8fB/bsh5ZMYX5TM5YuXSamJEplzsKl/q8QUAgoBBQCCgGFwO2HgCJst9k5oerQ1taG999/X1QxGiRMpLDZ6WP29G0HyN27d8u2/P3ee+8VReLkyZNgTRxVNjYTts0Wvk7KmuBFkmZLMTngHHDAoiZjAY6xvzkckpKXVV6yitQnFE8T8cZmfCQ8VHy4GKaZVZyokaVT6D93FQNnL+P87n3ItHfB6OpHpKsfcDnhzPfBU1mCOVs3oWrdahQ2VMNdVAjTMPDm3nfx/7z0jzg02IOKwmI8unYTin1hxGMRpA0dnT3d6O7vR19kBKbbAbfmQsAXQCadFoLlc7jh8Xmhaxa8Lo8QLFIbi0TJoUkaIJkarwFiQ5fQWDSKaDwGy+VCWk9DT6aFzGkOBzJU/AwDbpJK0xRSmDYyyOTSGYmBy+kGiS7VPTYTp2rmgga3acENB/IK8uH0eOFyu1BcUIjicB48Lhe8mgOl+fkIeGjSogkpIxGjAQ6v/VQ6iUg0iuFYDKlMBql0Wl5jyST6BgcQSyXlVFBZdJM9k5CmUtA5N352aigpKkF5IIS+Ky24euE87li6CnMbmzAyPIzFixePmpDY95N6VQgoBBQCCgGFgEJAIXC7IKAI2+1yJnLzYPBMteDv/u7vRAmjIjb+6T/J2cjIiChmDO4ZwF65cgWsVaNlP23MN2/ejIGBASF/jY2NQtZulPo1lqd83nDYqtZkTP6msu5187Ys6JkMTN2CnkpKKh7TDI10BmnDhMO0JN2PJIsqD/EmY3O4XEJmJUtY4nwn0hmSFi2r1JCMGRaY1seF6YxMG9ScTri9bqmxcpLQkBgJf2NqHo9UE0Wnv6UV7R+dQPsHR4H+YURb2mAMRxExdfiqKzH7ng2oXb8SMY8T/+d/+y84OtiGQa+GdCwJj9OFdMCHmvIqlPvDKPAHUV1RiRJ/EKWFhSjOK4Tb6RYCVFFWliVDPq9s53N55HumNMqi2dTTgmanDeaYLBuCs4l7IplEKpUU0pWxTDE9GSGhS8SRMXQZJhKLYmhkBF63F0WFBfC63CC5I/lzOZ0I+vzy53E5URjORyAYkLRJp9MBl+aQdbI0V8ulJH5yVdjnnjvSxn7IHoGcL0uzcuSYSZ7MJeVxSUIkmNjJxbQMpHQDZ1ou4vCBD+BKZ7Bo0WLMa56L4aEh7D+wX5TEDRs2oLqmZpR427tRrwoBhYBCQCGgEFAIKAS+bAQUYfuyz8AE+yeBoCpGY4StW7eCNv8kDbTmJwmj4+PpU6fQ2noN0WgE3T09uHTpEmpra8XxkcpEV1eXqGpUD9avXy/1ahMqdeQqjOPNrHcFiYbYz49JGWTALLyDc50oeJZjMKE5GS7nFpMhczZo5jemlg2k7Z/JgUaHMrP1R9nKLe5MKI6MxRCeo1i6KXMgoaWKpCeTMNIGNEnDA3TdQCaVhJnWYSXTGO7tRyYeQ6S3D+loDC4LSA3HkI7HYepmVvnxeZBOZ5BJJWDBAX/Aj1BhPgzTguXS4HK5EY9EYTFlj6l4Rnbf3IZ5ewEqQG4XHAEfwkUFUo8VCIWhuZ3QcnmSGsdiDZjfLzVWqWQC6XgSyfYudO7aD+Nal5zDBOdAJSvPj3B9NYZL8zDUXI5YXgAX21pxdWQQfVYG96zZiAcWrsL6OfNQWlwsREwoIf8nuBHVHHkREpbF0j5/PD+f0KLs2Rj9nFtfZLXcibJ/s0tds5V23NXo2cvWxI1um92ffZ7Hrmd/x1cZd8w1kCVY2b3ZQ42unz2c0XnLNcaVhMlxD7lZWpbcJzbB4zHLLPl9dpafUlhZ08laT9bG0ZCEqcKy8JyRjPNCVYtCQCGgEFAIKAQUAgqBLxEB5RL5JYI/0a5JSBgkskcaLf6pnDGFkWSNRO29997Dzp07MdDXJySF65NMMHhlaHn48GExLmHq45NPPim93fLy8iZMq7T379QBQwNMZ44c5Wq8yJRyPhIS+AoVsONXvn4Ss4ukRAt6oWgci+mBDLRzQbNmOKDRBdDIugFSpTL0DDTdhOF0SBpgOp1CJpGCQ09JOp6ZyQhRoxlFKpGEZtJQA0gMDGLwajtSQyNAIg0HiVQyieGuHuhDw0gPR5GIRKAnUgh4XLIPmlEQV4ffCwcjeY4tk7XgcLokNXCYQb1G1c1AJpNEOpGCpRtC1Lw+ryhCBgmhUxO1aCBNNw0dzqBXFLZ0RofL5wW8TngDfpgZA6nBGJLxOHTdRDKdFBLAGiyqUawDk3NHAsParXQGeiyKvrZuhCoqcP9dW7Hgm9/AcCaBdz86ir1nTuJqezt2a04E/B6s83tREirI2vrfrOjOPtGApCyO+fiVfJs9VF6A9sU49cMgAeW9wxpP1nceP35c6vjKK8pg6AZmVc5CQVHB1AdWWygEFAIKAYWAQkAhoBCYYQSUwjbDgE53OAaRXOjo9+qrr4pxSEVFhaQ/0kyEigDVtGQigaA/gDlz5sDhdOD8ubO41t6OcCiEWdXV+O6/fg7btm3DmTNnpEUAA1O/3z9qnW4Tw5SeQbJ3CN68ELwBn9QhGY4ssdKTKWhU3pxOqVvS9UyW3DC9kKpF1hRQzCtSJFuZjITQVloH9Iy4/lEWE5WFZhyxBPR4HEjryCTSiA4PQcsYomSlUynEevoR7RlAdKgXI/0DMIej0BJppKNxIGt3CLfXI2lwrrQBJDIwPRq8IR/cbppkOOF0O2G53fAEWP/kkM+s+dJpxhgIoLCmShRFpkcKG4UlNVNwusVd0UxlJF0vMTQkalwiFhcSKiYcbhcyug7LoSHg88NIpWAk04Kph+YXxIQmGU4N/nAQeiotZI1kk4TSyphwezxwh/zImCa8Hh/cHh8MEsR0GumOLvS0tQsTLp83F/O+/69Q/8AWOTa6MvYn4/jZrlfw0of7EesfwnPbHsX9q9ajvrRC6r2UGDS1u88mbexHuHf/Ppw+eQonzpxEb/8A/ujZ7+IbDz4Ej1c1154aqmpthYBCQCGgEFAIKARmGgGlsM00otMYjwEkiRr/2OCafdPOnj0rzo/z5s2TlC26RlJto+X/Iw89gsLCfBw5fBiJeBRer1vSJ5ctXwnW5LD2jQYmFy9elPdVVVUyO+6H5IpNg7uPn8X5195GzYYVaFi3ClrQlbWHjybQ9uFxJIZG4A8EQGUpPjIsvato366nU2IsQdLDdSJ9/UgPDkmKYjISkzTEVDQB3dRF2XLHUogPDCA+FIePxEpzwtDT8PoDcHjdyGR0ZKIJ6bOVMdNwuhwI+P0IhAJIB7xwBvxwB7wwmQapaQjl5yGt63AF/QiXlsAR8CJYXAxXfhhaMABvOARXOAiLV7jbiUBBAfz5hfCFA1krfabUOSkFWjB1XWqv6JrIdEfWemX0tOzL0nWkYzGkkyk5dgfTKBMJuJwOcTLUSbRSKRlHz+iwDANev58uJDAyGcSHRqBldFEMM5m0jBEuLBCXRofTA39RodTQ9R/8GJd+swP5RQnkNTeg6ZnHUHfXJvjo5kldTDNR7srD97Y9hspgPl49uA8/f/M1nGu9iqfu2oZVTfMR9PkkbfTWdadPX7y8Vuz6sLG/ito69ovb7L09P1sEnggTUVwdDnFinT9/Ac6dOYszLVdwrr0V8z88jDs2bER5WdltdmRqOgoBhYBCQCGgEFAIfN0QUITtNjjjVLv4R6LGZtepVEpIGWvSHnroIQwPDyMSiYipCInWM888g40bN0qvtddee00IVkFxCQoKizGnuQnr1q4TsseAlPVvJGysaSssLBSVjd+TrDEYbz9+Am1vv4vkSC9KGutQHPALeer88BhO/bdfo/PYOfh9Xjg0J0zawwvRcdAOEU4Lki7ImiyXpiEaHxHSKLVrTgc8bg80F13/PKIa5YWDCBeE4GR6ocuNjEYlKgSH3ydEh0YX4apSmHBC87qg+X0IFRXA6feisLIM3oI8UFhzeb0oqiyDJxSEJxzKqm6Ul6R4yZFLdcy24qILIl0NKZNRLWSdGPMqWTMlwbzDFOdCfufweOEOZi8IzliktazgmVs/+2Gi4J+DOehHn6vi45rZGj7zk7q+XBYpt+e+qVLqiTjOvvYOTr+0E2jvgq++Cgv/9bdQdc8m+Nk4neNYAJt1c/5FwRD+YNvD2LxiDZ5/82W8fnAfBuIxfO/eh7Fu7gJ4iQl7uk0yRfJmlz+vj0Q8IeqfNxCAl2qT3eKM1vvjastuNtZ1v/Hgs6WKMgZ/k1OXA3b0/YRAXzfS9R9y4zLlVOaW2wdB5JijLqDjxuX9UFdTgzvW34