lunes, 1 de mayo de 2017

Su Escala De Valores

Cuanto más cercanos a él más valiosos, para él,  por servir mejor o ser mejores instrumentos para su objetivo, propósito, desenlace etc  final
                                                          Altisimo Dios Faraón, Rey o Señor y Gran Sacerdote
                                                         https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEioh43I6qZo8qSZhjRd3kOqt5Rl8sHGCZO1BKAYXYbeVqFeHMyF3oz0WwKNyjUjOsjGvq6IogAi_r4xnufCs56klafLz1b_o_UklHGiXg2kez3z7NCRWyzkMm6wLmQ4EcgAFZ-a-p74KEVJ/s1600/bb-triangulo-equilatero-2%5B1%5D.jpg
Yo no soy la que ofendo al decir ! El mejor ganado a utilizar del pastor ! Me limito a desvelarlo

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veWLnFVxlGSCrY3RkhaqN0CJqImiYkRdRE8SGR6afFJkoFVJylle3IqwNx7LGNpUlPUxGo46EjtntPV09QJcicyJkDWAXeSbnUeAjrZHkmBxmHlVxFNSltWvd7kl0NDEYipTkoxdtCMpukjEl3zVf9JF/hAi/V5HZVPdBx7JP43I1j6y6GSUjpXrB3pUhvIOP4jFCfITBP7tSa8H8ESLMp8UjqXpcm6H3MlwQQQ53g3B3c4jo8h4UasakK7unf7q+ZmWYbSacfb+x9BYXXJPkyp6dyaizF8mUEX8dYtSi4tp8CqdUagrm2GKtLQSZZs8zeRvC/YTuv4GOfmGIdOGzHe/cT0YXd2REvY2nq5SS56dlGDXBs1+KgjcCND4EW11XXIq2Iw1V16UrKzXb3dW/t7zNdqWjLfhmGSKdBLkSkloOCgD1PM+J1jrVas6stuo230srpWOibKVgVYBlOhBFwfMHfETSe8XsZN0t9HjPINRR3AlXd6cd0ji6cmUX7O4i9rHRreV8zh6rlazfHo/yZqSlJakH0F7YNLmjD5rXlTbmTc9yZvKjkra6fC/SMdrNsMqtLyiO9aS6+v6+BFF2djeI82SCAOevn5JbvxA08zoPptEdapzcHPoRtFXdjPqhWUhlvmUhgfEG4+qPLQlKL21vT9pe0ejNBw+rE2WkxdzC9uR4jzBuPSPVUqiqQU1xKMo7LsdEbmogBAFS6RcMSrkLSOzKrMJhK2v2Nw101J/ymObmGcTyzZnTScnffutbXdbqLGHw6rXvuM6HRRRfG1Hzpf8AJHNfLrMOEKfhL9Ra83Uul+z5H7+Kih+NqfnS/wCnGPt1mPqU/CX6h5updL9nyPJOiqgB1eoPgXT7EjV8ucxf8sF3P9Q83Uulnvo9jKemrKIyA47bO5Zr/wBnLJXy1P0xos9xWYqSxDWi0srb3r7jE8NCkvRNAnRAjQiKuNkbEFWxujJC1UboETURNExIi6iJ4kMiLqYsRIpGjydkaSvlpUTesDMo1RraZQdxBHExyFyjxuWydCjs7K11XHxRfeFp1kpM9Z6KKH42p+dL/pxN9usw9Sn4S/Ua+bqXS/Z8j8/FRRfG1Hzpf8kZ+3WP9SHhL9Q83Uul+z5Hieiej+On+1P5Y2XLvHcacP7v1GPNtPpf13Gr7FyFlUkunBJEgdWCd5A1B9hA8wY62BzDy+lz7Vm27pdJUr0ealsk7FwhKRWlXrJ0xmFpfZAuNAqi49t/bHm8wlJ133IuU9IJFxpJWRFXkNfPifbePQUqapwUFwKknd3PdEhgQAgDFsP2JpZWJzwFN5c3rZXaICE2mJYLbRbi1+UVMbnmNp3pRkkrWei1XXe/ssTwoQcU2bPLe4B5i/ti2QHlAFf2trMoly+LHMfJf9yD+rHMzSpamodPw/exPQjdtnDh1IJyTl4lVK/pKWt9dvUxSwVFVYVIdlvaSTlstM8tkazK7SG3N2kvwI7y+zW3g0WMsrNN0pd3xX11mK8braRbI7BVEAIAyXpU2+FHViTLliY/VKXu1gpJYgaDU2IPqIhrcm1mlqkqjio3Wivf26E9LF8ymrXKM/SzVcJEkeec/wAUYjyDwnGrP2fI385T9VHh+Nes+Kkex/5o3+wmB/En/b8h5yn6qPZL6WanjIknyzj7TGkuQeE/lqz9nyQ85S9UtGwe2/u6rWW8kS2WW7KQ17ns3FiBbS59I5eO5M+a6fOxqbSbSta1t76WbrF896NrGhTo5KMkRVxsjYgq2N0ZIWqjdAiaiJomJEXURPEhkRdTFiJEyw4b0iNSSZdOJAcqveLkb9QLBeVuMbQ5ILHvymVXZT4bN92m+69xOsdzcVBK+h5P0tVHCnlDzLH7RFqPILC8asvBfua+cpeqeH42Kv4mR/n/AJo2+weD/En/AG/Iecp+qj2S+lqo408o+RYffGkuQWG/lrS8F+xnzlL1TS+iTbFa/wB0Ay+rmJkOXNcFTm7Q0B0OhHiOcSUMkeVQ2NvbUne9rdHWyGriOeadrGixKRHzb0hUpl4zVAjvssxSRweWuo9bj0j2eQz28O4dpDNan0Vh9Us2VLmr3ZiK48mAI+uPHTg4ScXvWhMdEagQAgDMqOuE3EquYuozlR49WoT6SpjzuO9Oq7cdPgXYK0EaVJTKoXkAPYI9ClZFJnnGQZvtRXF6tz71PyY/V3/5i30R57HVNus+rT67y7SjaKJzY2bd3/R+2LGVfel3fE0xG5Hr2kpWlThOTS5zjwYbx5Hf43MaY6m6NZVY8ff+/wAzNKW1HZZaaGqWbLWYu5hfyPEeYNx6R2adRVIKS3MrSjsuzPfG5qIA+ftuth62sxGqnp1eRnspZ94VVXcASLZbekbrlTl+CjzM3JyW+y+LaJY4KrP0kQw6Ka74ym+fM/pxE+XWX+pU8I/qNvN1XpXt+R+/iorvjab50z+nGPt3gPw6nhH9Q83VelfXceLdFVePf058nf7UjePLrL3vjNd0f1DzdV6V9dww/ZHFKGfLqpcpX6o5jkddRbtKQSDqLjQRvW5SZTmFGVCU3Ha3Xi9/Dddb+sxHCVqctq1zZcKxaVVSFnyWujD1U8VPIiPJYjD1MPVdKorNE6aaujmq4iRuQVbG6MkLVRugRNRE0TEiLqIniQyI50uQLE3IUAbyTuUeJi3Rpuo7LRJNt8Elvb7CO1zsl9HmJzSWaUqXN+06/UpJA8I7P2syjDwVOE3JJW0i/jYx5HXm7tWOpeiuv+HTjzd/sSK8uXOXLdGb7l+o283VelfXceX4qa74ym+dM/pxr9u8v9Sp4R/UZ83Vele35Hi3RXX/AA6c+Tv9qRtHlzlz3xmu5fqMebqvSvruLd0RbJ1dFiGecEyPJeXdWBubowW2/wB4Tu97Ek+UOBzGKp0ZPa32at+xHLC1KWslobbEZoYf0806pW0k4b3lFD/8b3H/AOhj03