Tugas Kelas 4
Dikerjakan secara mandiri dengan waktu 3*50 menit
Guys, please, answer the questions below:
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)
#2 Make a detailed drawing of the spindle shown in Fig. below. Scale the part for sizes using one of the scales shown with the drawing. Other considerations are:
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABI4AAAG3CAYAAADSJh5bAAAgAElEQVR4Aeyci5LlKJJE+/9/utfoGt/yjOQlBBKSDmZrBEGEExy4ZN07M/vPvzQIQAACEIAABCAAAQhAAAIQgAAEIAABCGQI/JPx4YIABCAAAQhAAAIQgAAEIAABCEAAAhCAwL/8cMQlgAAEIAABCEAAAhCAAAQgAAEIQAACEMgS4IejLBacEIAABCAAAQhAAAIQgAAEIAABCEAAAvxwxB2AAAQgAAEIQAACEIAABCAAAQhAAAIQyBLgh6MsFpwQgAAEIACB5xL45x/+vD/39KgcAhCAAAQgAAEI7EWAf1nudR5UAwEIQAACHyUw+8eepDdb86NH84ltc18+ccxsEgIQgAAEIDBEgB+OhrCRBAEIQAACEIAABCAAAQhAAAIQgAAE3k+AH47ef8bsEAIQgAAENieg/2aQ+s3LpTwIQAACEIAABCAAgQ8R4IejDx02W4UABCAAAQhAAAIQgAAEIAABCEAAAkcI8MPREVrEQgACEIAABCAAAQhAAAIQgAAEIACBDxHgh6MPHTZbhQAEIAABCEAAAhCAAAQgAAEIQAACRwjww9ERWsRCAAIQgAAEIAABCEAAAhCAAAQgAIEPEeCHow8dNluFAAQgAAEIQAACEIAABCAAAQhAAAJHCPDD0RFaxEIAAhCAAAQgAAEIQAACEIAABCAAgQ8R4IejDx02W4UABCAAAQhAAAIQgAAEIAABCEAAAkcI8MPREVrEQgACEIAABCAAAQhAAAIQgAAEIACBDxHgh6MPHTZbhQAEIAABCEAAAhCAAAQgAAEIQAACRwjww9ERWsRCAAIQgAAEIAABCEAAAhCAAAQgAIEPEeCHow8dNluFAAQgAAEIQAACEIAABCAAAQhAAAJHCPDD0RFaxEIAAhCAAAQgAAEIQAACEIAABCAAgQ8R4IejDx02W4UABCAAAQhAAAIQgAAEIAABCEAAAkcI8MPREVrEQgACEIAABCAAAQhAAAIQgAAEIACBDxHgh6MPHTZbhQAEIAABCEAAAhCAAAQgAAEIQAACRwjww9ERWsRCAAIQgAAEIAABCEAAAhCAAAQgAIEPEeCHow8dNluFAAQgAAEIQAACEIAABCAAAQhAAAJHCPDD0RFaxEIAAhCAAAQgAAEIQAACEIAABCAAgQ8R4IejDx02W4UABCAAAQhAAAIQgAAEIAABCEAAAkcI8MPREVrEQgACEIAABCAAAQhAAAIQgAAEIACBDxHgh6MPHTZbhQAEIAABCEAAAhCAAAQgAAEIQAACRwjww9ERWsRCAAIQgAAEIAABCEAAAhCAAAQgAIEPEeCHow8dNluFAAQgAAEIQAACEIAABCAAAQhAAAJHCPDD0RFaxEIAAhCAAAQgAAEIQAACEIAABCAAgQ8R4IejDx02W4UABCAAAQhAAAIQgAAEIAABCEAAAkcI8MPREVrEQgACEIAABCAAAQhAAAIQgAAEIACBDxHgh6MPHTZbhQAEIAABCEAAAhCAAAQgAAEIQAACRwjww9ERWsRCAAIQgAAEIAABCEAAAhCAAAQgAIEPEeCHow8dNluFAAQgAAEIQAACEIAABCAAAQhAAAJHCPDD0RFaxEIAAhCAAAQgAAEIQAACEIAABCAAgQ8R4IejDx02W4UABCAAAQhAAAIQgAAEIAABCEAAAkcI8MPREVrEQgACEIAABCAAAQhAAAIQgAAEIACBDxHgh6MPHTZbhQAEIAABCEAAAhCAAAQgAAEIQAACRwjww9ERWsRCAAIQgAAEIAABCEAAAhCAAAQgAIEPEeCHow8dNluFAAQgAAEIQAACEIAABCAAAQhAAAJHCPDD0RFaxEIAAhCAAAQgAAEIQAACEIAABCAAgQ8R4IejDx326Fb/+eeff/V/oxrkQQACEIAABCAAAQhAAAIQgAAEIPA8Avxw9Lwzu7xi/Wik/vICWBACEIAABCAAAQhAAAIQgAAEIACBWwjww9Et2J+zqH4s8v451VPpLAJ+/iV71lroQAACEIAABCAAAQhAAAIQgMA+BPjhaJ+z2K6S0g8EyU/7DoHaPcjNfYcMO4UABCDw7///T7njewgbCOxIIN7T0njH2qkJAhCAAATuI8AvAPex335l/8dEKjaOt98ABU4h4Ofea09ZGBEIQAACGxPofQ9THA0COxA4cmcVu0Pd1AABCEDgaQTiGxrHT9tPqpd/zTzx1C6oWZdbvZbUOPW0bxDoOXOPkf0NOuwSAhD4IgG9c7FPLKJP4y9yYs97EdBdPNrvtQuq+RIB7uqXTvt5ez16PxX/vJ3+qZhv/089ucV162Kn3lvJ7zHY7yLQe+YeF+/Nu4iwGwhA4MsEjrx1HvtlZux9DwJH7qPHJpsGgasJxDvYO766Ttb7LoHeO+lxT6bFX4Inn97C2ksXvORfWArSNxM4cuZHYm/eFstDAAIQOEzA37hkt9rR+JYe8xA4Q8DvY4+Ox/fc9x5NYiDQSyDev95xrz5xEDhLIN7Js3q757f/1bP7DqhvOgH/EOTEW/O5HHzPJXDkvI/EPpcIlUMAAl8lMPLGjeR8lS/7Xktg5C6O5KzdBepfIeB3L9k0COxGwO/obrWtqIdP4QqqD9dsfQha8w/fPuUHAr3n3RsX5BlCAAIQeAyB0Xcu5dEgcDeBM/dXuXfvgfW/Q0B3Tv13ds5On0JAdzP1X2jf2OVDT9Iv41m7F4GvU8rxmGTT7icQz+TouLaDqBVjW/MxnjEEIACBpxLw9+6pe6Du7xIYvb+jed8lzc5nEODezaCIxkoCX7ujfOtfeZtOaPtFnGm3SvK1arG9cTUN5uYQ8LMYtUuVjOiVtPBDAAIQeDIBfw+fvA9q/y6B0Ts8mvdd0ux8BgHu3QyKaKwk8LU7yg9HK2/TCW2/iDPtWkmj69Q0mVtLYPTMcnm5SnNxLV9OBx8EIACBlQRa79LIfKzXNeIcYwicIeB364zdqsG1W7E+P5rnGtgQOErA712yaRDYjYDf0d1qW1EPn8IVVCdo+kWcZbfKOrNOS5v5NQTOnFnMLVUY43rGJS38EIAABGYT6HmTRmJina4R5xhDYJSA36sZdq0O16/FxbnRvKjD+NkE/B7MsmtE4hq1WOYgUCIQ79GZcVzDtTSXfKlpLtqKe2LPD0cbn5pfuNVlaq3RfnV96P8m4Gf1e3aep3cdj0s2DQIQgMAVBOLbM2sca3fdOMcYAqME/F7NsGt1uH4tLs6N5kUdxs8l4Hdgtl2iMrJOSQv/NwmM3KFaTqRYiy3NRY0njfl2t/Fp6cJdUaLWSn1P8/jenB5dYo4R8HM4ltkffWSNI7H9FRAJAQhAoEzA352anRRq8z6XW601n8vBB4EWAb9XM+zaeq5fi4tzo3lRh/FzCfgdmGnXiIyuU9Nk7lsERu9QKS/SK8XV/FHjSeO+XwmetKMX1eqXbvW2tNbRdZSXetq1BK5if2SdI7HX0mI1CEDgjQSufnOuXu+NZ8aefhK48k6NrOU5yaZ9l4DfhSso+HrcvSuIv2sNvz+rdnbFGqtqH9HlL8AItQtzdCFXLqk1Un+0ee5I/tH1iP9D4EruvlaL/5HYlhbzEIAABFoE9Oa04mbNa73U9zbl9MYT9y0CV94PrTVyf4/kfOsEv7Nb3Z+rdqz1uHtXEX/XOro/K3elNb5yR/v/5bOSOtpFArqQxYAJE1pj5NJ77kj+hPI/KyH2qwFonZ7zPRK7um70IQCBdxO4470ZWXMk590nx+6cgO6H+1bZWiv1vW0kp1ebuGcR0F24qmqtd+S+XlUb6+xPQPdnZaVaQ/3KtXbQ7v/LsUO1H6zhiot4dg3lp552DYErmfes5TGyryHBKhCAwFcJ3PXWaN3Ut5rH9sS39Jh/FwG/H1fs7Oh6Hs/9veKE9l3D78JVVd6x5lV7Y521BK66O1ets5ZWv3r7Xz39WkQuIqBLuUge2QcS0J1I/erma/Xaq2tCHwIQ+DYBf4vuINGzvsckmwaBSEB3JPpXjbWe+to6ilFfi2XuGwTSXbiy6e5dve6Ve2StdQSuuDdfu6PXvgDr7sarlXUpX71JNneIwJV3Qmv19Ic2QTAEIACBAQL+Fg2kT0nxGnrsKYsi8ioCfm+u2pivecS+qj7W2ZeA7suVFWrN1NMgcISA7s6RnJFYrfOVO8onceSWXJyjS3nxsiy3KQHdh6seKV+vZG+KirIgAIEXEtA7tMPWVEut36FOatiPgN+Zq6rzNXvtq2pjnb0J6L5cWaXWVH/l2qz1bAJX3Rmto/7Z1NrV88NRm9HtEbqMqad9k4DfAbe/SYNdQwACXyWw8/u3c21fvS8771v35eoatW6pv7oe1tufgN+VK6v1dY/YV9bIWvsR8Luyuror11q9lx59fonoobRBTLqYtO8S8Icp2t+lws4hAIGvEdD797V9s993EdA9Tj0NArsT0H29uk6te7S/uk7W24uA7ssVVWmt1H+hfWOXDz/Jr13Khx/XkvL9DkR7yYKIQgACENiMgL99m5VGORA4RIC7fAgXwTcT0H29owytHXvVEv1pTPs2Ad2Jb1NYs3s+XWu4TlflQzAd6aMEdf65/lEboVgIQAACAwT87RtIJwUC2xDgLm9zFBTSQYD72gGJkG0IcF/XHgU/HK3lO01dH4Rpggg9ioDOP/aP2gTFQgACEBgk4G/foARpENiCAHd5i2OgiE4C3NdOUIRtQUD3dYtiXlgEPxw95FD1QUg97VsE/Ozd/hYFdgsBCHyVAO/eV0/+nfvWfX7n7tjV2whwX992ou/eD/d17fnyK8RavtPU+SBMQ/lIIZ2/94/cCEVDAAIQOEhA797BNMIhsB0B3eXU0yCwOwHu6+4nRH1OgPvqNNbY/OVaw3WJKv/QWIL1EaL+GHIPHnFkFAkBCEwg4G/fBDkkIHArAe7zrfhZ/CAB7utBYITfSkD39dYiXr44Pxw95ID1YUg97XsE/Py5A987f3YMgS8S8Hfvi/tnz+8joDv9vp2xozcS4L6+8VTfuyfu6/qz5VeI9YynrcAHYhrKRwnp3NU/qniKhQAEIDBIgDdvEBxpWxLQfU49DQK7E+C+7n5C1OcEdF/dhz2fAH+95jNdpqgPBf/oWIZ4S2E/d85+yyOiKAhAYDIBf/cmSyMHgVsI6E7fsjiLQuAgAe7rQWCE30qA+3oNfn44uobztFXSB4P2LQJ6DDn7b507u4XAlwno3fsyA/b+HgK6z/wdf8+Zvn0nurNv3yf7ewcB7us158ivENdwnrIKH4opGB8nonNPPQ0CEIDA2wnw5r39hL+3P+709878yTvmvj759L5Xu+7r93Z+/Y75Jno981Mr8uE4he9xyTpv9Y/bAAVDAAIQOEiA9+4gMMK3J8Cd3v6IKNAIcF8NBub2BLiv1x0RPxxdx3rKSnw4pmB8hIjO2vtHFE6REIAABAYJ8N4NgiNtWwLc6W2PhsIKBHRnC9O4IbAVAe7rdcfBD0fXsZ6yEh+OKRgfIaKz9v4Rhf+vSNX9pJqpFQIQuI+A3ozU0yDwFgK612/ZD/t4PwHu7PvP+C075K5ee5L86+xa3qdX0wck9bS5BJwt9j//zmYw97RQgwAE3kZAb87b9sV+vktAdzr1NAg8gQB39gmnRI0ioPuqMf1aAvwlW8t3iTofkvlYxZR+/g9GznT+yaEIAQi8gQDvxBtOkT1EArrX0c8YArsS4M7uejLUFQnorqaedg0BSF/Deeoq+qBMFf2wmHjSr/3RSHw/fNXYOgQgUCDA+1AAg/vRBLjXjz6+zxWv+5p6GgR2J6D7unudb6qPl+GBp8kHZd6hiSX9NT8aifO8E0QJAhB4OgHehaefIPXnCOhep54GgScQ4M4+4ZSoUQR0XzWmX0+Av2brGU9fQR8U/jFyDq1znGGrGp3LiKY0Wv1RbempNh8f0VKe+iO5Hqt8eghA4NsEeBe+ff5v3j13+82n+869cWffea5v3BV39Z5T5Yeje7ifXlUfmNNCHxUQv1wfkeRi5IuxrbHySn0rPzdf0pI/l1PyKafUl/Jy/pKG+3N5+CAAge8Q4D34zll/aafc6y+d9nv2qnv7nh2xk7cS0F1NPe06AtC+jvXUlfSBmSr6ETGxq/VCUYvxOcWXeo+VrViNvddcrfd42YrX2HvNlXqPrdmlfPfX8uOc52FDAALfIeBvwXd2zU6/QEB3+wt7ZY/vIKA7m3oaBHYnoPu6e51vq4/X4YEnqg8Lj/vxw3N2R21frZTrMcnOxcWYUlzKzbWc5pHYqJnTG4lJOTmtHl9cjzEEIPB+Anob3r9Tdvg1Atztr5348/fLnX3+GX5lB9zV+046/830vnpYuZOAPjSpp/URcGZH7Jr6EZ2es8rp+fqteY+Vncup+ZSX62t5rbmkV4rJrYUPAhB4LwF/C967S3b2RQLc7S+e+rP3zJ199vl9rXrd16/te4f98qvDDqcwUAMfmmPQxCv2Uol+jTXf6hVf6lv5Pl/SyPk9r2Xn8t3Xyte85xyxlZ/6XJ7PY0MAAu8moDfg3btkd18joHudehoEnkRAd/dJNVPrNwlwV+87d/6y3cf+1Mp8aPrxiVXsXSHOpfGRlst33xEtxXp+tBVzpI8aPj6ik2I9N9rSKvlL8ymeBgEIvJ+Avw3v3y07/BIB7vaXTvs9e+Xevucs374T7uq9J8w3tXv5n1o9fXhodQL+wLgds3zO7RiXG3t8zc7l1nxXaWmdWi1xTjm53mN93v2yfV625ughAIF3EuCz/s5zZVc//0MVeEDgKQR4k59yUtTJXb33DvDLw738T63Oh6eOT3xiH7PifBzHeI1jnMa1ec3Veun09DUdzfXoeIzycr3HHbVzesmX0ynF4ocABJ5NQJ/3Z++C6iHwm4DuduppEHgSAd3dJ9VMrd8kwF2999z563Yv/1Or8+Ep4xOb2JcyYlxu7LmtecXm4pIv13pie2Kk3RvbE9cTk9YtxSV/qZVySvH4IQCB5xLQ5/25O6ByCOQJ6G7X/t7lM/FC4D4C3Nv72LPyMQLc1WO8VkSXv82tWA3NqQT0AZoq+gIxcYl9bWse63Hur9mek7NLuSm2NpfTKuUoNqenuVqfyyv5RnRqOWkurtWKZx4CEHgWAX3Gn1U11UKgj4Dud+ppEHgCAe7sE06JGkVA91Vj+usJ8NfteubTVtQHiH+k/ETqXGT/jPg5Uoz6n7O/f9BQXOqPNs8t2b2apfzo79VLcTE3js9otXLjWmlMgwAE3kHAP9/v2BG7gMBfAtzvvyywnkOAe/ucs6LSv99RYHEfAb6Z3cd+ysp69KeIvUBEPLzv2VYt3udydo++x+Q03OexPbbnRrsn32Nifhx7bMv23Fas5j0n2TQIQOAdBPyz/Y4dsQsI/CXA/f7LAus5BHRvn1MxlX6VgO5q6mn3EYD+feynrKwP0hSxF4iIh/reLSlefcqT3dP3rtOje0SrpTdTSxx6NRWvvidPsep7coiBAAT2JqDPc+ppEHgjAe74G0/1/XvSvX3/Ttnh0wnorvLviHtPkn/F3cv/9Or6IJ0WeomAeKjv2ZZiW33UysXHGB/n4ms+z83Ztdw4l8t3X4xPY2+teY9N9tF45cc8+ekhAIHnEtDn+rk7oHIIlAnofqeeBoGnEODePuWkqJO7us8d4K/cPmcxVIk+TEPJL0wSD/W9W1R8rq9p9MTnYpIvtlxcjEnjnriemJJWrrYjsb1r9+wtF4MPAhB4DgF/D55TNZVCoJ+A7nh/BpEQuJ8A9/b+M6CCPgLc1T5OV0T9/vZ6xaqsMZUAH6i/OMXC+7+zZcvjZZejf88op6f/nf3T06OhmJ+Zv0eK6+1/K/z29Gp53G+VvMdzkk2DAASeTUCf6WfvguohkCeg+83fqzwfvPsS4O7uezZU9pOA7upPL6M7CPDN7A7qk9fkA/UXqFio/ztTtxSvvh5dnlV+qS9n/pwp5bv/Z0Z95Hklu67we7akk/P/zs57zuTmFfFCAAJ3EfDP8101sC4EVhLgjq+ki/ZKArq7K9dAGwIzCHBXZ1Cco8EPR3M43qrCB+ovfrFQ/3embine+3pGftbzo53PKHtjvo/LWeUZz492Oas8EzVq47LKz5mo8XOWEQQg8BQC/ll+Ss3UCYGjBHTPj+YRD4E7Cejepp4GgZ0JcFf3Oh1ejL3OY6gafaiGkl+WJBbe92zR46N9Nn+VXk9dKSauXxr36h3R1Fq92opX35tHHAQgsBcBPsN7nQfVzCegO556GgSeREB390k1U+s3CXBX9zp3/trtdR5D1ehDxT9efv9I0gvUGebsmk4rvjXv2q3Y1rxrJbsVH+djfhzH+DT2lpuPMR4f7Zgf5xlDAAL7E/DP8f7VUiEExgjono9lkwWBewjo3qaeBoGdCXBX9zsdXo39zmSoIn24hpJflCQO6nu3pnj1KU+2967nftk+H23FeK8Y97mtee993u1WjM+77RqyfT7Z8nsfY3zsccnubaN5vfrEQQACawn4Z3jtSqhD4D4C3PP72LPyeQK6v+eVUIDAOgLc03VsR5X7v9GNrkDecgL6YKX+681ZHOHheZGhz5XsmFMblzTcX8vXnMfXbMW3+ppGnGtppfmrcnpqIQYCELiGgH/ur1mRVSBwPQHu+fXMWXEOAd3dOWqoQGAdAe7qOrajyvzSMEpuszw+XH8ORBzU9x6T4lOfaz4f7Vx8yxc1fNzKjfOeG+0Y2zOOGj7uyVeM5yW7p43k9OgSAwEIXENAn+FrVmMVCFxPQHe89+/a9RWyIgTyBLi7eS549yPAXd3vTFJFfd/m9qydqoyAPmDm+qQpDup7ISg+9bnm8zk7l1Py5fLdV8rL+T0vZ+dyWr6cjnytXJ9XjnqfK9mKVV+Kww8BCOxHgM/tfmdCRfMJ6J6nngaBJxHg7j7ptL5dK3d1z/Pnr96e53K4Kj5gf5A5B9k9MBWbem/ub9mel7Nb+XE+p+G+GF8be17JruX7XCnf/R4v2+dLtmLVl+LwQwACexHQZzb1NAi8mQB3/c2n++696e6+e5fs7g0EuKt7niL/wtvzXIaq4kP2+/+vTmLS08RO8T6WndPRnPcxzufcjnFp7POyY5z8sfe4OJfGpZaLjfG5mDN6vbmlOPwQgMBeBPyN2KsyqoHAPALc83ksUbqegO7v9SuzIgT6Ceiepp62FwFOZK/zOFWNPminRB6eLAbqe7aj2Frf0snlppySv6aXy6n5RrRKtaV1ai1Xh+Jzc+5TXKsfyWlpMg8BCKwjwGd2HVuU9yLAXd/rPKimnwB3t58VkfcS4K7ey7+2ev1bYi2Tue0I8EH7/UNN7yE5O7d781Oc5+XsI1qz9XL1RF9vfTEvN87V36MftXpyiIEABO4j4J/Z+6pgZQhcQ0D3/ZrVWAUC8wjo7qaeBoGdCeiu7lzjV2vj9XjRyfNBy/9403PEYqe+JyfGKLfUx/jWuKST/CNtpl6vlsf11OzxyaZBAAL7EYifUz6r+50RFc0n4Pd+vjqKEFhLQPd37SqoQ+A8Ae7qeYarFPhmtorsDbp80H7/cNR7DGLnfW9uivO8mt2rWdPwuVl6vTq9e41xvfq+t2TTIACBvQjEz6jGe1VJNRCYT4C7Pp8pitcQ0N1NPQ0COxPgru58Ov/+ywuy9/kcrk4fuMOJL0nQ/tX3bEuxpb6kUYpPfm+5OJ93Oxe7Qq9nHa8r2aWcHn/UKo2jVikOPwQgcA+B+Bn18T0VsSoE1hPgnq9nzArrCHB/17FFeS4B3dW5qqjNIvDzG+4sVXRuI/D1D5z2r773IBRf66NWLjbG+LgWn5tLvlLric/F5PR64npipH0kVjnqz+RKgx4CEFhDIPf5jL41K6MKgXsJ+D2/txJWh8BxArq/xzPJgMB1BHRPU0/bkwAns+e5DFf19Q+d77/34anlxLnauOfQavk+16OVYjynZvfo1fJ9bkSrJ6e0n95c4iAAgfUE/C0o2eurYAUIXEvA7/q1K7MaBM4T0P09r4QCBNYR4J6uYztLmR+OZpHcROfrHzrt3/ueo6nF+1zO7tH3mJyG+zy21/b8aPdqpLiYG8ejWr15Z9brXYM4CEBgjED8fMbxmCpZENibgN/zvSulOgj8JsD9/c0Ez54EdFf3rI6qEgF+OHrZPdCHLvVfbL7/Iww8L3LzuWjH2J5x1IjjHo0YEzV8HGNrY8/L2bXcOOf5ca42Hs2raTIHAQicJ+CfzWifV0cBAnsS0F3fszqqgkCdAPe3zofZPQjonqaeti8BTmffsxmuTB++YYGHJmrf3vdsxeOT7S3O5cYeX7NzuSVfTcfnSvnR7zklO+aUxqV8+XN5mmv1MbcVzzwEIHANgfjZ9PE1FbAKBO4hoLt+z+qsCoFxArq7qadBYGcC3NWdT+dvbbwkf1m8xtKH7zUbOrAR7V19b6riU5+aj2W7lnze+3y0PU72SIxypOG95tT7nGzNea+52Csm+jXWvHr5c71iWn3MbcUzDwEIXEMgfjY1vmZ1VoHAPQR0z1NPg8DTCHB/n3Zi361Xd/W7BJ6xc/4SPuOcDlX55Q+f9q6+F5ziS31JJxfvsa15j5Vdy8nNJV+t5XJSfM5f0yrF9/prNWouaslPDwEI3Ecgfi41vq8iVobANQS469dwZpV5BHRnYz9vBZQgMJeA39W5yqjNJlD/xjl7NfQuIfDlD6DvXXYLuuJyfStX87ncnE/xrT6Xm/O1dDSfy40+xbb6mBfHyi/5NZ/rR3JyOvggAIF5BOLnUuN5K6AEgf0I6J6nngaBJxDwOxvtJ9RPjd8koLv6zd0/a9f8NXzWeXVVqw9g6r/WfO+9+485Gh9lp7xcf1Qrxed03HdU03OjvUrL1+lZw+OTTYMABO4nED+XfDbvPxMqWE9A9379SqwAgTkEdGd7+jkrogKB8wR0X88robCaAN/MVhO+Sf+rH0Lt2/vWEXhstFu5Ph9zfexxJdvje+ySTs5ORFAAACAASURBVM4/U69Xy+NyNeV8npNsGgQgcC+B+Jnkc3nvebD6dQR0969bkZUgcI6A7mxPf24lsiEwh4Df1TmKqKwkwDezlXRv1NYH8cYSDi89o2ZpqO8tQvGlvqZTysn5Z+m4dk0zzXmsbOVo7L3mYu8xshWjcalXXKuP+a145iEAgXUE4ucxjWkQ+AIBv/tf2C97fAcBv7c1+x27ZRdvIKB7+oa9fGEP/Cvwpaf8tA/irHqlo773eBWf+tR8LDtqyR97j4tzaZxruTj3xRyfO6IZddI4akW93HyMKekoN7duzqd49bkYfBCAwDUE9DlUf82qrAKB+wnozqeeBoGnEPB7W7KfshfqfD8Bv6Pv3+07dshfxHecY3YX+kBmJ1/q1J6979lqKd79Lbu2Ti5X8bm55Gu1Ul7O39JK87m8nK+llctJvp4Wc3tyiIEABOYT4LM4nymKzyDgd/8ZFVMlBP4Q8Lubs+EEgZ0I+B3dqS5qKRPo+zZXzmdmYwL6QG5c4vTStGf1vQsoPvWx+VzOjvG1cS4/56tp+FwuN/o8vmXH3Dhu5Ws+5qVxT4t5PTnEQAACcwnwOZzLE7VnEdD9f1bVVAuB+n8ACB8I7ERA76z6nWqjljKBvm9z5XxmNiWgD2Lqv9R830f27nk5Xj4f7Vx8zRfzfVzLK815fs4u5eX8uXz35XJyPs+RnYuLPsWqj/OMIQCBtQT02fN+7YqoQ2AvArr7e1VFNRBoE9DdjX07kwgIXEMg3k2Nr1mdVc4S+NavCmdpPSz/ix9G7Vl975EpPvXe3F+zPadlz9JJ69S0fK5V0ywtXzPaIzX05BADAQjMIzDyuZ23OkoQuJeA3/97K2F1CBwn4PfX7eNKZEBgPgG/kyV7/qooziTw81vyTGW0biegD+XthVxYgPasvndpxadezX2yNZd6+bz3+Wh7XMuOuXFcyldcbl5zse+JHY3xvLhubuzxyd6xxRqPjLWfmJP88uVi3KdY+Wp9j2YuP+blYvC9j4DO3fv37ZIdQSBPwO99smkQeBKBeH81ftIeqPX9BHQva/37KTx3h/xlfO7ZNSv3D2Uz+CUBvmfZPVtTbKkvafTE98Qk/Vxcbt3euJbmEZ2SVk6j5MvtJfpibpy/exzrY/xP9t7CBS5fuAPpPdI+9TZp3Oo9N8Ye1Yr5Xx6L3ZE+x+tIPrEQ2IUAd3mXk6COHIHc/cz5crn49iDAD0d7nMOyKvSBXLbAZsLar/c9JXp8tM/mH9WL8bXxzNp6tFJMrZ40pxbj5K/1Izk1vZlzsTbG/DjCHeAOcAf2vANH3v7SGR7RIBYCdxPgHt99AqzfIlC6o+5vaTB/L4G/3/LurYPVFxD44gfR95zs3hbzjuT6Gjkd93lszfackl3Lz82VdJL/SKvpRC2P7VnD46NWT/7qmFgf4z2/NHIunAt3gDvQ+/egdVd6dYiDwJ0Ecvf4znpYGwJOIHc/cz7Pwd6PwLFvjPvVT0UNAv6hbIS+Ytr3m+zeFvOO5PoaOR35PK7HVl6u78mPMTkd+WJsaaz4Vp/yY0xJ0/0jOZ6/0o61HR2n2pSjOtP4SIv5R3K/Httil5uXT/1KhlrD+9J6HpPs2DQvfy1Gc97L9vzoS3PJp/9TbOw1r17zaRybYnr7lN8bS9zfs/oKi3i/cuMeFrk8fBDYjUC8y7vVRz0QiHc0jiG0P4Hf/3Lbv2YqPEDAP5QH0h4b6vtNdm+LeT6eoSG9XbVarFR/7LWf6M+NFVvrY14t9uq5WFsa0yAAAQhA4H4Co+9zLi/67t8dFUCgTYB722ZExL0E4h318b2VsXovAb759JJ6aJx/KJP99ja635iXG5fY1WJzc8lXa7mcFF/yl7R64lsxufnkK7VSfC3HtWK+z91tx9p693R33awPAQhA4AsE4hvds+eYE8c9GsRA4G4C3Nu7T4D1ewjEe6pxTy4xexAofwPcoz6qOElAH8rYn5TdNj3uM41bLeYoPvpzWj0xSS8X53qtedVU0mrN+1oeK7u0fvQrvtbHHI1rOZpTrHr5d+hVk/c71EUNEIAABCDw++9sDxN/z6Pdk08MBO4mEO9tGtMgsCMB7uqOp3KsJl6XY7weF537kL75j0rcb++BeV7M8bmaHfNK45qG5kq57ldsrff4ll3TSXNHW9TryY85I+v2rHM0JlfXLrUd3QvxEIAABN5IIL7TrT3GeB+3cpmHwC4E/N7K3qU26oCACOhueq85+ucQOP5t8Dl7+3yl/uHM2W8ENLpPz8tx8flo5+Jbvqjh41auz3tetD2ux475cdyj4TEj+TFHY9e92lYNuf7qWlgPAhCAAATyBOIbnY/6643xGv+NwILAMwjo7qp/RtVU+SUCupvef2n/b9krPxy95STDPvyDmbND+GuGca89G2vlxPk47lnDY2J+HHtszY55uXEt3+dyuSWf55XsXG4pNvrP5EatGeNcPfLN0EcDAhCAAATOE9C7rL6lqDjvWznMQ2A3An5/k02DwI4EuKc7nsrxmnhhjjN7REb8gMbxIzYxUOToPj3Pl3V/y/a8nN3Kj/M5DflibGusvNjn8npiUl6p5TRr8VHnbH7UOzMu1SL/GW1yIQABCEBgHgG9y+pryorxvhafm/PcHW3VfKa2MxopV2tLR330p7GabMVorPnUay7nU7xiYl/KycXJpxyNe/pcTvKlXG85LcV5bC6u5JO+57um/Op9Trny+djtnrUV06Pl2rJb9UlX66gv+TVf6nPryqc+5eZa9MdxytG60Zae5tVHv8Y79LHGVk2KV1+LTzFqis/1pZjo15j+PIG/J3NeC4XNCOQ+ZPJtVuq0crQ/9b3Ciq/1Ja1cjse25hWbi0s+b7kYn3c7xtbm4joeKzvqadyaj3GKz/WKLfW5nJW+Uh3yr1wbbQhAAAIQ6COgN9n7WqbHJbu3xTzG//z/l2FYwII78O07UHpH473wuDi3euxrYx8n0P/X8rg2GRsQKH0ANyhtSQlxv72LxDwf92h4fMueqdfSatWS5o+2Hs1cTM86ubzo69GZERPXzY1nrIMGBCAAAQicI3D0fY7xPavHHMbf/pLM+XP+3IHfdyD3lkZOHhPnrhj7+tjHCBz/1nhMn+ibCZQ+gDeXtWz5uN/ehWKexr35ilNerldMb5/TkK9XI8UpJ9cf0fHYnJb7FJvzaS7Xe3zNzuXO8tXWjXOz1kQHAhCAAATOEeh9n3vjvJqYw/j3F0aYwIQ7wB3wd1N2vBfypz7OXTH29bGPEeCHo2O8Hhmd+xA+ciMdRce9dqT8FxLzNO7NV5zycr1ievuchnwzNJLWSFMNtV66HiNfrff4ZKtFv8aan9VLN/bSL/k1Tw8BCEAAAvcQ6HmfY0wa97Yzub1rrI47st9SLc6hFCO/YuNY/lqvnNgrJ/llq1dsGnvTfK3P6cX4nKZ8Hiufep+LtmJir7jkdzvGaRxj4th1fC7ZavJHn+a9L8UqV33K8diZtrRVl9ZsreHxrdg4r1ytrTV9HHOOjnNauXWP6l4R73XK9nXlU+9zV9pan/4Ygb+vxbE8oh9GIH4YH1Z+d7mj+4x5Pu5Z3ONbdkuvle/zNS2PS7a3OBfnPdbtXF6vz3VKdtTyuDinscecsaUXe9eszXkcNgQgAAEIXEcgvs1pnGsxLheT88W8kn4uF99vApHn7wg8ELiOgN/H61Z9x0rOLvcunp0/QymuHcdntL+am//L+lUaL973Vz4so/uMeXFcuxoxNo29teYVOyuuVyet2xt7Jk652metV6z6GCt/ro+xPeOcjvtyGq35XA4+CEAAAhBYR8DfZdm51TSnPhdT8ikn9bTzBOB5niEKcwhwF8c5Orvc2+jzuVV8Ppefy+n1Re3cuFeLuD8E+Ov3kZsQPyxv3XbcZxq3WsxRfPRHrda8dNTn4ks+5ZT6Ul70l/LdH3PSWK02p5hcPyuvV1vr5eJzPsXX+p68XAw+CEAAAhC4nkB8z2MFcT6Ne1vM7c0jrkwApmU2zFxHwO/hdau+ZyXnJ1u701i9/N5rTr3PnbWl2erPrvOl/P6/ml+i8tK9xg/OG7c5ukfPi1x8rmTHnNq4pCF/LTfOKSfXx9jWOKcRfS0Nnx/JPZITY2eNfQ/RjmvEecYQgAAEIHAPgfg+p7Fabu6MT7r05wj4GZxTIhsCxwn4/Us27TiByPDs+HgF5YwjtZRVmHECfEqcxsvt+AF643ZH9+h5OS4+H+1cfM0X8+O4lutzMS+OPbbXjho+7tVQnOcmu6fNyIkaR8atGqNWK555CEAAAhC4hkB8n1eOr9nR+1eJZ/T+HbPDnQj4/duprifV4gxn2DP3nqsn6ef88s1c/41afd/m3rjzD+5JHwr1b0SgvXnf2qfHJju2OJ8bx5zcOJdX8uXy5SvllPzKa/WlfPlb+XFeeerjfG6sWPW5mJJPOUf7kl7OH7VzMfggAAEIQOB6AvF9Xjm+fnfvXdHP6b27ZGe7EfB7l2zaGIHI8ex4rIp8Vq4WRebm5FMM/W8CfFJ+M3mtRx8I79+2Wd9bsntaLac0F/2ttVrxrXntI8bJ732M0dhj3Na895p3n2zNlXrFxb4U7/6RHM+XHXV8rJiR3nWSTYMABCAAgT0IxPd55XiPHb+jinhO79gVu9idgN+73WvduT7nOMOeuddcPa6fm5fP47D/EuCbz18Wn7D0gVD/tk1rX+p796f41KfmY9k5Lc1573Hud9tj3PaYlu15ObuUr9jW/Kw4rSO9Wq9Y9bXYO+ZUl/o7amBNCEAAAhD4TUDv8lX97wrwjBKIZzaqQx4Eegj4feuJJ6ZMwFnK9mj5vNe8+2RrblYvXfVRV/5cH2MZ//svPxx96BbkPhTJ95Sm+kv1at77Umz0e060Y2xuHHNK41xuzlfKT/6jrablcz26Hn/UHtHvybkyJu75yrVZCwIQgAAEygRWv8+uX66CmVEC8B0lR94RAn7Pkk07R+Asz7P5rep79GOMj1v6X5vnE2Mn7hcF+5/sf+vmaVzseKtmaV/VpDBZ0kj+o22mVlq7pne0vpaW9GJcD4ORnB7dWTG71zdrn+hAAAIQeBqB1e+z6z+NzRPqdb7JpkFgNgHu2Gyiv79fHF1h5Zkc0Y6xPj66pzfH8zJ3fKn2y4P9rB+Uej+8uXPtzVVcTkM+xfT0yqn1PToeU9NKc0dbTU9aMUb+Wj+SU9ObPbd7fbP3ix4EIACBpxBY/T67/lOYPK1OGD/txJ5VL/dr/nk502QfbWfza+sd1Y7xPq6t86W54yf8Mjp+KbCf9aNQz3n1XteSVk9+KTfnr+nl4pNPLTevuVqfy8v5aho+l8uNvhSf87lOzh7Jyems8u1e36p9owsBCEBgdwL+Pq+odbX+ipqfqJk40yAwm4B/frlj8+ie5Xo2v7UT12/FpnmPj3ZP/ttjPv06xwvB+H0/HKUzbbWecy9p5HI9tjWv2Bgnf66PsWmcaz1xPTHSrsXm5qJPOrV+JKemN3tu9/pm7xc9CEAAAk8hsPp9dv2nMKFOCEDg948BMJlHwN/FZB9tZ/Nb643oxxwft9Z7+/zxE34JEb8EOdu3Ged9Ltlp3pvi3Veyj8SWNPD/JSCe6v/OlC3Fqlekxt73zCnGe9do2Z5Xs3M6Kb7kH9E6qpdbW77a+ppTrHr5d+lVl/pd6qIOCEAAAl8noHdZ/Wwe0k09DQIQeA4BPrvrzsrZjryNZ/NbOzujH3M1bq355vlP/vXTwZf6Nx/4F/bm59q731KO+0t27xoprqSR/COtpqe5Xl3Ft/oevZzGSF5PzpUxcV9Xrs1aEIAABCBQJrD6fXb9chXMQAACOxHgc7v2NJxvso+2s/mt9c7qx3yNW+u+df74CT+chA681j98i58uP3euPUA8L8b7XLRjbGsc833cyi3Nu0a0Szklf8yP41Jezj+SO5KTW3uVb/f6Vu0bXQhAAAK7E/D3eUWtq/VX1PwGTXF/w17Yw/UEuD9rmYuv+qOrKU/90fxWvHTVt+LjvPJyfYz9wvhTPxzlDj3n+8LBv3WP8Tx79+l5nuP+ku3xNbuUH/01jTgXc3PjmFMb5/LdV8uNc56X7J42ktOjOytm9/pm7RMdCEAAAk8iEN/m3r85R/YY1ziSS+w4Aec+rkImBCCwgoB/Pkfe3bP5tT1F7ZH6kn5OR77a+m+c6/s294Kd64Bb/Qu2+uktxPPtheF5ynGf7DQn23vl5HqPk+1x8nnv8znbY2UrTuPYaz7Xx9jWOKchXylX87U+5tZi75jbvb47mLAmBCAAgbsJxLc5jWc3X2O2NnplAs59xbmWV2bmyQS4K9ec3tnP59n81i5n6UcdjVvrv21+/l/WDQnpcGOvUkt+zdM/h8DoWca8OM4RiDFp7K0177HJ7o2/I+7MmsqN+82NFas+F3OnT3Wpv7MW1oYABCAAgb8E9C6r/zszx5Ju6mnXEnD28L+W/dNW465ce2JneZ/Nr+02aqfxmTZb70wtd+WeI3hX1QfWzR1yvDgx5oA8oZsRGD3LmOfj1hY9tma3dDSf00hzJb/ySn0ur+Yr6ZRqqGn5XE1Xcx6f7N3a7vXtxot6IAABCFxFYPX7vFr/Kk5PXQf+Tz256+qOdySNaesJOPejq3nu7POK2jP0o+bR/T49/tWfqHi4GsdDk199nGf8HAI6Q+97qvd42T15ilFOrlfM0T6n5b4jep5Xsnv1SvnuT1o+TnZPG8np0Z0Vs3t9s/aJDgQgAIGnEfD3eXbtrp1s2j0EOId7uD9lVe7H9Sd1lvnZ/NqOV2iv0KztYbe51/71iwerce4ANKc+F4PvGQR0hup7q1a89725Kc7zon1Ex2Ojjo89rtf2/Gj3aigu5vu4FCN/rXedZO/Wdq9vN17UAwEIQOAqAqvfZ9e/ak+s85uAn0OyaRBIBLgX99yDs9zP5rd2PVs/6qXxl9ord5s71NrBxvgvXYC37XX0LGOexj18FNvqe7QU09JK80faTL0erVxMT70xryfnypjd67uSBWtBAAIQ2IVAfJvTeHbzNWZro3eMgJ/FirM+Vg3RdxPgPtx7As7/aCWeu+KzPFt/tt5RXnfHz//LevOO4oFqXCtLMeprscztTUBn6H1PxR6fs3MarbjcfPLVWi5H8bm5ET3lHNXLxau21Ofm3eexJdvjk71b272+3XhRDwQgAIGrCKx+n13/qj2xTpmAn0eyad8kwD24/9z9DI5W47krPsez9WfrHeV1d/zrXtp4oD2XMObcfSisP05g9CxzeTlfqiz607jWeuJzMSXdXGxu/TNxvnavTomN8nM1Rp9i1cf5u8eqS/3d9bA+BCAAAQj8IaB3Wf1sLtJNPW0PAn4mnMseZ3JlFZz/lbTLa/k5lKPyM5674jM8W3+2Xp7Kvt7X/fWLB9pzCWPOvsdFZS0C8SzPnn9OL/paNWk+5tXGyqn1tfw4V9PRXMwpjRVf63O5tXjNxTz5d+l3r28XTtQBAQhA4GoCK9/nldpXc3rbepzN2060bz+cex+n1VFnz+Fsfmt/s/Vn67Xq323+9T8c9QD/+iXoYfSUmJGzbOXEeR+PcPH8aB/Vi/m58RHNXL77zmj15Ppayd6t7V7fbryoBwIQgMAVBOLbvOLvh69xxZ5Yo5+An82Ks++vhMjVBOJZc96ridf143nUo3/Pns3/rfjTM1t/tt7Pavcf7ffN7CSzkQMdyTlZJumLCIyepefF0nwu2jG2Zxw1fNyTH2M8P9oxtjWO+XHcyvf5kdyRHF9ztb17fav3jz4EIACBXQmsfp9df1cGX63Lz0b2V1m8ed86W+/fvN8n7M3PItlH29n81nqz9Wfrterfbf74Ce+2g1DPyIGO5IRlGW5CIJ5lGve0XF7OJ604J3+rj3m5cUvD53P50efxNTvmlcY1Dc3lcjVX62NeLfaOud3ru4MJa0IAAhDYgcDq99n1d9gvNfwk4Ocj+2cEoycT0Jl6/+T9vKn2M2fiucme3Wbrz9abvd/VevNPaHXFDf14oD2XMOY0lmB6YwIjZxlzcuPclnvjUm4rtjUf18/FJ59abl5zse+J7YlJurk4+eK6ubFi1edi7vSpLvV31sLaEIAABCDwh4DeZO9ns1mpPbvWL+v5OSWb9nwC8Uw5133ONJ7N0crO5rfWm60/W69V/27zr3tR44GmcavFnFY88/sSGD3LmKdxz04V673y3Cdbc7HXfOx74mKMxlErjdVqc4qJfS6n1xe1cuOolYu507d7fXeyYW0IQAACdxJY/T67/p37ZO02AT+rZNOeSSCeo8bP3M07q9aZqD+6S+WpP5rfipeu+lZ8a1466lvxb5t/3Wuqg1Tfc2CKVd+TQ8yeBHSG6nurVLz3vbmK89ySrdhaX8rN+Ws6msvl5XyKb/W53OhLGjnfUe1W/NXzI3u6ukbWgwAEIPA1AvFtTuPZzdeYrY3eGgI6szXqqK4koLPzfuV6aI8TOHtGZ/Nrlbt2ss+22Xpn67k6/zzBqyturDdyoCM5jTKYvonAyFnGHI1HtqDcXH9UL6ch30ytpHm0qY5cL604J3+tH8mp6c2e272+2ftFDwIQgMBTCKx+n13/KUyo8ycBneFPL6MdCeis1O9YIzWN/YfEkZvOOPWzm2vP0l+hOXvfq/Tmn9CqSjt1Rw5zJKezHMIuJjB6ljFP4yPlK6fUH9FKsSWd5D/SajqaW6EnbfU9ayhWfU/OlTGqS/2Va7MWBCAAAQiUCehdVl+OHJuRbuppzyPg58cZ7n9+fl77V/vtCs+e1dn8En3XlV2KPeKXVuq/1l63Yz/M3gMdyfnaRXnKfkfPMubFcWv/pfjoT+OelsvL+VpauZyar6aXy/P43Lz7PLZke3yyd2u717cbL+qBAAQgcBWB1e+z61+1J9aZR8DPz+15K6AEgW8SOPt5Optfo+7ayZ7RXHOG3pM05hDcaMd+mL0XZCRnoy1TihEYPcuYVxrbUsX/RpDHyI568sc+xqWxt9x8jFF8LlZz6nMxUa8npqUXNRUf+7hWnL97vHt9d/NhfQhAAAJ3EVj9Prv+XXtk3fME/BzdPq+MAgS+R8A/Q8keaa4xkl/Lce3R+lw/6s3QdP3d7bET3nhX8UB7Sh3J6dEl5noCo2fpebFqn6vZMS+Oc7mKqc0pxvtafG3ONdzO5ZR8nleyc7mlWPfHPJ/bwd69vh0YUQMEIACBOwisfp9d/479seZcAn6esueugFqNgJirr8UytzcBnWHqR9rZ/NKariu7FNvrl4763ry3xI2d8Ma710Gq7ylVsep7cojZk4DOUH1vlYpPfa75fLRz8TVfzM+Na/k+l8t1n8f22J4b7Z58jxnJH8nxNVfbu9e3ev/oQwACENiVwOr32fV3ZUBdxwj4mbp9TIXoIwScs9tHNIjdi8DZczybX6Ph2sme0Vxzht6TNOYQ3GjHfpi9F2QkZ6MtU4oRGD3LVl6c97Et3216frS7RRr/D7ST7tEWa/HxWa2efF9vpP6eNc7E7F7fmb2RCwEIQODJBFa/z67/ZE7U/puAn63bvyPxnCHgbN0+o0nu/QTOnuXZ/BoB1072jOaaM/SepDGH4EY79sOU3SpPcepb8czvS0BnqL63UsWnPjafq9kxrzSuaWiulOt+xbZ6zynZLQ3Nl/Ldr9jYe0zJHskpaa3w717fij2jCQEIQOAJBFa/z67/BB7UeIyAn2+0jykR7QQiyzj2WOxnEvAzHdnB2fzamq6d7BnNNWfoPUljDsGNduyH2XtBRnI22jKlGIHRs8zlRV8ax9YTo5xWbGteOqmvxdbmXEN2K741X9PxXMXVeo9P9m5t9/p240U9EIAABK4isPp9dv2r9sQ61xPwc4729dU8d8XIzsfP3RWV5wicPduz+bma5HPtZM9orjlD70kacwhutGM/zN4L4jkbbYVSBgj4Wfaef1om5sVxrZQYq7FyNI695r2PMRorRmPvNRd7j5GtGI1jr/lcH2OPjnOaOZ/r5ubv9HltyaZBAAIQgMAeBFa/z66/x46pYiUBP+9or1z36dqRlY+fvjfqzxM4e8Zn8/NV5b/blWJ7/V5rsr/WXrfjkQP1nK9dgLft18/yyAc65ml8hI9yevqW7gwNrTFTK2m29HLrytfTu35P/JUxXluyaRCAAAQgsAeB1e+z6++xY6q4ioCfPX/7f1OPfOL4dwaeNxHw8z66L89N9uw2W3+23uz9rtabf0KrK27ojxyo5zTkmd6cgJ9lsntbzDuS62vkdOTzuB5bebm+J99jchryeVyPrbxcH/M9Js6VxiM5Ja3Zfq8t2TQIQAACENiDwOr32fX32DFVXElA5x/XlD/1X2q+75z9JRZf36uf/1EWnpvs2W22/my92ftdrTf/hFZX3NAfOVDPacgzvTkBP8tk97bRPNePGrmxx9fsXG701fJ9Lublxh5fs3O50af8kl/zpX40r6Q3079zbTP3iRYEIACBpxFY/T67/tPYUO86An4vor1u1fuU4x7j+L7KWPkOAmfP/2x+bc9RO43Ptqh5Vu9p+ecJbrbjkQP1nM22QzkHCfhZJru3xTyNz+ZLx/uapsf12iW93nzFlXSSXzHee7z7S7bH12zPr8XdMee1JZsGAQhAAAL3E4hv84r32de4f8dUsAsBvxc1e5d6z9ZR2uNZXfKfS8DvxNFdeG6yZ7cV+q45u97d9eaf0M079sPsvYAjOTdvk+ULBEbOMubEcWGp/9wxNo1zLRcXY3MxOa3kq8Xm5uJa0s3Faq61jsfJzunJp5hWr/jU79a8th3r240X9UAAAhC4isDq99n1r9oT6zyLgN+RHnu33XnNpdoUU5rH/z0CuhOpP9o8dyS/td4Kfddsrf+2+eMnvDkBP8zeCziSszmGz5Y3cpYxpzR2qLkYny/Zubycr5Tv/lxezuc5JTuXl/OV8t2fy0u+3ub5vTlXxXltR/Z00r07VwAAIABJREFUVX2sAwEIQOCrBFa/z67/Vcbsu5+A35cjdv8K45E99Yyrk/klAvEuHd372fzWeiv0XbO1/tvm+7/NPWTnfpjJ7mkjOT26xFxPYPQsPc+rdn/J9vgeu6ST/EdbTeuoXk3rSF0lnR6NmNuTc2XM7vVdyYK1IAABCOxCIL7NaTy7+RqztdF7NwG/O0ftEpmjOkfjS+vih4ATiPfK53rss/mtNWbrR700/lJ73W5HDtRzvnT4b9yrn+WRD7PnRS4+F+0Y2zOOGj7uyfcYz83ZHtuyc/nytXI1r/hcr5haH/NqsXfM7V7fHUxYEwIQgMAOBFa+zyu1d2BHDdcSiPepNc5V18oZnc+thQ8CNQJ+12pxuTnPTfbsNlt/tt7s/a7Wm39Cqytu6McD7bmEntOQZ3pzAn6WPWev7XiefOp9LmcrrqfP5Zd8Nb1STslf00pzpbzoL+nEuNy4lOv+mOdzO9i717cDI2qAAAQgcAeB1e+z69+xP9Z8PwG/Y8mutRg7Mq7pMweBXgJ+93pzFOe5yZ7dZuvP1pu939V6809odcUN/ZED9ZyGPNObE/CzTHZv8zzPcX/N9pycncv1uNx88uVaLjbGjcbENXM6HlObj3Oxxtw45vhaufirfbG+q9dnPQhAAAIQyBNY/T67fr4CvBC4l4Du6L1VsPrXCOjepX6knc2vrenao/VF/RWacY1dx2MnvOtuMv/NiZ5S/QL0xBOzLwE/yyMPRMzLjeOue2JSToyLOj6OsT1jz3e7J9djPDfaHlezPS/G+VzJHskpaa3w717fij2jCQEIQOAJBFa/z67/BB7UCAEIQOAKAmffxrP5tT26drJnNNecofckjTkEN9qxH2bvBfGcjbZCKQME/Cx7zz8tE/PiuFZKjNW6JX9NS3O53OhTbKuPeblxSyPN5/LcFzVqczFWY89J9m5t9/p240U9EIAABK4gEN/mFX8/fI0r9sQaEIAABJ5A4Mzb6Lmr3+1Z+l7zE85nZo37fTM7uTs/zN4L4jknlyf9ZgJ+lr3nn0qOeRr3bkfxtb5XS3GztGo6aa63HdXx+DNr9OZeEed7OsLuitpYAwIQgMCXCax+n13/y5zZOwQgAAEncOZt9Nxkz26z9Wfrzd7var35J7S64ob+yIGO5DTKYPomAiNnGXM0ProF5cX+qI7io04cK67Wx5zSuKaR5kp50e86Puf+lu15yd6p7VzbTpyoBQIQgMDVBFa/z65/9d5YDwIQgMCOBPxdTPZIc42R/FqOa4/WF/VdM869fTx2whtT8cOU3SpXcepb8czvTUDnmPre5jmye3NTnHJK/UwtX6Om63FuK8d9sjWnXn7vNafe52SnOdnqFV/rFau+FnvHnOpSf0cNrAkBCEAAAr8J6F1W/zvinEe6qadBAAIQgMAfAmffxrP5tXNw7Vlvt2vW1n7j3Ov++vlh9l4Qz3njIX9tTyPn6TnRrvGLsRqnHNneH9XKxbue7Bgnv/cxJo19XrbiNPZec7H3mJIdc3LjmJuLudO3e313smFtCEAAAncS8Pd5RR2r9VfUjCYEIACBlQT8XUz2SHONkfxajmuP1hf1XTPOvX08dsIbU/HD7L0gnrPx1iitk8DIeXpOzo5L52KSL9dysR6Xmy9p9eTl9Dwv2rn46Is5pXHM83Epx/0eL9vn77ZVk/d318T6EIAABCDw8z8IWcGDd38FVTQhAIGnEzjzNnpusme3FfquObve3fXmn9DNO/bDlN0qSXHqW/HM701A55j63uY5you+1ri2VivX52s6cc7zcnaML41zufKVckp+5cW+FO/+kRzPX23vXt/q/aMPAQhAYFcC/j6vqHG1/oqa0YQABCCwmsCZt9Fzkz27rdB3zdn17q43/4Ru3rEfZu8FHMm5eZssXyHg51kJ+zFVynF/yf4h1BiUNJJ/pNX0jmjO0tEecnqaq/UxrxZ7x9zu9d3BhDUhAAEI7EBg9fvs+jvslxogAAEI3E3A38VkH21n82vrRe2R+qJ+1Izzbx8fP+HNiYwc6EjO5hg+W97oWXpehOdz0Y6xrXHM93ErN857bsmOOXFcyiv5Y35uPDM3p3+nL+7tzlpYGwIQgAAE/hJY/T67/t9VsSAAAQh8m8CZt9Fzkz27zdafrTd7v6v15p/Q6oob+iMHOpLTKIPpmwiMnqXneenuL9keX7JLudFfynd/zNFYMRp7rzn1Pue25tX7nNuaj73HRDvGlsaeV4q5y++1JZsGAQhAAAJ7EFj9Prv+HjumCghAAAL3EzjzNnpusme3FfquObve3fXmn9DNO/bD7L2AIzk3b5PlCwRGzzKXF31pnFrJXygpG1/T0lxOr3ftXFzNl1tLvlKe5lNfinG/x5dsj0/2bm33+nbjRT0QgAAEriKw+n12/av2xDoQgAAEdidw5m303GTPbiv0XXN2vbvrzT+hm3fshym7VZLi1Lfimd+XgM5QfW+lii/1OZ1cbIzriVFOLTY3l3ytVsqTv5Xv88pp9cqJcfLX+piTxju1WN9OtVELBCAAgS8TWP0+u/6XObN3CEAAAk7g7Nt4Nt9ribZrJ3tGc80Zek/SmENwox37YfZekJGcjbZMKUZg9CxjnsYmXTQV2+qLAjbR0tC8pTRN5eT6ZnIIyGm4z8Pdn+yeFnN683q0Z8TE+mZoogEBCEAAAucJrH6fXf98tShAAAIQeAeBM2+j5yZ7dov6M9Zwzdn17q43/4Ru3rEfZu/lGMm5eZssXyAwepYxr/fuqIxcvvsU19N7Xs7u0VBMLj/6FNvTx9w4do3anMe5PZLj+