EDJz5GZyoCV15IesddvwP1SSGgEFAIKAQUAgoBhcAXj4AibF885hPukUSM7o+sV6PxQXl5uRA1vr788stCrkpLS/H0009j/vz56Ovrw4kTJ8B0SRI61l4tXLJQ7MnnL1gwSsxmz54tZJCEjdtTZaOLH4Nx7q/x7k1ItXai71orBq91IFxZgVT/CK4eOS5Ep2p2jaTb0Q2RyhrJli8/JC6M7P3lNIBoLCrr5lkG3EG/pAzqDg3B/Dy4vUz788ARDsAXDsGfnydqGVwOuINBUc3coSCCwbAQL2d+CJrXkyWGmgN0AqTCI+RKSBGDfQ0uEkjNlNozAirlaOORtb/MWe6PrmR/lvVzK1333ZiB7DHGrjvm50+/zW7wyWZjrVdIcLM2HJaRQbS7Bz1HTuLk8y8gce0q/CUFqHtkC8o2rIQvFJBjs7mFk5P/ZFDUFJbizx59CiX5xfj1B+/hP736awzH7sfdq9fB4w99elq38A2vETbubmm/hob6BsyurhVDlqFoVNwU8wNBSTudaikZyZRQX55UmrIIYaPtC5t433ppGsflnwzO4susNpjtbXeD4ydZ4x9JfXVNNVYuXIyrV68i0T+I6HAEVnnWyOQGm6uvFQIKAYWAQkAhoBBQCHzuCCjCNkMQ09mRf1TCmIpI4kVXRn7HgPCzep55vV5Jl+N0GCizAfabb74J9lWjM+TKlSvx3e9+V0wSqMCxno1kjoYiu3btEpLHFgB0hWTapAShliWqWnFxsRgrUGkjGaTSxvlQZSuhsvBv/xjXzpyX/lyZdEaaFDfefSfS61bAmUhKymAikZD6tWBRPnz5eVKXxuDa4XbByNCkIwNfKAinx41AOAxXKAjN5Rr1hWCATlJpB+cSKAv2WZc/UVWyXCxbWpZTb8hRJJSnlX4umJegXvjLGAYzQ+fx8x5GtwzEB4cweOEyzr68E61v7IHRPQhPTSHqnnwAc3/vIfhKS2BZbEF9k8XpQEEojO/e9xDy/QH8w+6d+E+//RVKwmGsX7xMDE1usvWkfuI1MpxO4OCV80i5NWkpEE0nsffsMaSSSWxZtBwVxSVTZlgkR2xFEU3EMBKLYWB4GP6gH/XlsxD0+sSpRgTTSc3y+pWyNM0CayoHIsPS1604nA+vx5NtzXD96qOfeG2Wl1fg/nvvQ2dHJwa6+9DR3o45jY2fee+ODqLeKAQUAgoBhYBCQCGgEPgcEFCEbYZAJQFhOiNJ1qJFi8Tl0bbRJwG72WKTOa5H4kNjkf3798tYVMWee+45UdS4HvdDokWCR+JGIkWFjTVus2bNyplPZAkiySLXo2V5U1OTmJWwNo6kjeNkyaVPlK7GVStgaVmFw5cfZlIi2LtMhIocdWAQLXoIVQk2JRYSln1vH1+u4in3kXl8WcGD6Wg2KSMREUGLLI7pfsz1G9NaINvJLLtdNgA3ZBx5b2lZV8RszqG92y/1NTvH7BRG3zMdj3jljFlgGIgNRRBr78b5PfvR+trbSJ1tgZbJIG/pHCz53lNouGcj/Dw3lkvK6252UJLSqQFBjxe/v+U+MWL5l8Pv43xnGxbPmTcNwjZ6BEKqdLcLKArD8nhAp01e093xCPYf/xBhXwAPFpd8ilhyBLk45CXbcDuZTCKpZ6SPW39kGG29Pbjc2Y7WzjZcbr2K1YuX4tkHH0PI6xsdLzuOPZ9JKl3E3QLa+rrw8v735eHD5iUrsLS+Gfl54dEHCOOxpZLrcDlRWVONuvlNOP7KGezZtxcNsxtQX1uXrXscv5H6rBBQCCgEFAIKAYWAQuALQEARthkCmWSLbnMXLlwQRYyGIawfY/rhZy2sX2N6IoNa2vj/+te/ltcHHngA3/jGNxAMBvH3f//3YiBSVFQkChzr27gcOHBASNqyZctkfyRo9mITRipxJGqcC8enKscxz58/j+rqalHq6DRJIw0uYy+KGSiFurGVfE4gk3Q/7nicYDbuo31Yt90rDSxJUIjbaKof2xZkMkLirVgCic4eXPngCDreP4ShMxfhgQVfXQnctdVY9J3HUb9+DTx5IbH9n8wB2j2wCRoJ8EPrN+F822XA5ZS+cVk2PZmRrl+H6heJtQHgSmcHfrv7HbSNDGJj/TxomoWQxysmKhe6utAxMiREkemysj8L0E0T0WQCg9FhROJxRBJxkKB1DvZjMBpD5/AAWro7EYtGkOfzo66sAvet3Yjlc+ejMJDrgWayb5+FaDKOyPCw1ND5fH6EQnnwen1wOZjGOLGwx695Os5evojX9ryDi71d+ODQIfx3Dz2Be7bcBQ8JqDxwkJdRAsf7l20kmOZrBPyI5/mx7/jHqHqrEg/c/yCqqipv2hrjehTVJ4WAQkAhoBBQCCgEFAIzh8DY2HzmRv0ajkTFimRp8+bNuHbtGlpaWkTZIjnibxMtJGoMFKmSnTp1SsxBSPiYUvkXf/EXopoxtZLLmjVrxKKf5IsOkSRjR44cwaFDh1BWVibb2Erd+H1xXW7H1EqmUra3t6O+vl6UupGRkVEzkvHbqc+TQ8BlZrsOGJoh6o6eSCDeP4Shs5fRd/4SYtface3QR0i39cKfF0BhQzU8C+pRsWEV5m2+A4GCQjE1kdYFromvlZvORAPygyEsrm5AeXEppMXALQzDfdDchP30EukUjrRewLnudmyYuwgLqhtAMw/KhkXhfASDIUTSSSTTqWwaIzQkM2m09XTi0LnTOHXtCq719qB/cECu/3BeHsqKilBTVIrN8xahqboWNaXlCPr8wtNtHc20TMRTKVzraMeJ06dw4uNjGOrvQ+XsBjQvXYyy0lJUFBTJHxuXs5ZR7q/c8drjdLa0ouXUWQw4DezuHUBtWTma589DXWUV3A6SWiBtZESl5sOSRCKO3r5eDAwNY6S/H5bXBQQ8OH3uLIryC7HlnrtQxPOUq3m76flQPyoEFAIKAYWAQkAhoBCYQQQUYZshMEm8WCu2dOlSIVCsF2PKIQnbjRYSNtaqHTx4EG+//baQqfvuu0+cIamk2QoZt2eaJcdkyiQXBpkkeSRgtPBnOiRTJSdaOA5TK0kMub1dy0ZDEqZTUtkj2Ry7v4nG+Ty/swNt+/Xz3NdMjS1zFTWKpDsOfTiCTP8Ahq5ew9U9H+DKrv1Ijowgr6AQnsI8+Bc3oWjlIiz6xr0obG6AQ9w3XVmjDPa+m8bEqIQ+vvk+6cnnzBmocDyTqatUcA2SSQO6YUpdF3dFZdPvpQPoJ+xOMyDE61jrJew9cxyziktx9+KVKMnLNpG2LBNF4TxUVZTDdDoRYz9AD+vOLPQM9uOF93dh37mTaKisxqq5CzC3ph7zq+tRmpeXJZIOh6iQVOu4V0mVpVhmaSACA7EoDp0+jp/9+pc48P4ejPT2yXUbmlUOf1UZ8sNhrFy4BNs2bcG6hUsxq7AEHpcrZy+SFczYlD3tAJJuB4pCIZSXluP0UC9ePPAeHlu7Gfk+P0aGB9HV3SPuqT09fO2UByKt166hb3AQcb8La9auQWVVFbq6u3Dq+AmsWr1aHoxM4zSpTRUCCgGFgEJAIaAQUAhMGYGJI/wpD6M2sFU0O92QKYesIWOdGVWyseoXiRqJE1W4PXv2yB9TE3/4wx+KaQgVtvGLz+cTZY3qHdUyEi0qZqxHY3okfx+7j/Hb8zO36+/vlwCY6ZDLly8X+38SORJAbv9FkDZJG8w67UvqHSxDauOMFBtzO+HyuG+oSk50XDf6TsrcZGe5PLmZyO+kCkXyAwuZWBLJgWGkRqKItLSi/9RZdJ86h2R3H6x4EkVlRfCuWIDSJQtQsWQhihsb4C0vgsPlFpJm16E5YWRJzGj11o2O6Mbf8/rzut1IUeXqbEcsHkfC0BGLx5AwdURiccRMAzqbJjicQpTCHg82LlyGivxiaSbOFFSHCZzpbMeuY4fR2duDb2+8B4tqG7JMiC6dDg0+t1vaOPQODWAgOoLS/ELJQ+yLDKPfymDzHRvw9Jq7MIvfj3JBu6gvW64oxZHObAop20NwPT70OHHlIl7Z9z4+Pn8WXQO98PncWDR7IWZVVGI4HkNnazd2te7AyUsX8NTDv4fv3LVN1LYsMtnUTBqa9EVHEHVpeHD1OmxsXojDZ6B9zigAACAASURBVE/hrffeRd+ZSygPhHHx0iV0dnfBNAy55mnUU1dbjzWr16KvfxCnu69h8eKl2Lr5LvRc65B7tbSsTBrV88GIUtpufC2qXxQCCgGFgEJAIaAQmFkEFGGbITzHkiWSHipeNA9hXRtNP+zfSdb43ZkzZ/Czn/0MHR0dePjhh+WPKtjNlrlz5+Kdd94R5Y5pjWygPWfOHBl/MkSLxJF1dVxYy0aljS0CqK6RQJL0fRELSQEXXRQgA4mhIeixOAYutcEZ8GHWornwBj9NWqc6N1GYmOLH/Y0Sh6mO8un1U0x57BnA4PGzaNl7GENXrsIRT0mNoCPoRcmCuQjNq0fpqkUor2uENz8MeNzSt05atX1qyNEqvk/9Mpkvxl5bXf09+Juf/j2OXziHwcgQuvv6gWAAnrx8ePP8CFLporLmcqPYH0ZTZQ3K84vgMLKtE3ojw3jr5BFc7O3GvSvX457la+B2OeEgfvwzAb/LA6/ThYF4BMOJmLh8kHzGk0n0j4zA7/bDyKTgcLIhgybphzSvsZxZRU0ar1tAKs0rgCTQghsuaViu6SaWNS+QxusDqSiWzG7GD771DO7ZeCe6rnXgzTd24LfbX8NgxsCpzmv46NJ5bF2yEv5c6jDH01mLNhyBt28EWtcAXCVReDsGcHHPB/h44A0UFBZgXmMTFi9cjNmNs6WOs6G+HpUVlQiGQzh67hxe+OA9mB6PNGDnPXL4UATHjx+Xc8yU5MnUpk7m3Kl1FAIKAYWAQkAhoBBQCHwWAoqwfRZCt/g7n8BT0WL/M1thIylij6djx45JCiTX+bM/+zOsWrVK+qZ91q5sO36qbOzBRoWO6ZA0OJnswjmR6DF9kymVnBsdJhmAUjli8M95fa6LOEOy7ktH9Gorruw7gkzfELo/PoOMZSD4lz9A+fym6U/BYJKdBbbJ5n/Xd0Sb+vAk21z6z17BxTffxeCZi3AlUnD5PXDVlqN82ULU3bEW+TVVcNHcQpw2c3VhnIKt9k1915PbgnVZqQxS6Qzy8vMR8gewZM48lFVUoKCwCEXFRbDY8Nzpklq36vJyzK6sFtsSwzKkbu31Yx/gzNUWVOQVYEVdEwr8wdHrwU7ZDPoDCPl8aO3rRjSRyDI5zUI8nUAsHUciGUcynhTVjWeArcOp/CWSKURTSUTSKST4Go1ApwptGsgLhLCguhb1ZeVIppI4VlyE5pUr8MzdD+PeOzbD63KjvqEef/wnf4IlS5fh3RMf4oqZwNHL59FcVY2G8llIp1IYiYxghH0J0zq0vhG89y8v4fKBIygrLsH8slr0hPJhBDyYu3gRtm7eAqpmvBfKy8rgcrrlenH7vUi6nOiLDmEoHsPC+Ysl5XXnzp3ysOSuu+6S9hpKaZvcZanWUggoBBQCCgGFgEJgeggowjY9/G64NUmP3+8X9YupXkxFZBriCy+8gO7ubqxfvx6PP/64PN2f7NN6kqnm5mbpzUbSZ6dDknR91jJWhWloaBDXSKaBffjhh0LWOC7naQehnzXeVH/PZb3JZpZmSkPs5MAATr/wGgb2HIU3FESFx4eevkGYsYQE8i7n9TmM142Rm4C0CrD5pZ11ZxiID48g1tWHdCwuzbrD1RXwBvxTnfaE66fTCRTU16By4VwUNtUjVF4CTygIS/rOaXBSSnICbB1Ha3+WlI1X+WzyY099wh1N8kvyQBubOXX1+I//8/8u+LoczqxqRQJur5B7zeLG5g3ZnxJGBvsvnsF7506iPJyP+xavwvLZTdAcDnF+JJmncyQJn9vthc/jw0gygVgmJQobK9KiqRS6BgZR7MtDxtDRQ3XPpcHt86JncBBdNL3p70HfyDB0ywQNRhKZNE62XEYslcKz9zyIe5esROzaZXRGhrBt2TrcvXyN1NlRqePCFhDr1q1D1ewG/PbwXkn/PH/5MhBL4srlKzhx6iROnziJDw4fRKS7B6uWLsO2e7dh4ZLFKAjn4dBHH+LV99/CB5fOYOn6NVgzZw7C/iBEQpTWE5Ycs5tqoMETCPnM+4P3Kfsi8m/Tpk2SonyjutFJnjq1mkJAIaAQUAgoBBQCCoHPREARts+EaHorUBXr7e2VOrVXX31VyNq3vvUtPProo6CxCBcqNzahutHebNWLRiF80t/X14fVq1ePNsG+0XYTfc+xaI5Ch0jWrp0+fVqMUug2+VnzmGi8yXzHYN+Z633N9DhTN9Dy/gG0vvcBXD3DyMwyELt0FWkXkI7HpbbI0pxS20XaRvdCjuEwjayroCNb/6SZTmjSVJuynYU07fRHoji7611c2PUues5fxewt67H2j59FaU3VqFo0mTnfaJ2GdSvhWLsSpqZBd2SPi0mNJCDCK3I8ky8kU6PtCXLHQBz4venItgKYCdLGMSRt0dIQ9PpF1Ro7fxJHWZxZpY/rcv+mQf3LwpWudvzq/Z24NjKIrZuWo6qkHJFEEjE9jWgsikgiirSuQ88YiJs6RlJpWJoLQ4kkhqJR+H0+xDJpMTUJBcPoGh7Cvg8PI1gQxrz5CxBwuTG3oR6r5y8ETVFoNkJcuO9dxz/GP7z7Blp7utDW34MjVy6AzTDWz1mA8qLisYeRazlgSR/A9MgIeq+24tBQAjs7e3Dh4gXoOpu4p5GyTHgCAdyxcRMe/+bvoa9/AIahY+XSZTCDPuw4+xF2nj+FpjnzsKxuNlwe2v1nWyQ4NaAwFELY4xOVku0ZSFjprMra0e3bt8ucmOpcUsLG4WpRCCgEFAIKAYWAQkAh8PkhoAjb54QtiQ+DPNarnT17Fq+//rr05PrRj34k6hrVNy6TJUj2elTBGCSyFo0qHdO5bDI3mUOxx2HN24IFC2SOrGez+7N9XgobFSZbDaNlx1BrO448/89IHDuNZEEQ9eWNsDoGkInF4ZDGZjlVyJklaiQ5NKcwLGdWtaL6kTERT0ekLxhiKSRHokhbOnpPnMaFF16FNhBBfiCEQGkJNI8jZ/QxGZQmXsfGzv6VhEO0zRwj+1TKJZW1sSszeVBaAGTbizvZD/x6EdFee0qvn+xj9N3N0z9H55sljoOREfyXV36D853t8AcD+PjyBbT39oDnqb2nC5GRqDhJxpJx6bGWzujo11OIOjW8uP89xAcHsXn5KqSiccSjMXzc0YIrrS2IDvTj3vV3YI3bg7rSSngdWQt+qWsTZc9CRjfQHRnEYGwEQbcHLT2duNTTgWXzFmJx87zr7g/eT3Q0pTPqq9tfxysvvYjo8DAue/0Ih0JYuHAhNm3YiEQygV9sfwm9Rw7ho+PH0HRgjhjsNNQ3IL8gH4tWroD1RgC/fG8X/sYw8L1vPIYVNXMQ9PvlXuI94HP74HRZYq7S1t4uTpt8oMF7hg9LDh8+LG012MZjIpOgKZ1AtbJCQCGgEFAIKAQUAgqBmyCgCNtNwJnOT1SuWK9GokazAqYf/umf/qm4QNopkOMJwGT2x2Cxra1N1DmahZDATYWw2fvgNqxnY10d53Hy5En5zHRJfr6VudljT/RKRcXMFXHpQ1Ec/fk/I3XiHExLx9rvfRtFDXW4cLYdZmwE6UxaVEfpuJ1LS6O6k0qnYGR0WJkMUgPDiPUOoOfDY4i3dSI5OAyPz4eqRfMBnxtLnn4MwaJiFM1rhL+sBJrblWsxPdHsvrjvdNZvRWLw+H1w+z3QQEv6L29hjd87Rw7gWmQAxXn5yKSSiPX3oy4QxpxZNbi7aQHKC0tQJMY5LkQTcSRMAy8e3otXj+zH3Oo61JRXinpKcxI/G7DH4li/cAXuWr4ac2tqEfQFcsdoJ4Jmj5ctBy50tOLguZMI+X1oKKvA1aF+DETjqC4sRlEwREtOaUmQSialHnT/vn3Y+dZbOHzyY7AFwaa163HX1i1YvGQJKiorEY1E8fN//DkufHQS7kgKzQ2NYM2Z9C6ku6MFlBcW49G1mzA4PIQ3jh/B//qTdnxn8zbct2q9OE7y3o0MDaL10hWEeyNY2jwX1TU1Qsx439x5553iLEllmg9eWINKV9hbuQ+/vDOv9qwQUAgoBBQCCgGFwFcFAUXYPoczRRJFxeonP/kJPvjgA0l/3Lp1KxobG6UO5lbJEFMnaTjC/m4kVlQaqLTdrNfbjQ7PngPdLPmeSiDHpnrHVK+ZXgxRkhzQ0gbOvv4mWl/cDisaRfHW1Wh64G50Xb4KugcyRc8ydTF/YHhvmCYSg8MYvnAVbYeOY6ilFYOtbYi2tiNgOREM+2F6nfA2lKN4/VLkr1qK/MoKeAJBwJmVkjQ2V/5EfJrpQ5vSeN1nL+HSzr1ovGMlSlYtEAOQKQ0w0ytbwD0r16GipAylhSWoKauAV8htdkfsjwbWwGmapIAG/EGYloHmyiosb2zC5oXLsG3hMvnN7/NKM+zSwiLMmVU72iIiO0TWMdImp6xhG4hF8NaHh3Dk7Ck8umEL6qtm4cCFs/A7XCjxh5