avt3etbvX/0IQABCOxKYPX77Pq7MqAuCEAAAlcS8Hcx2SPNNUbySzmuK7sUe8QvrdR/rb1yx0cP9Gj81y7Jk/brZ3nkAx3zjuQmPrl89x1h6Hk5u0erlpebS75WK+Xl/Ekr+lv6ozk9urNiRvY0a210IAABCECgTGD1++z65SqYgQAEIPAdAv4uJnukucZIfi3HtUfri/quGefePh474Y2p+GH2XpCRnI0RfL40P89eGJ4T7ZZGjC+NZ+lIP6enudifiY1aGrumfLXe40t2zC/F3eXfvb67uLAuBCAAgbsJrH6fXf/uvbI+BCAAgV0InHkbPTfZs9sKfdecXe/uevNP6OYd+2HKbpWkOPWteOb3JaAzVN9bqeJrfdTKxXpMbj75ci0XG+NyMa6Xm48acZzLOaNZ0pM/rh/HivM+xtw59rqSTYMABCAAgT0I+Pu8oqLV+itqRhMCEIDAagJn38az+bX9uXayZzTXnKH3JI05BDfasR9m7wUZydloy5RiBEbPMpcXfbWxlfDLrOWV5n6JmKOU434L7zI9t2R3CWX+J2rS68lXrPqenCtjVJf6K9dmLQhAAAIQKBPQu6y+HDk2I93U0yAAAQhA4A+Bs2/j2fzaObj2rLfbNWtrv3HulX/9jh6ox8+6VG+8LE/Y0+hZel7cp8/l7BhfGudyo6+UG/0xz8cxtnfsGjn7rE5Pfly3J+fKmN3ru5IFa0EAAhDYicDq99n1d9o3tUAAAhC4k8DZt/Fsfm3vrp3sGc01Z+g9SWMOwc12fPRAPX7WpdoMyWfKGT1Lz4uwfC5nx/jSOJfrvlJe9HtOyY45rXFJJ/rP6LRy03xcL413arG+nWqjFghAAAJfJrD6fXb9L3Nm7xCAAAScwNm38Wy+1xJt1072jOaaM/SepDGH4GY79gPtuSRH4zfbLuUEAn6eYao4LOW4v2UXxQs/iOT0Zmi4bk0vzXms28pzn9uaV+9zNVvxpT7mluLu8u9e311cWBcCEIDA3QRWv8+uf/deWR8CEIDALgTOvo1n82scXDvZM5prztB7ksYcghvt2A+z94KM5Gy0ZUoJBPw8w1Rx6DklOybn4mJMGrfiWvM9Glq3R2tWbG6t5FOL8/K3es9rxV4977X5Xq+ug/UgAAEIQOAngdXvs+v/XJkRBCAAge8SOPs2ns2vkXftZM9orjlD70kacwhutGM/zN4LMpKz0ZYpJRDw8wxTxaHnRLuYVPhRKOb7uKTlMS27pOH+nIbma3OKyfW5PPfFHJ9Ldm/zvN6cq+K8tiN7uqo+1oEABCDwVQKr32fX/ypj9g0BCEAgEjj7Np7Nj/X42LWTPaOt0JxR1xUacwheUWnnGiOHOZLTWQ5hNxDw8+xd3nPcPpsvrRk6vRqK09qtXvE9fU0r5sfYOJ8bj+TkdFb5dq9v1b7RhQAEILA7gdXvs+vvzoL6IAABCFxF4Mzb6LnJnt1W6K/QnL3vVXrzT2hVpQd0/UB70o7G92gScx+BkfP0HLeP7MLzot2rE/N83KvhcZ6fsz22Zudyc76ooZjoL40V730p9g6/15VsGgQgAAEI7EFg9fvs+nvsmCogAAEI3EvA38WRfxefzW/tfoX+Cs3WPnaZf903n5HDHMnZ5QCp4zcBP8/fs3mP50Q7n/HTG3Ny458ZP0e5+JLvZ2Z5VMqP/rJC/v8/U8r3FvVKY8+p2Z5fi7tjzmtLNg0CEIAABPYgsPp9dv09dkwVEIAABO4ncOZt9Nxkz2xRe4Z+1JxZ7xO05p7QBjuOB9pzSWLOBtughBME/Dx7ZTynZOe0crGKy80lX2y5OI/Jzed0enKOaOVifY1o5+LdF+NL45GcktZsv9eWbBoEIAABCNxPIL7NK95nX+P+HVMBBCAAgT0InH0bz+bXKLh2ss+22Xpn67k6/zzBqyturDdyoCM5jTKYvpGAn2dvGZ6T7NSiT/7WXFwzp1PyxVwft3Ja866V7FJ8zh9zS+NcrnylnOhXfOp3a17bjvXtxot6IAABCFxFYPX77PpX7Yl1IAABCOxO4Mzb6LnJnt1W6Lvm7Hp315t/Qhvs+OiBenyyac8m4OfZu5Najs+V7J51Srny92ikGMX39D2aLZ0eDY+p6XlcyY75pbg7/DvXdgcP1oQABCCwC4HV77Pr77Jn6oAABCBwN4Ezb6PnJnt2W6HvmrPr3V1v/gltsGM/0J5LeDR+gy1SQoFAPMue809SMc/l41wce2zNjnk+ruXl5jw3Z+dySr5cvnylnJJfebm+lBP9nhvn7h57bcmmQQACEIDAHgRWv8+uv8eOqQICEIDA/QTOvI2em+zZbYW+a86ud3e9+Se0wY6PHqjHJ5v2XALxLHvP0/Pi7n2uZMecOC7lRX/MK41jXhyX8qI/5uXGMSc3zuVFXy4v5/O83PydPq8t2TQIQAACENiDwOr32fX32DFVQAACELifwJm30XOTPbut0HfN2fXurjf/hDbY8dED9fhk055LIJ5l73l6nnbvvh5bed7n8lrzKafWcpo531ENxee0SjXlYks68tf6qFeLvWNu9/ruYMKaEIAABHYgsPp9dv0d9ksNEIAABHYgcOZt9Nxkz24r9F1zdr27680/oZt37IfZewFHcm7eJstXCPh5VsJ+THlOzv4R/L9BLi75UqvN9WrFuJzm0Zichmru0Srly1/TiHO5sXTU52Lu9Kku9XfWwtoQgAAEIPCHgN5k72ezce1k0yAAAQhA4Od3nqM8Vr+rK/Rd8+h+nx5/218+/6OrA4gwS/4Yl8aKzfW5ePmOxiuPfk8CI+eZy4m+0m5jXG1c0pC/lluaU676UlzNr9zY13Jycz35McbHOc3k26nFGneqjVogAAEIfJnA6vd5tf6Xz469QwACzyRw9l08m1+jFrXT+GxboXm2pivzzxM8WG0OOL5/qj98wQc+3AHuwBvvgP58pL2lNrpH1+nVUM5IrzVirvtztnzqU77bUU9jxeza31Wnrys79TlOms/NyZeLiT7X19wVfazxijWftIb4eD+7ftdO9g5tlzp2YDFag861ll/j7PluJ71aXm290pz0Z/SlNUr+GWuiUf63rHM/wsnz3E4auebaad7Hskt+zae+FvPfZEW7Nu9r5GzPdVs1JV8uL+eL+bmYO3yqa8c+f6sWVnrHAbBm+aGCDWy4A9yBr9+Bnj95VzDK1XHFuqzBG8Ad4A5wB+67A7m3P/pmn0/UL41nr4veffcM9s9hX/o83u2//IejIxvWBW/lKK7WJ43a/Jk51Rc1Sv4Yp3EpvuXXfK6P2oqJ/jj2ONmxTzlH2pH4Uj1arzQvf+yVpz7NpxbjSmPlHclpaZXm8T/nYZ9xVrpTumM5zdpcLr7k69FRPSWNUX9Jt1RTyT+6fi1Pa9X6Wv6sudz6s7TR+da7wnlz3tyB59yB3Nuf880805x+zjdzTbSecyc5q3vPKvdZ3MF37Jv/DhU3aogXvRH+3/RITo8uMfcQOHqeMT439p3k5pMv13Kxubjkq8Xm5nJr5uJ8vdZ8qY7cWqVYrRfXkr/Wj+TU9GbPxfpKXGavix4EILCGAJ/hNVyvVr3ibY5rXL1H1oMABL5JQG/PjrtXbd4fqdPzkj2zRW2Nz6whDe/P6D0td+4JbbB7P8hk97SRnB5dYu4hMHKeuZzoq41rO83leXxuPvlyLReruNqcYtSXYnP+5Ku1XE6Kj/6ahs95nvt3sL22ZNMgAAEIQGAPAqvf59X6e1CkCghAYDcCent2q0v1qL7Uj7Sz+bU1XXu0vqjvmnHu7eOxE96Yih9m7wUZydkYwedL8/PshVHL8blo9+qnuJhbGrc0S3nub2n01tOjoxhfP2crrtV7biv26nmvLdk0CEAAAhDYg8Dq93m1/h4UqQICEIDAMQL+Nh7L/BN9Nr+2pmsne0ZzzRl6T9KYQ3CzHR89UI+fdak2Q/Kpcvw8ezdey/G5aPfqKy7mx7HiWn3M83Er1+c9L9oe12tHDR+PaPTmXBXn+0k2DQIQgAAE9iCw+n1erb8HRaqAAAQg0E9gxrvoGv0r90W6drJnNNecofckjTkEN9qxH2bvBRnJ2WjLlGIE4ln23IGYY3Jd/y0hj2/Zca04buWn+ZiTG1+pk1trtKa4v5z2nb64rztrYW0IQAACEPhLYPX7vFr/706wIAABCDyHgL+NR6v23GTPbrP1Z+vN3u9qvfkntLrihv7IgY7kNMpg+iYC8SzTuKfl8qLPdeJczzq5nJLP15Jdi63NKV99KbbmV25vn9Maye3NuTLO93bluqwFAQhAAAJlAv42J3t2W60/u170IAABCFxBwN/GkfXO5pfWdF3Zpdgjfmml/mvtdTv2w5TdOlTFqW/FM78vAZ2h9z3Veny0a/kxNo1jmxHTo5HWzcW1fLHemk4u1n21tTyuZrtGLe6OOa8t2TQIQAACENiDwOr3ebX+HhSpAgIQgMAxAv42Hsv8E302v7Sm68ouxR7xS0v9kdynx77um48OUX3PASlWfU8OMfsS0Dmmvrd5jts9+R4vO+XJ9r6l57E1e4ZOS+PIHmq1aq5nvbhmb85VcdqL+qvWZR0IQAACEKgT0Lusvh59fFa6qadBAAIQgMAfAmffxrP5tXNw7Vlvt2vW1n7j3Ov++vlh9l6QkZw3Xoa37Onoecb43nsTeeV03BfjS2PPiXYpJ+ePuT7OxZd8ntdrS8vj5Wv1IzktzVnzXluyaRCAAAQgsAeB1e/zav09KFIFBCAAgWME/G08lvn7P2Q/mt+K99qSPaO55gy9J2nMIbjRjv0wZbfKU5z6VjzzexPQOarvqVax3vfkxRjPdzvG1caeF+1aXpyLuT6OsT1jz6/ZruVx7q/ZIzk1vdlzu9c3e7/oQQACEHgCAX+bkz27rdafXS96EIAABK4g4G/jyHpn82trunayZzTXnKH3JI05BDfasR9m7wUZydloy5QSCIycZ8zROEhXh8op9dXk/02WcqO/phVja+OaTm7uqJbH5/RyvpGcnM4Kn9eWbBoEIAABCOxBYPX7vFp/D4pUAQEIQOAYAX8bj2Xy3zg6yuvu+Fd+8zl6gT0+2bRnE/Dz7N2J5+Tsmk4tvjbnmq241ry0WnG5+eTraaVc90ed2lyM1XgkR7mre68t2TQIQAACENiDwOr3ebX+HhSpAgIQgMAxAv42Hsv8E302v7amayd7RnPNGXpP0phDcLMdHz1Qj591qTZD8qlyRs4zl5PzOcg4n8a5lotTbG3uiFZOJ5cv34z4nEbyqcV5+Vu957Vir5732nyvV9fBehCAAAQg8JPA6vd5tf7P3TCCAAQg8AwC/jaOVHw2v7Sm68ouxR7xS0v9kdynx/79lvf0nVj9OsjU9zSP783p0SXmHgJHz7MWH+dq49Zua7maa2mkecXW+h6dkpbnltboiYm5nlOyR3JKWiv8u9e3Ys9oQgACEHgCgdXv82r9JzCmRghAAAKRgL+Nca419txkz24r9Fdozt73Kr35J7Sq0gO6fqA9aR6fbNqzCRw9z574GOPjI7Q8L9p36KQ1Yx21cavGM7nSdg35dum9tmTTIAABCEBgDwKr3+fV+ntQpAoIQAAC/QRmvIuu0b9yX6RrJ3tGc80Zek/SmENwsx0fPVCPn3WpNkPyqXJGztNzcrB8Ptq5+Jwv5sVxLifni3m5cS6v5cvpyNfK9XnlxN5jarbn1eLumPPakk2DAAQgAIE9CKx+n1fr70GRKiAAAQgcI+Bv47HMP9Fn82trunayZ7QVmjPqukJjDsErKu1cY+QwR3I6yyHsBgIj5+k5sWSfK9kxJ45LeTl/zPVxjK/NpdgjLWr7+Eqd0XWP1Hgm1utLNg0CEIAABO4nsPptXq1/P0EqgAAEIHCcgL+NR7M9N9mz2wr9FZqz971Kb/4Jrar0gK4faE+axyeb9mwCR88zxusOlPyi05pPcbkY6UunFHdkXrG59TRX63N5OV9NI83lcuRr5Wpe8anfse1e347MqAkCEIDAagL+Nq/4+7FafzUf9CEAAQjMJjDjXXSNHeuLNXm9yf5Se+Vu/UB7DtPjv3YBevg8LWbkPGNOHJcYxLjauKTh/lq+5jy+ZCvW+1ysz8v2OPm893nZPl+yFdvqPb8Ve8f87vXdwYQ1IQABCNxNwN/mZM9uq/Vn14seBCAAgSsI+Ns4st7Z/Nqarp3sGc01Z+g9SWMOwY127IfZe0FGcjbaMqUEAiPnGXN8HOSzQ4/P2dmkgjOXL18hpehWnnoFahx7zcc+xtXGnutx7q/ZnpPs3ZrXt1tt1AMBCEDgqwT8bV7xt2O1/lfPjX1DAALPJuBv49GdeO5T3m2v+eh+nx6/37eyCUSPHqjHr7i0E7aExAECI+cZc47eg1y++w6UP+V/7uXreR0l2+NLdinX/Z7r/mT3Ns/rzbkqzms7sqer6mMdCEAAAl8lsPp9Xq3/1XNj3xCAwLMJ+Ns4spOz+bU1XTvZZ9tsvbP1XJ1/nuDVFTfWGznQkZxGGUzfSMDPs7cMz5F9Jlca3rf0PLZlt7TifE0vxtbGNZ00F5vHx7nSeCSnpDXb77Xl9jt7PfQgAAEIQKCPwOr3ebV+3y6JggAEILAXAX8bRyrz/GTPbCu0XXNmrU/Qmns6G+zYD7P38o3kbLBVSigQGDnPmKNxYYn/3IrxPsb7nOyRmJSjfO+jVm7s8SU7lxd9pdzo9zyfc3/NHsmp6c2e272+2ftFDwIQgMATCPjbnOzZbbX+7HrRgwAEIHAFAX8bR9Y7m19b07WTPaO55gy9J2nMIbjZjo8eqMfPulSbIflUOX6evRv3nJwddXpilFOKLfmVl+uP5ORiky+12lxcNxfrMaX56Peckj2SU9Ja5fcaV62BLgQgAAEIHCPgb3OyZzfXn62NHgQgAIGnEjj7Nnr+zLc76s7QjppPPbPRuuf/ZR2tZFLeyIGO5EwqF5kFBPw8e+U9J9mpRV9pPLpG1OvVKdXm+VE7jXOtFpebO6IT83PrR99ITtRYPfYaV6+FPgQgAAEItAn4uyy7nXUsQrqpp0EAAhCAwB8CZ9/Gs/m1c3DtWW+3a9bWfuPc6/76+WH2XpCRnDdehrfsaeQ8Pcc5uD/aHtdjx3wf9+THGM+v2TEvN67lay6XF32KzfUxtjSOuaW4u/xe3101sC4EIAABCPwk4G9zsmc315+tjR4EIACBpxI48zZ67up3e5a+1/zUMxute/5f1tFKJuYdPVCPn3WpJm4HqYME/Dx7U0s57s/ZI/o5Hfl69TxOubne41p2Lt99rXyf9zzZPl+zFZ/63ZrXtmN9u/GiHghAAAJXEbjifdYaV+2JdSAAAQjsTkDv4si/iz13JL/FZoW+a7bWf9v8ft/MJhA+eqAen2zaswn4efbuxHN0B6KvNK6tkcvx+Na8x+bsXL77cjk5n+eU7FxeyZfTKMVGv+fGubvHXluyaRCAAAQgcD+B+DaveJ99jft3TAUQgAAE9iBw9m30/Nlv9wpt19zjBK6r4nXffPwwey/fSM51R8RKRwn4efbmek60cxoxJo29teY9Ntkz4lXDEa1abG5Oa8T6S3twjVxO9Hm87Bhz51g1qb+zFtaGAAQgAIG/BPQuq/87M8eSbuppEIAABCDwh8DZt/Fsfu0cXHvW2+2atbXfOPe6v35+mD0X5Gj8Gy/B2/bkZ9q7N89xu5XvsSW7peHzOY3WfMrJtZpWbu6IjseWtKI/V2P0jeREjZXj3etbuXe0IQABCOxMYPX77Po7c6A2CEAAAlcS8Lcx2Ueb5x/NbcW79khtOX3XzM2/2Xf8dB9A48iBeuysC/UARK8u0c+0Z6MeL7snTzHKyfWKOdrntKKvRzPm5MY9Oikml5vzSS/OyV/rR3JqerPndq9v9n7RgwAEIPAEAle8zb7GE5hQIwQgAIErCJx9G8/ml/bourJLsUf80kr919ord3z0QI/Gf+2SPG2/R8/T42Uf2bNycv0RnRib05MvxrbGyot9Ky/Ox/w49vjanMe5HXPSeKcW69upNmqBAAQg8GUCq99n1/8yZ/YOAQhAwAmceRs9N9kzW9Sepe+6M+t9gtbcE9pgx36YvRdkJGeDrVJCgYCfZyHkh9vjo/0jMAxibG0cUruGs/RqOmnuSDtRegNRAAAgAElEQVSiFWN71hnJ6dGdFbN7fbP2iQ4EIACBpxFY/T67/tPYUC8EIACBVQTOvI2em+zZbYW+a86ud3e9+Sd08479MHsuYIzvybl5iyzfIBDPtBHe9T/Bco2oX7ozvXGuLTuXm/MpPtfn4mu+nIb7ark+pxz3JbunjeT06M6K2b2+WftEBwIQgMDTCKx+n13/aWyoFwIQgMAKAv4uJvtoO5vfWm+Fvmu21n/b/PET3pyAH2aye9pITo8uMfcQGDlPz1HV7qvZis/1ubxcXPLlYpPPWy7G52X3xPXEJL2euFxM9Km2Wj+SU9ObPbd7fbP3ix4EIACBJxCIb3Maz26+xmxt9CAAAQg8kYC/iyPv7tn8FrMV+q7ZWv9t8/P/st5MyA8z2T1tJKdHl5h7CIycp+d41e6Ptse17Jibxt5a8x6b7Fx8yRdz4ziXV1oj5vo4p+M+j63ZIzk1vZlzXluyaRCAAAQgsAeB1e+z6++xY6qAAAQgcD+BM2+j5yZ7Zovas/Rdd2a9T9Cae0Ib7NgPs/eCjORssFVKKBAYOU/PcVn3R9vjeu2okRvP0urVSXG5OqKvVy/maTyS35tzVZz2ov6qdVkHAhCAAATqBPQuq69HH5+VbuppEIAABCDwh8CZt9FzV7ytK/Rd82t34HV//fwwey/gSM7XLsqT9jtynrmc6CuNj7Ip6ST/0barVtpHrK1nbzFnhEnPOqMxsb5RHfIgAAEIQGAugdXvs+vPrRw1CEAAAs8lcOZt9Nxkz24r9F1zdr27680/oZt37IfZewE95+byWX4CAT/PkTsQ86NGa761hVy+fK1cn1dOq/eckt3SSPNHWk6vJz/m9eRcGRPrO8rlylpZCwIQgMCXCMT3efbeXX+2NnoQgAAEnkrgzNvoubJncpCm+hna0kr919rrduyH2XugIzlfuyhP2u/IecYcjWv7Voz3R+M91+2jOh7vOrJ93m3Ne39k3mNlu5bbmq/1Hp/s3Vqsb8cad2NGPRCAAARWE7jibfY1Vu8HfQhAAAJPIXD2bfT8ZM9sK7Rdc2atT9Caezob7NgPs/fyjeRssFVKKBDw8yyE/HB7vNs/gioDz0l2bHFe4544j1Ge9z4fbY+TrRiNY6/52Me4NI4tF+O+GJ8be7zsXNxdPtWk/q46WBcCEIAABH4S0Lus/ufs+ZF0U0+DAAQgAIGx/7cUzs3f1RVv6wp91/S9fMF+3V8/P8zeCziS84XL8dQ9Hj3PGN97b5xPTqPk87xol3Jy/phbGudyo6+U6/6Yk8ZqubnoU2ytH8mp6c2e272+2ftFDwIQgMBTCKx8n1dqP4UvdUIAAhCIBM6+jWfzYz1xvELfNeN6bx///eb3kp36YSa7p43k9OgScw8BP8/eCjyn997ktKOOj3PxJZ/nRbuUU/LH/Dgu5ZX8MT83TrnRX9KLfs+Lc3ePvbZk0yAAAQhAYA8Cq99n199jx1QBAQhA4H4CZ9/Gs/k1Aq6d7BnNNWfoPUljDsGNduyH2XtBRnI22jKlBAJ+nmGqOPQct4sJhQnPjXYhJeuOuT7OJlScnpuzK6nZqZyG+zyp5PcYtz1ets/fbasm9XfXw/oQgAAEIPCHgN5l9bO5SDf1NAhAAAIQ+EPgzNvouSve1hX6rvm1O/C6v35+mD0XMMb35Hztkjxtv/FMe+qPOT7uyU8xnlOyW1qlvJy/pdVbk7Rn6uXWHtHvybkyRqzUX7k2a0EAAhCAQJmA3mX15cixGemmngYBCEAAAn8InHkbPVf2TK7SVD9DW1qp/1p73Y79MHsP1HO+dgHeuF8/z5E7EPM1LrHSvPce6363PSbZPifbY+Tz3ufd9hjZPp9s+WMf42qxMbc2zunmfK6Rm7/T57UlmwYBCEAAAnsQWP0+r9bfgyJVQAACEDhG4MzbGHPTeGaL+jO0XXOG3pM05p7OBjv3w+y9fCM5G2yVEgoE/DwLIb/cpRz3y1ayxt5rLtd7XMvO5cvXyo3zyiv1MV5jxWsce817H2N87HEl2+Nll2Lv8Ksm9XfUwJoQgAAEIPCbgN5l9b8jznmkq/6cGtkQgAAE3kFAb2LqjzbPHcmvrRe1Z+m7bm39N84dP+HNKfhh9l6QkZzNMXy6vJHz9JwIz+dqdswrjWsaaa63tXSOaKU1e/R6NEs6PfuKuT05V8bE+np4XFkfa0EAAhD4KoH4Ps/msFp/dr3oQQACELiCgL+NI+udza+t6drJntFcc4bekzTmENxox36YvRdkJGejLVNKIODnGaaKw1aOz+fsonBmIpcvXya86lJerq8mFiZzOu4rpP1ye47sX0EZh2LVZ0Judaku9bcWw+IQgAAEIPD/BPQuq///iUmGdNVPkkUGAhCAwGMJ6D1UP7IR5aZ+dnPtGfqz9Wbvd7Xe/BNaXXFDf+RAR3IaZTB9IwE/z54yPD7ZuRZj4jiXk/PFvNw4l5fz5XLdl8tp+Tw/Z7fyNT+aG/Okt0u/e327cKIOCEAAAlcT8Pd5xdqun2waBCAAga8TmPEuztDInUPUnfVuu25u3Tf7XveXzw+z94KM5Lz5Ujx5b6Nn6Xlx/z7XsmOuxqW82rzmYp/TUkxtTjG5PpdX8uXy5SvlJH9vc43enKvivDbZV63NOhCAAAQgUCagN1l9OXJsRrrqx1TIggAEIPAeAnoP1R/dmfLUH81vxUtXfSu+Z15aqf9ae92O/TB7D3Qk52sX5Un7PXqeMV73JvpzDGKMchWbm48xR2JzespXn4sprZlycvHSUt+Kyc1Hn7Ravee1Yq+e99qSTYMABCAAgT0IrH6fV+vvQZEqIAABCPQTOPsuns1vVbpC3zVb679t/nXffPwwk93TRnJ6dIm5h8DR84zxuXFrJ7mcnK+lk+ZzeTlfSyuXk3y1NWqaJb2cXzo+J1+rH8lpac6a99qSTYMABCAAgfsJxLd5xfsc17h/11QAAQhA4F4CZ9/Fs/mt3a/QX6HZ2scu86/75jNymCM5uxwgdfwkMHqWMU/jn+r1kXJyfT0zP5vTkS+fkfcqp9Xns397azox2mPjXGk8klPSWuHfvb4Ve0YTAhCAwM4E/F2WPbte6aqfrY8eBCAAgacR0HuofqR+5aZ+ZnNd2TP0pTW73hm1rdaYe0Krq+3Q98OU3UpTnPpWPPN7E9A5qu+pVrGx78lVTMyNY8X19jHfx70aivPcnK24Vp/LdV/Mr83FWI1HcpS7uvfakk2DAAQgAIE9CKx+n1fr70GRKiAAAQj0E5jxLrpG/8rtSNeV3c5qR0gr9V9rr9zx0QP1+C9egrddej/P3r15jttn810r2T0t5pTGPVqKKWnIr7har9iePunEuJq2z3me+3ewvbZk0yAAAQhAYA8CK9/nqM37v8eZUwUEIHAvgfg2Hq3mbH5rvRX6KzRb+9hl/nXffI4eZoxPY9qzCfiZ9u7Ec6Jd04ixaRxbT0zK6YnrifH1c/E1n+fKLsVrPvWlGPd7fM0eyanpzZzz2mTP1EcLAhCAAATGCOhNVj+mUs6SbuppEIAABCDw+9//I0xWvq2uPevtXqE5wu2OnNf99Rs5zJGcOw6LNfsI+Hn2Zfx++FzDbem5T7bmSr3ievuSTvKXNJTTmu+J69WQVq2upNXbfN3enKvivLYje7qqPtaBAAQg8FUCq99n1/8qY/YNAQhAwAn4uzjy7+Kz+V5LtKP2SH1RM41dNzf/Zl//t7mHUPDDlN0qXXHqW/HM701A55j63lbKcX/J7l0jxZU03D9bL2m3mq9fslsaPp/T8Pma7bm1uDvmvLZk0yAAAQhAYA8Cq99n199jx1QBAQhA4F4C/i6O/Lv4bH5r9yv0XbO1/tvmX/fNxw8z2T1tJKdHl5h7CPh59lZQy/G5aPfqe1zU8LHH9dqeH+1ejRQXc318REexnp/snjaS06M7M8ZrnKmLFgQgAAEIjBPwt7n3b86R1Vz/SB6xEIAABN5KwN/FkXf3bH6Na9QeqS/qr9CMa+w87vs2t/MOQm3xQMN0djiSkxXCuQWBkfP0HN+E+3O2x/bYOY3o69HxmJgfxx5bsmNOblzKzflH82NeTvtO3+713cmGtSEAAQjcSWD1++z6d+6TtSEAAQjsQsDfxWQfbWfzW+vN1o96I3tu1bzz/PET3nk3/6vND7WnXI//2gXo4fO0mJHzzOVEX23cYlTKTXm1uZpuKS/nL+nkYmu+ko78Z3KTRsyX7i59rC+NaRCAAAQgcD+B+D7Prsj1Z2ujBwEIQOCJBPxdHPk38dn8FrPZ+lFvZM+tmneef923npEDjTk7Hxi1tQmMnGfMiePcqjEmjWPLxeTiUl4uNurNjJu5Xk4r+nJ7ib6RnKixcrx7fSv3jjYEIACBXQnEtzmNZzdfY7Y2ehCAAASeSMDfxZF392x+jVnUHqkv6q/QjGvsPJ7/l/Xm3eYOtHVRYs7NW2D5kwRGzjPm+LhWjsf12DUtzfXoeIzySr3HluxSrvtLub1+16rZrleLu2tu9/ru4sK6EIAABO4k4G9zsmc315+tjR4EIACBJxLwd3Hk3T2b32I2Wz/qjey5VfPO8/P/sm6w29yh1g42xm+wBUo4QWDkPGNO7b7kSsvluy+X0/J5fs5u5ft8Ll8+j2vZyqn10ogx8rd6z2vFXj3vtSWbBgEIQAACexBY/T6v1t+DIlVAAAIQ6Ccw4110jf6V+yJdO9lnW9SboXm2pivzzxO8stoDa+UOtnS4MfbAMoRuSMDPs7c8z5Hdm5vilFPqj2gptqQlv+JaveJrfUvD54/oeKxr1OyRnJrezDmvLdk0CEAAAhDYg8Dq93m1/h4UqQICEIBAP4Gz7+LZ/Fals/WjXhp/qb16t7nDzR1wjPvSBXjjXv08e/fnOdFuacT40ril4/Mljej3nGjHWI1TnGzvY35u7PElW3lxXv5W73mt2KvnvbZk0yAAAQhAYA8Cq99n199jx1QBAQhA4F4C/i6O/Lv4bH5r9zP1o9bIflv17j7/+m8+uUP2g87N735o1FcnEM+0Hv1nNubkxlEnF5N83nIxPh/tVnxuPq6ZNHNxPWvltEp6HptbL/ri+qWx55Vi7vJ7bcmmQQACEIDAHgRWv8+uv8eOqQICEIDAvQT8XRz5d/HZ/NbuZ+lHHY1b679t/hPffHS4sddhlvyap38WAT/P3so9J9mpRV9rXFsrl+vxufnkK7VSfM5f0nB/Lq/k87xol3KSv7e5Rm/OVXFe25E9XVUf60AAAhD4KoHV77Prf5Ux+4YABCDgBPxdHPl38dl8ryXaUXukvqSZ0xnVijU+bdz/be5pOwv1lg495w+pDB9GwM+0p3SPT7a3OJcbe3zNzuWWfDUdnyvly++xLVs5tb6lkeZL+T25ufzevCvi4t6uWJM1IAABCECgTWD1++z67WqIgAAEIPB+Av4uJvtoO5vfWu+sfszXuLXuW+ePn/BDSeige/qHbpGy/0fAz7gXSi3H53J27xqKy2nIp5jeXnm5vlfD43I67vPYmu05smvxPqf41O/WvLYd69uNF/VAAAIQuIrA6vfZ9a/aE+tAAAIQ2JmAv4sj/y4+m99ic0Y/5mrcWvPN8/t9M1tMW4de6xeXgPxiAvFse5bznBjvcyU75tTGJY3kP9JqOj7Xq+k5JbtH60xu0vf8nvWujtm9vqt5sB4EIACBHQj425zs2W21/ux60YMABCCwmsDZd/Fsfmt/o/oxT+PWem+fn/+X9QHEdPil/gFboMQKgXiuldD/pmJ8bSytUozmS30pL/pL+ckfY9PYW2veY0t6rtmrl4tzX1y3NB7JKWnN9nttyaZBAAIQgMAeBFa/z6v196BIFRCAAAT6CZx9F8/mtyod0Y85GrfW+sL8Z7/56BLk+i8c/Fv3GM+zd58xL45LOjEujXMtF+exrfmk2RPja+fiW/NeU29sbp2cz/VqtufW4u6Y89qSTYMABCAAgT0IrH6fXX+PHVMFBCAAgXsJ+Lso+0hFylF/JLcVK03vR3JSPu0PgU+T8IsUbV0Q90efxqn3S6UczefGmou9YqOe1vD5Xjvmas3efNVyJP6q2Li33Lrab63P5clXy+tZXzrelzQ9pmWXNNzf0ojznhvtGFsbp9w4H/Vy45iTxju1WN9OtVELBCAAgS8TWP0+r9b/8tmxdwhA4JkE4ruYxkdazD+S2xN7RD/Gatyzzldijp3uC6noUtD/8+uL/luY9Fzb0l57chVT0nC/Ymu9x5fsWn5urqQjfy6n5FNOqfc8j3F/zfacZO/Udq5tJ07UAgEIQOBqAqvf59X6V/NiPQhAAAJnCcR3MY2PtJh/JLcntlc/xmncs8aXYo6d7kvJ6HLQv/PHo55rWzr7nlyPKekk/5E2S0dr1vRm1ha1fF3V0upHclqas+a9trjXWWugAwEIQAACxwjEt/no+9yKP6t/bDdEQwACEHgGgdzbeMY3c9e5OnL6ubjko/0mAJX/MSldGvzP/zHp97X/7Wmd8++M356WRprvabN0tFaPXk9tvTrSivGqp9V7Xiv26nmvTfu8ugbWgwAEIACB3wTi+7x6/LsCPBCAAAS+RWD2OzubXqwv6sd5jWMc4z8E+r7JfoiWLgz9838w0hn2XF/F1vqaTi4vxef8yZdruViPa817bLJb8bn55IstF9cTE/NiTmnseaWYXr+0euNbcdJT34pnHgIQgAAEriGgd/mq/ppdsQoEIACBvQnMfHNn7zRXm9bIzSUfrUwAOmU2zDyUQHwIerbhOR7vftlH5hWr3Nin+ejTWLneay72HlPSjDEaR600VqvNKcb7XLx8HleyFau+FFfyK6+3L+mU/FG3FIcfAhCAAASuJRDf59Xja3fHahCAAAT2JDDzrZ25w1xd0s/NJR+tTgBCdT7MPpBAfAx6tuA5Md7nWnbMjeNWfprvaT06iunRSzGKL/W9OiWtnvzc2q28XM6Ir7VObl89OcRAAAIQgMB6AiPv/pmc9TtiBQhAAAJ7EzjzhuZyZ+82t0bJN3vtN+r1fUt9487Z0ysJ5B6Dno16XineY6Jdysn5Y66Pc/E1n+fm7Fpubi6nkXwjLWr1anheLcfjZtpH1qzFMgcBCEAAAtcRqP0dOFtFTvusJvkQgAAEnk7g7NsY82fziPql8ex136o39o3wrTTY1+MJ5B6Enk15XineY6Jdyvm/du1tyXEcRwDo/P9PzwY3AlFoDHiR07bUlUcvvAEgfZTjLjOmzte8Oq7xu3HNz+Ndbl7PebN+jt/1uxq7nFjPuTFX2xzziX7dL8Z1r5jXEiBAgMC9Ap/+fv50/Xv17E6AAIHrAj/9Xvxp/u7EtX433tWw/kfAxdEfC72/RKB+KZx8rFVOXVuNV3ut8uraqk6s1ZxuHLGrtstbzb1aa5WX1/LeeT76eX3Vj/jarnLq2i63rhsTIECAwD0Cu+/vn57q0/V/ej75BAgQ+LbAT78Xa/4Yv+vpate5d+31W+q87+38FjGf8/ECr3wp5Jz8AfP86Nenrr8zpqs19t/tuVvPn6HG5rXcr3FjnJ9uvc7l+FU/5+W4PF/7Oe5qv9aq41xvtZbj9AkQIEDguwKf/n6u9WM8PmXt50+e1/J87o8YDwECBD4h8Knvl/huy+3V8+fcb/evnlX8f//rv1T+Cv46gfrFc/IBa043XtXp4ru5VY2x1uWMud1aV7erFXGrtYipbZdzZa7Wm41zzYjJc7UfMT9ta908zrVn8zlGnwABAgS+K5C/m0f/3U+tb/yf6b9Z2LDxN/B7/waufPfe9Xdy5Yxi/wi8/7+sf2rrEbhFoH4JnRyi5uTxSf6IyTld/7TOSa1R/+TpzlHnTupETM3txrPYmN+1Xc3Z3K7W1fXZPmN+PHX9an3xBAgQIPAZgU9/P9f6xr/3h7F37937G+j/Bq5+u9/hePWM4v8InP36/BOvR+DxAvVL6OTANSfGJ7kREzmzNuJO21mdMX/leVed2PNKvRwb+bs256z6uzo/WV/tm9d+sodcAgQIEHifQP5uHv13P7W+cf/DkQsXfwO/92/g6vfut/9Wrp5P/D8F3v9f1n/WNyLwdYH6JbQ7QI3P411urOecVT/id+2qRqztaoz1iF21J3UiZlUnr3XxMbdrc51Zf1fjHeuzvfP8O/ZRgwABAgR+LpC/m6P/86r/rBB1tb/3h7F37937G+j/Bv75bXk++rTn+UlE7gRcHO2ErP/rBOoX0O4D1PhuPKvRxY65/HQxeb32u/jVXM2P8SqnW4u8ru3ix1w8s/U8H7GrNsfP+qv8d6/NzhDz795PPQIECBB4TSC+l3P7WiVZBJ4pMP62rzzxv4XTnCvx3VlO82tcHcd5u/kxN3vyWs2ta6saNXcW+2+ezx7d5+jWs0u33tUx93cJzP/X93d9Tp/mFwnEF1u0Jx89YqMdOdHPbdTKc7kf67XNMbmf4/J89PN69GMtt7E22jwf/bwe/VirbazPao347ql16rjLqXM1p45r/DfG9Qx5/I397UGAAAECe4H83Tz6HgIECBAgQOB9Av7L+j5LlR4i8Mo/HnNO/hh5ftXPOav+qkZde1qdcb6Tp36OGJ/kjpiIr+1p/rvj6jny+N17qUeAAAECrwnk7+bR9xAgQIAAAQLvE/Bf1vdZqvQQgVf+8Zhz6sfIa12/xp+Muzoxd5IfMZHTtRFz0nb5de6kTsTU3DE+ebq8mDvJ/1RMnKG2n9pPXQIECBC4JuD7+ZqXaAIECBAgcEXg7NfclYpiCdwoUP/hOMYnT86r8Xmt69f4k3FXJ+ZO8iMmcro2Yk7brkbMndbIcZEbbV6b9SO2trP4b83X88T4W/vbhwABAgTWAvG9HO062ioBAgQIECBwReDsV/WVimIJ3CwQ/2iM9uQ4ERvtyIn+afvKPrPau1qzvG7+XbV2dWK9O8OYO3l+kntS/ycx3dl+Uk8uAQIECLxHwPfzexxVIUCAAAECM4GzX3OzbPMEHiiQ/wF5erycM+vXWl1cjYlxFzvm8tPF5PXR72JO6tSYqNvVW63N6qzOFntE3VUbsbldxX9zLZ8p+t/c314ECBAgMBeI7+Vo55FWCBAgQIAAgasC//zlejVbPIEHCsQ/GqM9OWLEdu0uv8sZc+NZrc3qznK6+VmN1d5dnZjr6sVabSO2zs/GEb9qu9xV/DfXnny2bzrYiwABAk8U8B39xLfiTAQIECDwtwi4OPpb3qTP8f8Cr/7Dscsbc1eeWY08f1ov53T90zojrsvPc6e1cs6qn+vluDw/6+f40X/a8/TzPc3LeQgQIPAtAd/P35K2DwECBAj8RoHn/TL7jW/BZ36rwCv/eKw5Y/zK09WJuav1Iq9r76rVnSXP1XOt1mrsGOf40X/SU88W4yed0VkIECDwGwXi+zi3v9HBZyZAgAABAp8SeNYvs099SnV/lUD+h+Ponzw1J8YnuRETOas2YlftKj+vrWrktZwz6+f4VX+WH/M5N+aizWuzfsRGO4u7az7ONWvzuUZM90Rut9bNXY3vapgjQIDA3ygQ34+z9m/8zD4TAQIECBC4Q6D/ZXPHSexJ4A0C3T8eT8p2eXluVSPHRT/iY1zbWK9tjRvj/OzWT2O7OnWvXa1Zjdl8rjfr19xZ3F3z9XzG//mf/5cYEyb+BvwNPOFv4K7/TtiXAAECBAj8jQL//FX6N35Cn+nXCdR/sJ4A1JzZuNbq4mrMGHdxY263drXWrF5X5yR2de5ccxaX53P8rJ/jR/9JTz2bsR/H/gb8DfgbeO7fwJP+++EsBAgQIEDg3y7wrF9m/3ZN53+EQP2H/O5Qq/i6thrv9hnrq/xYO6lzWmvUPHli7127q7XK3+WO9Zp/kvOtmHo24+f+YPRuvBt/A7/7b+Bb/12wDwECBAgQ+C0CZ78qf4uGz/mvF+h+LOw+1ElOF5Pndnvk9ZxX+znupF/z8/gkP8fk3K6fY1f9LjfmVnmxFrHRxvxT2jhXtONc0b/a5s9Uc7u1vNdsvc7PxmO/K0+cb5cTcVG/jkd+rHW1Ir5bi7kcE/3TNmrktuaOtTo3xvHkfo2tMVEnz+f83I+Yd7afrv+Ts4bN6ow5pvbz3nXtyjjqRE4dx/xpG/mj7XJivVsbc/mJmG4ux0Y/4qMdedHv2liP+jnmdC7nvKPf7XulbuRrCRAgQIAAgfcJ/PNfKO+rqxKBWwS6f1zuDlJzuvgaU8ddzmyu5tbxLK+br7l13OXM5mpuHc/y6nzNi3GNm40jfrQeAgQIECBAgAABAgQIELhXwC+ze/3t/gGBqxcPOb5eVtS11Xj3UVa53dqqXhe/mntCrdUZ8lr+HHlenwABAgQIECBAgAABAgS+L+Di6PvmdvywQL54GP3dU+NX41qri80x3fqY654utsZ1MV29k7iTmLF/F3d6rpxbc2bjV3JmtcwTIECAAAECBAgQIECAwM8E+l+wP6spm8BtAvnSIfq7w0Tcrp3V2eXl9VmNPJ/jd/2cN+vvasT6LD/mI+6kHTk1Lurs2lfzdnWtEyBAgAABAgQIECBAgMB1ARdH181kPFzg6sVDja/j049b8+r4tM6Iq7l1fKXWO+vVc9RxPVder2uz8Ss5s1rmCRAgQIAAAQIECBAgQOBnAi6OfuYn+4EC+eJh9HdPjc/jXW5ez3m1n+NO+jW/jk9q5JiaX8c5dtWveXVcc/N6XZuNX8mZ1TJPgAABAgQIECBAgAABAj8T2P+q/ll92QS+LpAvHkZ/99T4Ot7lj/Wa041P6pzWGvVPnu4cs7ldvVlenY86s/lYn7U5bxZjngABAgQIECBAgAABAgS+I3D26/M7Z7ELgbcI5IuH0d89NX427ursYrv1rk7MreK7tTE3e7r4HNutz+p1sVGrW+vmIn7X1txdvHUCBAgQIECAAAECBAgQ+JzA/Ffn5/ZUmcBHBa5ePNT4MR7PbH62Fnndh1vVmtXr6sTcqt5qLeTETNIAAA8dSURBVPJz28Wv5nJu7q9yxtrpk+uc5ogjQIAAAQIECBAgQIAAgc8InP+a+8z+qhJ4q0C+dIj+boOIi7bGx/yqrTmz8apGXpvl5/kcv+rnnFV/VWOsnT6rOic1av5JjhgCBAgQIECAAAECBAgQ+IzA+a/Bz+yvKoG3C1y9eDiJrzF5fPUD5Nzaf2etUfvqU8+Tx1dq5bzon+RHbG5P8sQQIECAAAECBAgQIECAwGcErv+y/Mw5VCXwFoF84RD9XeGIi7bGx/ysrfG78axOzO/y83rkzNocu+vPauT5XY28nvNG//R5Ne+0vjgCBAgQIECAAAECBAgQOBc4/zV3XlMkgVsFrl481Ph8ydGtzeZ2H3qW182/s9aov3p2+9f1Va1Yqzm7M0TeaGtuXtMnQIAAAQIECBAgQIAAge8KrH9RfvcsdiPwFoGrFw81fjXOB5zF5ZjR/0lcrTWrV+O6PU9iRl73nNSLvC52Vjdycpvz87w+AQIECBAgQIAAAQIECHxfoP+V+P1z2JHA2wTyxcPJhUWN78arw3Xxq7lv1Rr7rM5R11bnirWaM8bxdGt5LuJWbY6P/ireGgECBAgQIECAAAECBAh8VuDPr77P7qM6ga8JxIVDtLuNI65rd7l5vcvPczl21895XX+Xn9e7/DyXY0/6OfdK/6T2iMk1T3PEESBAgAABAgQIECBAgMBnBFwcfcZV1RsF8sXD6O+eGh/jXV5dj7xZW+N341mdMX/1eWetsfeqXj5fjjs98ys5p7XFESBAgAABAgQIECBAgMA1geu/QK/VF03g6wKvXDzknNw/PXzOWfXfWe+k1uosde2kXsTU3Doecd1c5K/aV/NWNa0RIECAAAECBAgQIECAwGsCLo5ec5P1YIF88XByzBw/66/qdDk5frd+GtvVGXOzp4vPsbv1HBv9VU63Vueizqp9JWdVzxoBAgQIECBAgAABAgQIvC4w/9X5ek2ZBG4VuHrxUONn4/qhurgaE+MudszF063HWm272E/Vir13e+7i8vkidtbWvWZx5gkQIECAAAECBAgQIEDg8wJ/frl+fi87EPiKwNWLhxqfLzm6tW7u9IN1ud3cSb0ur5t7Z62ov6sZcbnd5cR6zhl9DwECBAgQIECAAAECBAjcJ+BX2X32dv6QwNWLh118Xa/jqx+j5ufxnbXG3vkss/7pGbv8k9ycdxIvhgABAgQIECBAgAABAgQ+J+Di6HO2Kt8gkC8dor87RsRFW+NjftbW+N14VmfMX33eWWvsvap39Xy11slneyXnpK4YAgQIECBAgAABAgQIEHhN4Pov1df2kUXgawJXLx9W8XVtNj79cLP8Or+rV+NX412tWF/VyGsRv2tzzuifPjnvNEccAQIECBAgQIAAAQIECHxG4PzX3Gf2V5XA2wXyxcPJhUWNX43zYWtcXqv9GjvG9Xk1ptbq6tSYk71ndV6tVfecjfO+sxjzBAgQIECAAAECBAgQIPAdgf/99fqdfe1C4GMC+eJhd8kRh6g5dRxxta1xdb/deq03xrOc2XxXY1bn5Hw15qe14tyzc9b5iO/OUWONCRAgQIAAAQIECBAgQOCzAi6OPuur+g0C+eLh9PKh5sT49PgRv2pPa0Xcu2qt6tS12HvW1vgr41nNOp9r1jVjAgQIECBAgAABAgQIEPiugIuj73rb7QsC+eJh9E+emnOal2t3NWIux532I7drT2tEXFcjz0XcaZtzu/6oU+dfqX2aI44AAQIECBAgQIAAAQIEPiNw9qv6M3urSuAjAlcvLGp8Hp8eMOd0/dM6EdfVqHMRe9rW/Dw+rRFxObfrj7g6H7m7NuftYq0TIECAAAECBAgQIECAwGcFXBx91lf1GwTyxcPonzw1p45XNWrsaryqM9a63Mjp1sbc7pnldfO7WmO9yzuZO6ld65/miCNAgAABAgQIECBAgACBzwjsf3V+Zl9VCXxMoF5inGxUc2bjXOskZsR3cbnOaUzkdPXGXPd0sTlut34ltquV53KtVf+VnFU9awQIECBAgAABAgQIECDwukD/a/P1ejIJ3C7wysXDLCfP7/q7D77Lz+u7WmM9x5/0ZzVXubN9ZrVm8WOP0yef5zRHHAECBAgQIECAAAECBAh8RuD819xn9leVwNsF8sXDyYXFSXyNyeMrHyDndf0rtSK2q1PnInbX1rw63uXn9Vdzc16up0+AAAECBAgQIECAAAEC3xdwcfR9czt+WCBfPIz+7jmJrzF5vKuf13Ne18+xp/2uTp47rRNxObf2I+akfTU3553sI4YAAQIECBAgQIAAAQIEPiew/1X9ub1VJvB2gXzpEP2TTSI22siJ8UkbObP2pMaIufK8u+ZJvdPz1Vonea/knNQVQ4AAAQIECBAgQIAAAQKvCVz7lfraHrIIfFXg6uVDjZ+Nuw/Rxda4d8VcqdvtOeZmTxcfsau1iKntKzmjxqt5dX9jAgQIECBAgAABAgQIEHiPwPyX5Hvqq0Lg6wL18mF3gBrfjVc1uvjZ3KrOWOvyas5JTOR0sWMunm491mp7EtvFxFytV8cRl9saY0yAAAECBAgQIECAAAEC3xX48wvyu/vajcDHBPLFQ/RXm0VM167y6lqXn+dq/Gycc3b9WY06v6sT6zWvG0fs1barFXOzWrGuJUCAAAECBAgQIECAAIF7BFwc3eNu1w8LdBcRsy272Jib5XTzkTNru5zV3KxOzK9yu7XIm7VdzmpuVmc2P6t1NX5WxzwBAgQIECBAgAABAgQIvF/AxdH7TVV8gMDVy4hZ/Jg/eVb5ee2kVsTkvK4fcadtVyPPndaJuJxb+yOmm4vcaGtMjGNdS4AAAQIECBAgQIAAAQL3Cpz9Kr73jHYn8JJAXELUtitWY7rxaV6O6+qMud0zy6vzuzpjvebk/Vdrs9pdzslcrreKz3H6BAgQIECAAAECBAgQIHCvwP4X7L3nszuBHwnMLihq0RoX63V+jMfTzcda5Oa2i8/r0d/FdeuzfU9ju7g4T267uLr3LOYkLu+lT4AAAQIECBAgQIAAAQLPEHBx9Iz34BQfFJhdZuQta8xqrcbWS5GcW/td7mqu5sd4ljPWV2uR37VdXsSt1iIm2i52Nxe5WgIECBAgQIAAAQIECBB4loCLo2e9D6f5kMDu4iKvd0fI67Xfxe/mao063uXHes3rxhF70nb5de6kzoipebPxaT1xBAgQIECAAAECBAgQIPB9ARdH3ze3400Cs4uLOl+PV9e7cc3ZjbsaeW6Xn9dzXu3nuNN+rZHHpzVGXM6b9a/UE0uAAAECBAgQIECAAAEC3xdwcfR9czveKDC7wKjzccTT+YiLvFUbsat2lZ/XVjViLcfv+pEza3f5eX1WI+ZzrD4BAgQIECBAgAABAgQIPFPAxdEz34tTfVAgLi6utt2RZjVeie1qdXXGXBe7mpvViflV7mwtcmftLG/MewgQIECAAAECBAgQIEDg3yHgF9y/4z055ZsFVpcas7U4QqyPcfS7tsZ3MWMuntl6xKzW71o7OXs9W+RoCRAgQIAAAQIECBAgQOD5An9+tT7/rE5I4K0C9ULD+D/Li7B3+Lz1BSpGgAABAgQIECBAgAABAh8XcHH0cWIbPFngHZchapxdOD3578DZCBAgQIAAAQIECBAgQKAXcHHUu5j9RQIufs4ufn7i9Iv+nHxUAgQIECBAgAABAgQI/FUCLo7+qtfpw7wq8JNLEbnri6dX34k8AgQIECBAgAABAgQIELhfwMXR/e/ACQgQIECAAAECBAgQIECAAAECjxRwcfTI1+JQBAgQIECAAAECBAgQIECAAIH7BVwc3f8OnIAAAQIECBAgQIAAAQIECBAg8EgBF0ePfC0ORYAAAQIECBAgQIAAAQIECBC4X8DF0f3vwAkIECBAgAABAgQIECBAgAABAo8UcHH0yNfiUAQIECBAgAABAgQIECBAgACB+wVcHN3/DpyAAAECBAgQIECAAAECBAgQIPBIARdHj3wtDkWAAAECBAgQIECAAAECBAgQuF/AxdH978AJCBAgQIAAAQIECBAgQIAAAQKPFHBx9MjX4lAECBAgQIAAAQIECBAgQIAAgfsFXBzd/w6cgAABAgQIECBAgAABAgQIECDwSAEXR498LQ5FgAABAgQIECBAgAABAgQIELhfwMXR/e/ACQgQIECAAAECBAgQIECAAAECjxRwcfTI1+JQBAgQIECAAAECBAgQIECAAIH7BVwc3f8OnIAAAQIECBAgQIAAAQIECBAg8EgBF0ePfC0ORYAAAQIECBAgQIAAAQIECBC4X8DF0f3vwAkIECBAgAABAgQIECBAgAABAo8UcHH0yNfiUAQIECBAgAABAgQIECBAgACB+wVcHN3/DpyAAAECBAgQIECAAAECBAgQIPBIARdHj3wtDkWAAAECBAgQIECAAAECBAgQuF/AxdH978AJCBAgQIAAAQIECBAgQIAAAQKPFHBx9MjX4lAECBAgQIAAAQIECBAgQIAAgfsFXBzd/w6cgAABAgQIECBAgAABAgQIECDwSAEXR498LQ5FgAABAgQIECBAgAABAgQIELhfwMXR/e/ACQgQIECAAAECBAgQIECAAAECjxRwcfTI1+JQBAgQIECAAAECBAgQIECAAIH7BVwc3f8OnIAAAQIECBAgQIAAAQIECBAg8EgBF0ePfC0ORYAAAQIECBAgQIAAAQIECBC4X8DF0f3vwAkIECBAgAABAgQIECBAgAABAo8UcHH0yNfiUAQIECBAgAABAgQIECBAgACB+wVcHN3/DpyAAAECBAgQIECAAAECBAgQIPBIARdHj3wtDkWAAAECBAgQIECAAAECBAgQuF/AxdH978AJCBAgQIAAAQIECBAgQIAAAQKPFHBx9MjX4lAECBAgQIAAAQIECBAgQIAAgfsFXBzd/w6cgAABAgQIECBAgAABAgQIECDwSAEXR498LQ5FgAABAgQIECBAgAABAgQIELhfwMXR/e/ACQgQIECAAAECBAgQIECAAAECjxRwcfTI1+JQBAgQIECAAAECBAgQIECAAIH7BVwc3f8OnIAAAQIECBAgQIAAAQIECBAg8EgBF0ePfC0ORYAAAQIECBAgQIAAAQIECBC4X8DF0f3vwAkIECBAgAABAgQIECBAgAABAo8U+D+mA4gMQudV4wAAAABJRU5ErkJggg==)
Guys, please, answer the questions below:
#1 Calculate the sizes and tolerances for one of the drawings shown in Fig.
#2 Make a detailed drawing of the spindle shown in Fig. below. Scale the part for sizes using one of the scales shown with the drawing. Other considerations are:
a. "A" diameter to have an LC3 (inch) or H7 /h6 (metric) fit.
b. "B" diameter requires a 96 diamond knurl or its equivalent.
c. "C" diameter to have an LT3 (inch) or H7 /k6 (metric) fit.
d. "D" diameter to be a minimum relief (undercut).
e. "E" to be a standard No. 807 Woodruff key in the center of the segment and the diameter to be controlled by an RC3 (inch) or H7 /g6 (metric) fit.
f. "F' to be undercut for a standard external retaining ring and dimensioned to manufacturer's specifications.
g. Dimension in decimal inch or metric.