FJphGJjqDl6hWcOH4Ce/fuxeWLlwC3C6WN9Vh7x3o8+/DvobqkHP19ffjw6FGcPXUaXV3dCNdXITLkQ+2CZnFslYckuVo+h2liYWMz/o/v/QAbP/wA//WNV/EfXvwV3ji4D8/e95AYkESHI+jv7EYkvxwFxcWoqqoaPR4qaitXrpT05rfeekuI2h133CH39kyfHjWeQkAhoBBQCCgEFAIKAUXYZvgaYE8zqmAvv/yyKAI//vGPsXHjRnk6TzWLaV1cbMI02d1zO45LkkZ7/xUrVogt/+DgoDzdn4yt/432RcLHgPTSpUtSb8eAlOrdTC5UQ6jmJKNDuPrebniHEjArSrDs2W+joL4e3ZdaYLpo1GEhFYnApDW7y4XI1Q589P/9A3r2HoHX0uD0ekSNCc6pQ6CqDAVzZqN0QTPKl8yFpyAsQbVtUHHT+efqyKwckZMasJtu8MmPhmFKPZSeTMPpdoqyN1l1JdPRjVAsAsSjcKcMaITZZjGf7OILe+d0OVFSWIQthdl6ypvtmHV3FEkTGR0jkSgikSgMMwOwdx4szCopRWlegVzj/IfF7WAaarZdAA02WTfHptYZXUdbVzd+/t4beP3YQSyvb8KDC1fCBydS6STcHmBgpB/v73sfu995D/v370c0EoMvGEDTooWoaK6DFvBh49JVKM0rxJlTpzA0PCzN4e++9x7MW7EMsUO7obdeRKi+Bk6PZ7SWULin0yEeLD6HH4+u24LZZVX4xdtv4P1TH+Pf/+LvMLd8FvRoHInefniXeGH5PGKKkpfrj8h7lw826NDKhyhUp6mgs7n9TN83Nzsf6jeFgEJAIaAQUAgoBL4eCCjCNgPn2bZ7p10+g0s6QZIE/fmf/7m4OpJMMaC3SRUVuMkYjYydGrdhYEinSbpLkrRRxevp6ZHgkSlZt7JwXtyWit3Q0BDY341mKFQkpkoqb75/A8neQXz8i98gdbwFca8LK/74GdStXwO31wND1xGTGqi4OESSGDgtDV3HTyJ9+gLyXB6UP3oPgs0NCFWVoXzubDjCflgODfQ6pBLEdLesInTzmfBXWm2IA2COuNHKcbLnRNeAgTOX0HXsJCrWLEXZnNlw0iFyEkt8aAhDLW3wN1ajLJ3B5LaaxMBfwCo2ryRxG4hGcK2rAyOxmOyZ1ydV2qNHPxTliWmC7BGoWZaQcK6UMUzEEwmcbm/B82+8hAMXz2LL0lX4wy0PYEndbHT19yLTO4BTb7yL1pffgUM3EAiG0NjcjMUrlqNubhP6EiO42tGGurwSFJkOXLvSgvyCAjQ1NyMUDsPr8SDU24OK9guwululblHY2QT4iPJnAQsb5uAvn34O954/gzcO7MXeowfR1tKK/Lw8vNxyHOd2RPCtO+7C5iUrrhuF9wwfpOzYsQO7du2S9GSbtE2WwF83oPqgEFAIKAQUAgoBhYBCYAIEvkrx4gTT//K/YpCv67oEq6+88oooa3Rv/O53vyuqFQNZLgzgaGbA9VOplLzn58mSIippTK+sqKgQJYHkb82aNZImxlo0qmK3EiTa+ydJY+Nu7oM1PEz5Yn83znEmFiOZxoe/+he0/mYH4oPDqLp/I+Y8fB8CRcWwLFMCc6dLQ4YukGzUnLP0L66vQXthGCMjUZSvW4qy9SvgpgRD0mUB7pzbIFUqcwoGHiQduqHDiqXFDcXhccHF9giTSJ2k+cmlt95H9NBxWMNRhAsKESgrntS5TA6NINbRjcGrrcikEvBqhTMB7xcyhk3YHE6HnCPW4fmIWa6O8tChQ/gP//GvEYmM4N/9T/8OsxsbkTEMxDJJJBIptPX14L1jRyUNMp5J4l/deS9+f8PdKAjl4dLlS9i7by8+eus9RC9cRczvRVFdNeoWzUP94sVwhMI4eekcUiMxNFXOwtLm+SitqEB+YSECXq+YovBO4/0WCgRQ6PEjrLngdbnku4kA4vHwnnHDiUJ/CPcsWYU1c+bjtyXl+Mkvf4EryRFUmiYaSypRUXi9WyXH47ZMc37wwQeFtL333ntyv9D8xK5TnWi/6juFgEJAIaAQUAgoBBQCU0FgZqLxqezxd2hdPl0n+Tpz5gzeeOMNcYP8oz/6I+nRRAJF4hOLxSSwY880Bnj8mwpRI8HjQuMSplvSjt+uMWMaI1OwmCpJssX3NgGbKsycF40ZqLCxKTcDTqok9rynOh4MExkn4NKprBjoPnYKvbv2Qe/qQ/HqRVj/b55BfnUV6JfIJR2JSuDv9Xng9bH+TIPp0FDQWA894EVieBiJ7m4gnQZz5rLBNpBxmMKxXEy5M7KkjYG7uFLKyI6sfX0unU8TI3nuUMfg6XPoOHIMLocbBU0NKGpuhLsoD0wTpE2/gzqc5gDTJsnjbMLCYauaZuP8/qO4tu8gZm1aC09xoXikZMvmbsz6fD4ftFQGWiLDLgQi/owdV6Z8m/4v++iBzblTiMdiYs3vdrmlvo3prqGiYjz49LdRP6sazbMbcamnS1wfj144i2MXz+FKeytKwgV4aM0d2LxwOarLyjHQ349fvfyP2LNnt7g71lVWYfHc+RhxGBhyGJIG2XutDXGHGwtmz8HaTfeiproabp8HTocza7qTw4vXMOcYCgSxYe5CBB1OLKpugMslGux1qMr1Q4JHok9DUjqQysOUJJwpHcVFxQgX1OIPH34Sj63fAie9/idYuE+22njiiSekdQdJK+9vKuB85e9qUQgoBBQCCgGFgEJAITAdBBRhu0X0SKRIyPbs2QP2V6MC9v3vf19qyxiUk1zRxIMEaP78+ZIiaZOpqQRxVAy4HzbbpuJFhc1uCcA5UGVj82t+T6XtVhfOjSobSRut09mKgGM2NTXdklpgagzhgTRMDF+6it1//bcY/vAkHPkhLH18G/Ia6iSNkE2lDR0wUmkmNsLr8yGYR9LkAn0dHQEvfAVhKZ6SejNHrtWZBdAWX1IZWRvFcUwTzgRzHA2knU6pL3OxcbWRJVxGrlMAN0u0d+HD//eniJ++CDMcQlFjPapWLEH5isUIVpUjHfDAFfTBSddD2c8njI10zHC5YBgWgkwFvNSKQH0NAgVMS7VpzcRngmqsbpoY6epDMpVC3sSr3dbfspl2wB9AcUEhQj6fHDKJT0diGLu7LuPNK6cR2RFBb3QYVtpAaSiMBbNq8T/+3lPYsGQl8hxudHZ04N1du+RBx4ULFyQl9+FHHsWyZcvk3PcO9OFqW5v0QWuoqRVzHV6fvHfsv4lAcmoafG43Ni5eLn+8f7LkLNtKYfw2NnGjY6WeSuP8uXNobe9AcUU5Suc0oLZylvSNm4h22fPgPnjv3XfffaOkjQo4752ZUqjHz1t9VggoBBQCCgGFgELg64OAImy3cK5pHkJSc/ToUXGCpOL1l3/5l1Kzw9/6+/vFEITfr1u3Dh6P51PKF4M8Ei6+2rVtE02FQSFr1Uj+mGrJvmtjFwaKXIf1c1T8bjbW2O1u9J51R2z0TeWwpaVF6uO4z6mOq0ODg02WB/vx0U9+gczJ82IKsvB7T6Nh653whMbU3GmAHokjkU4jnUwhFU1A1024PAYy0RjCbjdS6QzAVEnRsUgEDal7M/Q0EE8ByTRiI1HEenqRHonBU16M/KoyeIpC8ARD8GhOOC0HWH9mppPoPHsO5UWFSCydh+qHt2IoHsdIRy/6d+xCfnEZEkijYesdyJtdC7jccOaaKtu4MRD3OJyI97Hm6i2EFjXBn99wvQxnrzzmlbV6lmkgE0tIjdZERGDM6rfVW+mjxzpBTYPH7YbX6RZlyiapjZWzsLauCVd7OqAXF6O4sBhL6xuxpnkhqguKoafT6OnpxvaDB3Hw4EH09vRIOjHNOx566CHU1NTg1KlTcq3znqmrqcGSZcukOTz3OdnFXlfI2mcQPHtMrsuHIu0d7aitrYEjlodIRpc6SpvU2etO9Mp9sm51+fLlePPNN/H222/LPU/1TSltEyGmvlMIKAQUAgoBhYBCYLIIKMI2WaRy6zGwo7kC69X4t3btWnznO98RdYoGICRxAwMDoM03TQmoto1fqGaRrPHVDi7Hr2N/prpGBYJBH4M/W12zf+cYNDoguaICR/e66SwMlKkI8jjZR+7y5ctSHzfVPlNOy8RIRxeO/ddfov31PULA5j77GGY/di9cfjfMVBK022fKIW3i44NDyOjprJX7wACKk3E4EUDPmYsYPHcFZioNp+aSBsaZeByJnn50n7yAkdYWdBw6hnhrJxIjUXhdHgQCfmTSaTjzg6j9xmY0P7INzsoKuJxUWSwMXW6BcbENnoYGBMJepAwNc7ZuhifkR8eRE+j98CSGPz6FE63tmP/Ewyha2ASn/5PzSA2NOKVTaQxd64YeiSDV2w9zTj0sGszc5ATEIsNIJCIwoiFYuv6VzIkcjkTAvniFhQVSP5ZlqRaW1M3Bkto52RRDdgKgCgpNFMXh4WEcPnIYO7ZvR3dPD8pLSyV1mNcuH2wQT6YP855ZvXYNCvLys82/nVlFzTEFwkb4eV991r019jRREef9mx/Ow7yFC2A6Xejs70NluCBLSnk8YzcY897eF+9ppilv27ZNlDYaEPEhCh+C8PjUohBQCCgEFAIKAYWAQuBWEFCEbQqoMZ2NZOzFF1/Ezp078dRTT0lTXgZqrPtik2z2W7v33nuF5JBM3WyxA0puz2Xs+vZ3IyMjklbJ9Kob9Vurra0VZYLrMm1s/FjyxST/xzlRtSMpZZDN1Eh+Zn3cVIwU0sk0Pnr+BVx+4VVYsQSaHtiK6uZmXHl3L+KRWNaJMuCH1++F5fYg0dULt2Eiqadx6qVXEUtEUVlXjwtvvI2+yy1gGl7bvsNwuD0Y7OjGhe1vId7WAZ/TC0OzEKwqQ+GSZhTUzIIvFET3mfPoPnACp5//LVyaC01PPgxfUT6MdAa9R88g6PWh7P7NcBTk4fg7u1GcSCFQVIiG9avgKSlEsn8A/UdO4WT6t1j1p8/C31AntVo2jKlEEoP9fejt7IY1oKH3xDnkLZyLYH5Y7Ozt9ca/JuMJpONpeFK2PeX4NW7jzznGkkmnoGUyKPX5EfT5pV2DXMtOm6RlDWEsmIilkmhtuYq33n5LHFQT8QQWLpiPRx57TB5A8Gh5X/HaJ3HjdUZCLI6f4sF/E6Y0A1DxwQT3z3uH13tJaSkqy8vhdntRX1kldXo3ZGrj9m/fzyRtfJDz7rvvyh/30dzcLCo117HXG7e5+qgQUAgoBBQCCgGFgEJgQgQUYZsQlk9/yRRBpjr+9Kc/xb59+/Dcc8+JikYr/N/85jcS9D399NMShE6G2IwlZ3wKz6Bu7HecAb+nwsY0S5oYjCds9vr2k30qYoWFhaOmJJ8+is/+hmNyvPr6erS2tsoxMyWT49KAZLKpkTTz6DxwFMnhYfh9PpzdvQ9Htr8JPZGBy+1G2B+AAQsZ00LEzCDosOAYjrL8DIP7P0aspRPHMyaS7Z2SLlnR3ACrewA7//3/BSMaR7CiBBWL56F0w2rMXr8a+TVV0NwumK6s8cQCw8LH//lnaP2Xneg48BGq794Ib3E++s9fRuf7h5HOZBDcuBKFs8qw+hv3QXNqcFDtg4nKpkY4H9mGS33DuHj4OGLdvSiqrx0NtDnv4b4+pKM0lLHg0ty48NYeVK5dgeDCJljerCnKRGhTAXQYrJdKwRJf+YnWuj2/43RJXorz87GktgEZWKjIK4TmIHbZH/nC65aKFe8NPsigIQ+Neaj+brt/mziQsj6SxMXu+WcTGb5OVU2bDlq87/hw4qOPPpI5iy2/xzt6rqcytk3EOCZrQR955BH5t4LHznuHDz7sfxvsdacyvlpXIaAQUAgoBBQCCoGvJwKKsE3ivDP4JEl755135En8j370I8yaNQu7d+9GW1sbtmzZAlp5j09XnMTQsgoDXBIlBnpjAzk+9ed+mVLFYJfr2CRt/NhMY2RgTMdINvG90Xrjt7vRZxKzJUuWiJkKA066UNoqwY22Gft979kLcGYMFDfWwvJ64dIM+KP59NKHi/VrbGnAmjSfB1V+D/quXMZILIKUqaNs1SLM2rAavoyJlld3ov/MFcR6h3Bl34fIrypB+QN3ovnhe1G8aB68waAQBsoyVGZcOc8PywUEK0vh87iQvNYJI5Egk8C1d/YidekqyjavRaAgT0xFLGmkzBRVadAmzZ4LFjYhNLsa5ZfbYA4MIZNIwOX3Z3HVgEhXl6Rxph06yorLET91ERdf3gFfaT4KqqugaROrq5rPC3cwgHQiAVNPfbVSInOWKuFwHjYsXSFz5zXLha9m7gED6y0PHDiA999/X9ThyspKPPzww5ICadd0MUVwutfo2Ottqu9lvrmWHKzZ5H3H65vX+XQWjsPj4vis/dy0aZP8O8G6Ntaz8l6eKE16OvtU2yoEFAIKAYWAQkAh8LuNgCJsNzm/DLpI1miQ8Mtf/lKUqz/4gz9AJBKRzxs3bsQDDzwgKgGHudUAdCLVivtmk2zWkDHYpbp2o/G5Lp/ck2B1dnYKuaMiw27/JgAAIABJREFUdquLvR8GnAywaWhiu0ZONqBtuGcjOrs6EQwEMX/rnQiVl8IT9MEwTHi97N0FkChp7E2nAXv/7/+MC3/7C6SGhtG4dTPmPfMYjv92OxwZDS5TgxX2o+mpBzH/yccQnlMHzeOBk43Y2K9Ncugo/piwmEtHYwwAkb5+RAYHAL9ffkt296Pl/f0YabuG5hXPwlOYn0u9o4sk1TXAdDhAU0iXyw0j5IOeSSPS0Y0Me+f5/QKpwzIR6+6DlU4jVF+ByofuRvzIOZz7x1dQOLsO/kfug78g77oUSvtchGdVIlhWgngsCqekwuYmb69wG7/mMiIFbjFhsYhX1hqfKvDQwIDUcPLBAesuqSrddddd0qeMDxR4XdkPJPhqv/+yDpn3DVOcqSAzFZPE0r72pzOnscfF+/Cee+6R++fYsWNSp8ceh7bSNp39qG0VAgoBhYBCQCGgEPh6IKAI2wTnmSmBrGuhVf/27dvx2muvyZN3ErR/+qd/EkJkpz/ORIA3lrDZtWtM0yJhY00ag76x64yfsv0bydTHH38sgSeDZc5tuvNjahfJGlUTpoTaBhHj5zD+c3njbDz+v/3F+K8n/EzHx9KyClzNDyMZiSG/bhb8gSAyqTSC+QWI1s3CvD95Cou+/SiCRYVwZZud0dEiu+SYBFMVXYaGDL/VdQy1tiE5EoEW9iFtaeg+cAi+kQQifh+CZaXwBnzXkSpqYvzjTUHy5vW5ESwsgNvrh9PpHsXSpJVGPAUve35V12DRY4+ib/YpmD/9F3zw138r5K7h4XsRKi4QQqlpLtiCGwkrXSxT0Rh0g9Twq7VkEx+zcyY5puslH2pcunQJb76xA4cPHoTb48Y9d23FfdvuR2POcIPX6FgiczscNe9xphHzumZ/Q6rYMzVHjmOPxYctVOCZVs02HzQHqq6uFqXtdsTldjg3ag4KAYWAQkAhoBBQCHyCgCJsn2Ah70iYGFiRLP3sZz/D6dOnMW/ePHkCT+Lyh3/4h5LWRNfG6ZKhcbuWjxyTKZIMJJluuXnzZgnwJrMvOjkyVZOqAYNPkrbpLgwu2UCb6gDVPo5L5c0ORqc7PrfXTDbOHoGRTEvvtEA4BLhdmL9lIy5ldMyqqkDT1o3wF+Xf2KoPgJM+HtJrzUKkqxf9Zy9C04Gy5YvgzQ9h6NwlxAcG0bBpNQLlJZL6aKtG44/DgIlo3yDiqSR0D900xqxpWogODyCRyaCkpgLeskLMfeIhRK51wP3OQRz/258h1juAud98GOGaSrg9n9CcUFEhvHkBJCMR6PE49EwGjs/pWhp/TDP1mcoU/6iqdXR0SNou0x87O9rgcrrx8IMPSiNpny8g1wmvFa7PZSrXDbfhvUBixe2YRjmV7W90vPa4vMd4T/MhBK/rz3NhrR7bcrBn4gcffIDGxkYsWLBgyi0LPs85qrEVAgoBhYBCQCGgELg9EVCEbcx5IVmjssWAimTt4sWLYtPN75944gksXrxYiNuYTWb8LfdFxYKBnZ0OyWBvsguDQAbPZWVlIIGz1bfJbj92PZskMrhkfywaSNAsgorBTNqUO5nFmJGERLg8HpjpDBy6ibKFzShf0CRcyXKwgZrdhW3sLMe+p+EIc/R0nH59J9JtnXC4XShZME/cKPWrXfBCg6+uEo5ANr1x7NZj36eGIki29QAuBwqrKuD2UU/LLYkEHLGU9GYLlJfD6Q/AU5iHVf/9c3gnlYDx1h6ceP5XGGxpx7xHtqFkyXwESgrgdrpRVF2FBB8KJJKI9Q4iFUvClzemJ529j9v41TYVOXfuHHbs2CHXKq+JZcuWS3+2+ro6BJiG6pieqsb9UP06efKkPHygCsbUxekuJGx8KEOyyfo1thL4vAkbiSZr19jonko423+Q8DI90r5PZ4KMThcbtb1CQCGgEFAIKAQUArcfAoqw5c4JiRIDOQagL7zwggRyVKsefPBBqSGbaVXpRpcC50CixNQpEiUqXFMJ5EjuqBgw0GU6JT/bxOtG+5zM98SC5I8BLmv4mKY5E+Ny3xRfmFrnpFkDNCSNjJwLtsm2NFMs/alRZT1BTJhpUz5w/1J7Ro6WNTAEreTTfUPo2n0QrFkraGpG1bIlSERiGO7pRTQeR0NxIVxujyh7UoPFOZh2KqQJUzfQe+o8XJEkMoYB0+3OGpvkgBpsbYOVSAnOs+rr4Pf5sz3Hyotwz//yb3G4KB+dr76LoQNHsefICZSsWIJ52zahqKkO0a4+pKnaJZPoPHEGgXkNKGtuhH+0z9vEZiWTOUef5zq8LnmPkER1dXZi9+492LN3j6QN80EG67Q8Lpc0lF8wf/7o2bipJHqDCXNf3A9dJo8cOSIGJqwvI9EhuZruwvF5fzDNlxb8bJkxlXtsOvvnNWv3U6RqTXdK4sd7lr9xHl/UXKZzHGpbhYBCQCGgEFAIKAS+OAQUYcthzSCOrox0RKTJBonaN7/5TbHnpkHAdJSqqZxOBmtsIEwFgA5zdl+1yYxhEyiaj9CVjq6VDA5nQg2jaQSVP1r9k7RRFZgptzseswEDpmlIQ2aH05WN8x1MlyQlyy0kZoaFob4+uP0+BIIBWC4PxCVEvEYspOJJnHjhFUTPnIc7P4Bl/+bbKJrfiKG2DnhcbjhDIeQVl8Hl9chm2f9ld8eKMiOdxkDLNbTv2o1EJIripQsQriyDzCk3DX1oBFYqjWQ8DYNOl25N3CZZUmeE/Fj7g++hY9M6nH9xB3o+PoXB4x/hnf174fR64PYGEL3WDhqXDF+8BJeuS584nRzUkSWl9uHeTq8ka8NDw7hw4Ty2v75dVLWi4mKxrr/77rulhxnr2PiQobQ8a9l/q/PnvUi3UzqkklTxGuaDC85hJha75o4tM5juS9XYvndmYvybjWHvh0SR1z1Va5I21rhR5WOqtVoUAgoBhYBCQCGgEFAIjEXgax8d8Ek+CRKb5r7yyiuiEPzVX/3VdemPX9QTbwakrNdhAEcyRMOPW2kVQFt/BoRdXV2SGjkV0jf24rDf8/ip1DHNkmmaTIVjcMn0tJnCxgknXH4vikJhFJSUiHGFg/F5tvTJnoq4Nuq9Q/DXVEKj+Yj8bsI0LakLO7/jHVz95x1wGkDttx9B1Z1r4An4hXBZuoHoyAhSyaSsT2sRNt02dANWMg0jmcTAuUto2/4+Rs5cgHdePZqeeBjBynKMbZkW6e6FHk9JkO9IZ6DRrTK38DgMvx9ld6xG9erliHR2ItbZhZ7TFxDpHUCksxvJgT4gFoe3KA/evGD2OHJGJ59Uu9kjfvmvJFC8P95++215EBCNjODuu+7GI489gtq6Orl/SOS53nQeDnB73o/c16FDh4QUkkwxzbempkZqJ6eDBscnSeM1TCJIi33+zdQ1PNW58dioVI9V2uxebV/WnKZ6DGp9hYBCQCGgEFAIKAQ+fwS+1oSNwRvT+6hGMUDcsGEDnnrqKUlP+qIUtbGnmAElSRZr55j+RdOQWw3cWCvDPnFUEzjurY7D+dmqANUT1v2wpohGLJ/lXjn22G72nrzMVxCGx+uBHknCZFNp04LhzrIY2wySY3Seu4SBPUfRcP9mePN8kihJ6/1oWw9O/OolnHvxNZjJBBY8800se+ZbCFaUSQ1cce0seOsqUHD6MnqOHEfRgmaEKkolvXL4Wju6PzqBnuOnEGvvQdjnQ2DVAix88lEUNtRC8zikTcDoMViAz+9HxOOEKxySfnL2b4ZmwmVpYoAClxeB2lr5K12zWsilmUnilZ5+xA+cwsDHlzB4ugXByllCKmm+YrtJ2uPdLq8kYiWlJVizejUWLlokrooBf0AajtvKFx8w8EHBrS4ch6mKNlljGvLWrVtFYeM1PF0rfI5P5Y5KIMeq5bmZQn3orR7XRNvxnuIx8aEHCSlJGx1e2bibDpJU2qZzz060T/WdQkAhoBBQCCgEFAJfTQS+doSNQRv/+BSf6Uhshs0A6cc//rEoSF/2aaQzJOd2xx13iLkHgzrbJW+yJJKBHtelEQQJFonfTDTTZpBJIsn5EDsG1FTvbEJ3q9jRKoSNqVMjcTiSFoxECqZhQXN/ugJKj0SR6htCejiGVCQFPTqA7mOn8cFPfoHMh+fhcDlQ/8Q9WPTU4whWlUvQS9XK5XWj9u470X/6Ik6/uAPt584LYRtp74YxFAUtSJjiFy4tQuNj96J2wxq48vOhuTRwfmMXwzSgZ3Q4vT75hefIXkgu6VTJlgN0rbRr7+R3DTCcHoRrq5E6ch7awAiSvb2iGnqsm5ug2ON/Wa8kNls2b5E/awwevJf4UIApi1SMbkVhI378o7sp0yDpzErix5Rg1pdx4TU2XQKTTCZHVUDeE5zvl7nweHhcvDfXrl0r99Tx48dljiS//N3++zLnqfatEFAIKAQUAgoBhcCXi8DXjrDZVuTsp8bUqMcffxzr168XVW26AeF0TyWD3+7ubkkxY/ohg2QGsrcyL27DNDL2kaOhAeuApk2sNA319fViT06VjcSSgfq0xwUw0tePdDIFh+WEw+vJEaVPWq3Z2NJlcSjkR8e7+2Hsd+LivkOInrkCZzwNR0k+5v3+N7DwyUcQmlUBUi0amdhL0wNb0dnSAv2Nd2G292PgwrVsG4CgF+5l81F65zrUrl2FcE0VPGySPdbK3x4EQKC8CP5QAI50GoZmwKRjib2IEUrug9SkfbJ/fktq5y8rgiPsRlLPwFUQhtOduw3HSon2eF/iq01Ex5MG4irHkrP2J2FjCi9J0K1eC0yFpM0+HzCQwNARsrm5ecZqR3ksNDFhY3mmHdLEhHO+1fnO1GkhtpwDFTXWsfG1p6dHsOS9NV1VcabmqcZRCCgEFAIKAYWAQuDLQ+B3nrCRBDFYY0DI9EfWX+3cuVOCo+9973ujfZBuhRTN9GljOhiDSpIrkqzxgTL3Zx/PZ6ltDAJZZ8Y/plkySOWY01k4HwbTJJJ839LSIuNPd1wHXSLjKXEZTEFDWjMlJfJ6qpOdeai6EkUrFuHCr19H/4mz8MCB0spyhBY1oub+zahevRLOcFCYkXNcfqHl1rDhB88h/ugDaDl4FG4LcAS8CNdWori+QdIbLYcjm854fRLkdbDRxTKpWRhKJeENhuB0M3dz8kvV6mWIXL0Gw+dD6aIF8NJlUrPgoDQ30UFPfugZW5OmN0wf5HmmijpRvSKvRd5T9nXB11tZOA6JFNVlXks0uOHfTJEpjs/joTLMYyIR4jHd6nxv5Rg/axvOhRiTtPFBEs2P+MCFxJKq5Uxh8VnzUL8rBBQCCgGFgEJAIXD7IfA7T9gY6LC3GoOgF198UQjPd77zHbEH528MlG6XYIiKFYNK1rQwnXGihb9zvjdT3uzj4SvTyg4cOCCqHcecTpBqj0uLf5pMMMimo+Z0CRs9O5wO6jYO5FWVwZsfFht94S7jCIwLTlTfuRal8+eg5/wVJOIRFNfVoKiuRqz6nQ4XrUTAtm1Z+8hPZCuXBehwIFA7Cwtrq7KUzNCySpoD0lfNoluli3yPDQYmJiDVixah64HNyEvryFu8EI4p9AbjmI0b1qFx3VqYDg0Okpycw2VWf5vorH/x35HYPP/881JT9uyzz2LZsmWfmgSVNf5RWeM1cLNr8lMb576wlS+mQdKllQquXVs2nWt17P64D/7xwQXdTVl/eTspVzxO/nGOfBBDDPiAhcYofMDEBzh8UDJTeIzFRr1XCCgEFAIKAYWAQuD2R+B3mrCR3JCssS7mpZdektTHRx55RFSh2+nUUAGgAsiglQEwn6zfyB2SQRvXtYM8m0RNdDwM/qgkMM2K9UE0CeHT+s9S5yYaa+x3rF2jAcnZs2dlvpzPdMa0KLHlB+GsLIRrdjXcoaDMeew+7fesUfMA8FSWid2+/f3Y1xu213a68akL/hM+J0NoYPe3my/hslJs/R/++OYr3eBXJ50tuYzb7w1W/9K+ZkouVa5du3aJksqHCFSAxi72tcjveI1NdSFB4fXOui2mAbJejdcVVeGZICc2UWPtGq9VmvlwHySXN7tvpnocM7W+fU9zPL5njR2VNpqRsFcbSdut4DxT81PjKAQUAgoBhYBCQCHw5SAw9Sjry5nnpPdK8sOFgSCDwLfeekv6hv3gBz+QmpjbMeBhYElCxSfqXBhM3ihgJTGaKjliEEyVjePSxnyq28ukxvyP25P4Mc3s/PnzQgSnFwQ7sPK5P0Dd3RtRPKsGhdW37jQ4Zprq7TQQ4Dm2rfR5Hw0ODorqw+vSJkK8l5iyN1W1yt6eRJ9ptbz2+WCBhjZ8qMCF69zoHpjKYXEcu20HzYV4L9zui40nCfKKFSskO4D3GZU34sRzMxPY3O44qPkpBBQCCgGFgEJAIZBF4LPEhK8UTiRrDNBYB0Zl4G/+5m8koPz+978vaYY0GbgdCRtBphJIAtTQ0CDpkDdSAPj92L/JnCCOyWNnWij3MxMLiR8DbAbcTOW0ifItja05kFczC/Ub1yOvoRqabcJxS4OpjWYKASpdJFDt7e2S/krFeizZ4n5ulTxwLNasHTx4UJQv7se2s+f1PROEhHPlPcVUSKpsdJ4k4bnRvTVTuE13HM6PZM2eJ+811t3RlIX/tqlFIaAQUAgoBBQCCoGvFwK/E4SNZIF/DM56e3sl/ZGvP/zhD3Hffffd9vUfDF537NghSgD7MLEmaCrLZMgSHfdI2Ghswv1Nd2GgztoaBtZMN6OKMX6ZzLy4DbMDXUb2zwnzUzb648dVn78YBHiOeQ6p/DKdkKo1SRCVMd5r/M0mFZOdEbfn9UcSdeTIEVHBmW45d+7cKSt1N9unTSx5fZLk8JWpvF+lhQ+XmBpNxY0PXVh7xwcvxJ3HpxaFgEJAIaAQUAgoBL4eCPxOpEQyeGEweerUKQkCaZCwZMmS256o2ZcYDTyoVFEBYKrhZNUFmxB9VvDGwJv1SFeuXBFCS0MDmi/w+1tZ7O2osDEljkSQ4481NaEZCefHgNNe/4b7yj02cEj12O/EM4QbHupX6QeSAypSdAUlQeM9xuvGrlnk75O9Vu3j5rXKFEg2dWcDa5I1pv2RTE11LHvM8a/cB689zpMqHu8pu3Zt/Lq382ebDBMXklwbb7Ym4UIVbqYwu51xUHNTCCgEFAIKAYXA1x2Br3R0bAdlTPN79913RQl48sknxVyEgSWDGXsdvt5uiz03qhdUHFijQmOBqS520GaPN9H2fFq/detWIWysR5oJPEjQWLvG8Zg2x4DeHpd92vbv3y/OfxPNR313+yNAZcc2ukiz55xhyPnle55nEqPPelgw/ig5Bq91ko1169ZJw+jPo4E198N/F+g8yXRCPqSw75Pxc7rdP3Pe9r9lTO0k9nad2+0+dzU/hYBCQCGgEFAIKASmj8BXmrDx8Bm8vPLKK6JQMQCkux2fTNtPp+2gcqqB5fShndwIDH6pDFKJYsrT/8/ee0bHdZ3ZgrtyFYBCzjkQAEkERjAHUQySKEqioi1Lcui2u+1x98yaeWtev7fm/fD8mDX93sx7azq5bXe33M5WsHIgKYmkmAkSJEiQRAYIEDkUMgqFSrP2V3XBIogcRIC6h+uyClX33nPOd8659e2zv0CgOdO2Kv1U+spdeDIhvOdEhco3lVeyDhOZME50zVSfUYkks8Yw/2TvmJNLaTs/o1+S0rap7qN+tzQlwLHjfKQvG98TABEwKKZ6s2k15wWZIc4TRoXkPCWjTGaNDOxigCkmoWc9ZAl5f/ZhMeqZjRzmci7bTJnzoPwJQgMB9FzuqV6jSkCVgCoBVQKqBFQJLB8JLHvARiWMJk80s1JMhRTxE8xRyWROqclAjHLug3ilEssIfDQf3Lp165hiPFelkoov+8k+k+1SGBGlb7xvWlqahAlnveO/V86b6SvvR2V+8+bNoghTOVYKgSHNUifLJ6ecp74uTQlwbAnWuAHC9aWYtXKMueZYeA6PmRTO9ZaWFpw5c0YAB82WuUFBc8uFKqyDa54HnwVk8TjfOUcfhkJZc12R1ebmDJ959M9jX9ln9l8tqgRUCagS+DpIgDZTPNxuDzxut+8Pf8eXnj3V12FE1D4utgSWPWCjgKhQks1RlMpAoTGAB3f1GclwKSo0DOhAk0LFx0ZRhgP7MNP3VOjYX4I1gjaCN6XPvC8PshpU+qg8z5dlU9pKUEZQzEMBzfS3mWg8ZtoX9bwHKwHOJTI69FFkImuOp2IiyfXG73nMtHBe0E+TZc2aNZJjbDHmB+c75z2DDhHUPCwbBpQ11xtlRvlzPMiYs79cxwRsalEloEpAlcDXRQJaQWtejLhG0Wcfhpv5XP3loVBslc6or6oEHpZ5TUWGO/WKuRCVtEDlhQoNQQqVHSqNZJWWSmFbrl27Ju1iAA8qYvMp7CPlQSWbpma8H2VBmfBgfVT4KC+GCOcOfaCs5lo3ASDZDLJ2NNmizBUFk69qWZ4S4NhxXREAEYxzDs12jirzjwFGCNg4RxWWaDGkQgaQ/pRMQk8TXZoasx8P0zxkX7iOFRDNzRkybRwfrj21qBJQJaBK4OsggRGXE6X1VXjz1Gdw+P2shXZT96++DsP/tevjQ7ERQcWFiiCVykCzPAXA0KzrypUrEuxgIQDKQs0ShtgnaCLAUhTL+d6bfVYOKnZUWltbWyX0vqJ00++MZpjK3/Otk/InQGS0S+72s16lDfO9t3r9g5UAx5MASEkJoYwtX2dSeB7nuJL6IS8vT9JBEAgq63Mm95npOdyUoI8XA/iQySOwmWlbZ1rHgzxPkb+yvsiyMaAK1zPXH9l1FbQ9yBGaX938/RoaHhbwPb87qVerEnh4JcBtKZcW6Hc5UNnRgoZ+G3r7+nwd5pfqvtXDO/hf4549FICNplpUZGj+RKaHykxgIStAHzECi6XAsBE08lB2xql0zZa5COzfZO8pBwZcoHLM3XeyDtyJZ130L2O0PrZhIUpKSorIngo+61LLwyEBxayW64rgZ6aFoIFrjQooWeTq6mowFyA3C+i3ttAgiuuJ9XHO02eN857lYQcv7C+ffwRtXHtXr16VjZiltDE10znzdT6P87Svtw//3z/8PV7+9qs4euwzON0euFTNc1lOCxLdXg/gpWuV9x73qmXZn6XYaG4Zup1udPYNoLOrGz29fdB5ATd/pma2n7gUu6W2SZXApBK4F9lMetrS/EIBZjTDo7kjd5cJFgKVFeUcKjVVVVXiL7ZUAMWlS5eEDVixYoUEeFgsKZNhLCgowLZt20SRpUwY9IEKHtkPyi5QZnNpx7p168QckuH8yXCo5eGQAME+NxQI1mazbqiAcl2ePXtWgtwwyboSBXWxJMP1T7NLgkQlQulCA8PFavt878vnG/1g2W8yomTWCWAfdsA6X7ktpesNZhOCs1JQrxlBZXMDtB4vAtxyllJT1bZMIwESPE544dJ44BHkplI+04hsTl877CNo7eqEzmKBIdgs1pBzupF6kSqBZSCBZQ3YKF+CD7JENCmkwkZGYHxR/D0IjPg9j/kClPF1zPZvtoHAhm0mO7WYwRHYfx5kSajYUWaUV0ZGhoT4ZzvmqtjxXrw3FXsyKAylriiLs5WJev7SkwBBGg+CNkaNnGnhfGL6CAIoMtsEE0z1sFgAim0kQCR7R3aNLDLn5mLVN1M5fFXnKWuazziubYI2ykMty0MCnKd8PhutIRi1mjGg9cDudKimXctj+O5rpcbrhdbtxajLCfuoA27X0vGdv6+xy/ADIdA8ENk2tjejtasDPUMDDF28DHuzNJusbjEsvXFZ9oCNIiVgI/BhZDgCocnAB5VOsmw0BXzQppE0TSS7pYQ1V1iurxJIMuQ5fZMYMXKu8mB7eVBhzs3NFaWewUcCfQmX3rRXWzRTCVDp51gqx0yu43zgWiwtLZVANGRzV69ePZNLZ30O17oy/6j00peSQU0mewbMuoJldgE3ZAja6BdLBp3jRvlQHsqxzLq09JtL8zc5vPDSNNfllsPj8c7KoJG6ZlxkJLJzcqELD8UgAdt89E9qXAy+EHBIO5e+RJd/CzVA93A/3jpzHD/78G1UNDcs/z4tVA+4Rqg38H7+6LYut2/deBkUzu2ROXsfxA2Yx7yY09tgNCA8JByDDjs6bN2+577v8lm1lk4crE+aIw2b1eUTn+xvx1iz/f12e9zS/7GLlBPGPnhAb5T2Egg7R9E62I/+EfvCyuQBde1hqfahAGxUSAjUlB11Mj4TFe48c+d9KQAKKlZkpcrKyvD3f//3kp+KQUCmApwT9Wmun1F5o68PzSUZwY9pD+ZaKP8TJ07gt7/9LSorKyWNAgG0Wpa/BDhPCMYJhiZbV4G95PncjDh//rxEIqWpLP3WONcXo3DuEZQw6AY3HRRfOz4Lvo6F48S+M70Hn3XKZhafKyz8Xi0LLwEqj9Qz7Q4HKpoacbOxAcMjDh9YmuFWtcYLmLxaySt1o7kRjW2t8zKJlDb5FVEqo9IMKrp+n6oZNmvhhfV1uKMXqGpuRGVbMxITEpESE/d16PW0feQWhhu+zSPnqBMDwyNo7+1DbWsTrtXXoaqjDT0jwz4wN+5uBFXKwfnMJ5lRq4PVaIJtsB/tXV3ymTzhZvv457pYKKA2rt1yX7cXDscoWrs70WbrxqjTOXbWUsFrvk0nglYXypsa8J//9R/xWfF5leUfG6kH/2ZxtKivuF9UEqkQKgollbjxChv/pkKXn58P5j4jo0VFdLEUyelEQPDIdAMM/kGG62/+5m+EHfjRj34kvmZMjqv0Z3xfprv3TL5XFLdN
Nancy runs north at 5m/s 120s and then west at 4m/s for 180s. What is the resultant displacement with respect to their starting position (Remember to include angle of their direction)
Kinematics Practice problems - 2016 Solutions
Question #5
Explain Stress/Strain of tissue, represent it in a graph.

Name the two types of bone, the porosity of each (percentages), the stiffness, and how each handle stress or strain.
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
•Actin (Thin Filament)
•Myosin (Thick Filament)
It is these filaments that actually perform the contraction of the muscle fibre
<img data-fr-image-pasted="true" 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
A 65 kg runner had a maximal vertical ground reaction force of 1700 N while running at moderate pace. With what acceleration is the runner applying the downward force?
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
a.Sabeen was gliding downhill on skis at 15m/s. How long did it take her to ski the 630m to the base of the hill?
b.Stefan, a less proficient skier averaged 12m/s down the slope. If they started together, how far behind the first skier was he by the time she got to the bottom of the hill?
Kinematics Practice problems - 2016 Solutions
Question #6



Name the 3 categories of joint movements, and subcategory of each.
3 Categories:
1.Immovable
Subcategories:
a.Sutures
b.Syndesmosis
2.Slightly Movable
Subcategories:
a.Synchondrosis
b.Symphysis
3.Freely Movable
-no subcategory
What are the muscle fibre types. What's their contractile speed and the order in which they contract.
•FT = Type IIa and Type IIx .
•Type IIa = Fast Oxidative Glycolytic .
•Type IIb or IIx = Fast Glycolytic .
•Contraction speed = Fast
•Fatigue rate:
IIa = moderate
IIx = fast
•FT fibres have shorter time to peak tension
•FT fibres fatigue more
quickly than
ST fibres
•Low intensity, aerobic exercise? Slow Twitch mostly.
•Moderate to high intensity exercise? Size Principle.
•High intensity exercise? Need force rapidly – Fast twitch.
Firing Order
1. SO (Slow Oxidative) - 2. FOG (Fast Oxidative Glycolytic - 3. FG (Fast Glycolytic)
a)Calculate the vertical (Y) and horizontal (X) components of this force.
b) If the athlete weighs 55 kg, with how many times his body weight is he vertically landing on the track?
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
While watching a golf swing you measure the angular velocity at time#1 (0.05s) was 377 deg/s at time#2 (0.54s) was 1026 deg/s. What was the angular acceleration?
Additional Practice- Angular Kinematics
Question #1
Name the planes of motion, how does it divide the body.
Sagittal plane - Divides the body into left and right
Frontal Plane - Divides the body into front and back
Transverse Plane - Divides the body into top and bottom
What are the 4 purposes of bone
Purposes
-Protect vital organs
-Mineral storehouse
-Bone marrow (hematopoiesis)
-Levers for movement
Concentric contraction
•Muscle shortens while at the same time developing tension
•Joint movement in same direction as net _moment (torque) generated by muscle
•Example: Elbow Flexion (in sagittal or frontal plane)
Eccentric Contraction
•Lengthening_ of the muscle while at the same time developing tension
•Example: lowering weight after biceps curl
•Often used as a “Braking” mechanism
Isometric contraction
•Muscle tension develops but: muscle does not change length
•Net moment (torque) =0 N.M
•Muscle length remains unchanged, resulting in no movement of the joint
•Example: holding the “UP ” position in core strengthening
Find the Following:
a.Draw a Free Body Diagram of the ball, including all forces produced by and acting on the ball.
b.What is the resultant force produced by the player?
c.What is the resultant force acting on the player?
d.What is the resultant force acting on the ball?
You are analyzing a tennis serve and want to measure the final racquet velocity. The range of motion of the racquet swing is 160 degrees. If the racquet starts from an initial velocity of 0 deg/s and the time to swing the racquet is 0.88s
Additional Practice- Angular Kinematics
Question #3