Jyp6coEczUdg3Jw+mJ+B9Fzb6LRxcxSWKqJeszeO4n4pmRAGZdKPSXKpZb0tI4eqYFSym6yRuJJH95vsvA6ncAehgsDKtJNrT3mspWKz0EYbUvMeY3/tpY4jUzNCqqeQGp327PON85y7CU5wml/Evd23d66b9Fus2hUla3A3OOYDlxRysmawDEhGICGzEhTopO5uR5wvbU2ilKSTdus+fqOpnJLS1TNC+55k202Sk0F2dlQq5F8h7JzHRSDa94lqYzCVW3iMOtrR7tyWlvqx1PNNa/8CrGUdrZTvvdr9fvb6i7dF06c1dNzVDugpZZK9QJaZiEuwtbxsbAvmJ3KL6uthZR2KFLZd736U9yK2JwVajBTqSTu2rXu01p9e00jF6PrZTL77vL5j79R6xVxNHnqbj4dpVhLZlcg9k6zK7STubtJfmO8PZrbwMc7LK1m6Uu74r66yavG62i0x2CseqqmFUdhvCkj0EYbsrmUruxnszHaOXo1TJFtNZiX+uPm6y/G125xpTd9b7L49x3echHikek7V0HyuR88RKsjzF//RP8r+Rr5RS9ZeKPz8LcP+VyfniM+Ycy/An+VmPKKXrLxPNNqKA7quR+0X740eTZgt9Cf5ZfI2Vem/5l4o7JVdJmghJst7i3ZdT9RipUwtei71ISj2pr3m6knuZiGw+0TUVSAXIkuckwcOQcjw9trx9mzvL3jcJt01/ESvHr/p7+HXbrOBQqKE9mW761Nprp+VC72CAXLg9m3M8hx5eMfM8PiY1pKmk9p6W436EdSdJx14ELPnK4ujKw5qQR9EXJRcHaSs+sjIiqjZAi5qEkKASToABqTyA4xLFpJvgt/UYabOHaGiellCZOAUubIl+23M2F8oHjzGkXcpgswrulSeiV5Stourrb+b4EdaPNx2peBX9m5zTq+kzbuuSwG4doH7I9ZmOGpYPK66pr+SV3xeltSrQm51o36TeqjEZCd+dLX9J1H1mPjNLCV6v/AE4SfYm/cd5yit7ON9pqEb6uR+0X74tLJswe6hP8svkaOtTW+S8UeH4V0HyuR89Y28yZj+BP8r+Rjyil6y8Ufo2ooPlcj9ov3xh5NmK30J/ll8jPP0vWXijto8Yp2ZTLnynYMCArqSbEaWB47vWJMFhsVhsVTlKnKPpJaprfpxRrVcZQavwL8zAAkmwGpJ4DnH0I4hRMQC1s9mKh5IGRVYXDa77HmT7LRwK+JnUxCdFtNaJp2fbdbi5GKjCzLph9IsmVLlIAFRQgA3WAtHfvJ6ybb4t731spvqP2tqhLQueG4cSeAiOrVjSg5y4G0Y7TsU6vxOY5sxJJ0CLe3llHfPnePPVcXWrysr9i+tS3GEYlSXooeqrWqZx6mQ9mZdOsZuNhuQG17trcnSPZZRmdTC4JUpR9NaJvo4fFdlinWinO6ZreGYfKp5SSZKBJaCyqPr5kk6knUkxVqVJVJOc3dswdUaA4NoKfrKWol2Vs8p0sxIU5kIsSLEDXUiG24ekt61NoKLklLdxtvMHOzdRJlOpl1ar7jsTJmFks83Ndt4CEXzop4MbAXtNHOKjSlUpxl/Ne2/hbwOo8uws5/wAGtspyslLetL34cd27hrcvvRlhzpV1MxkrBeTKUtUNcEhF0IsO1bdqSoJBte0YnjZV1sOCilrp1627ipXwlOjBSjUUm7ppcLO1+/8Axc0qIioVHaGlMqcJiaXOdfBge0PI7/HMY4WOpuhWVWPHXv8A3+ZapS2o2ZZ6KpEyWsxdzC/keI8wbj0jtU6iqQUluZWlHZdiq9LWMtS4ZPdDZ5lpKniOsNmItuIXNY87RdwdJVK0Yvd8jSTsj5bj1JCIAQAgADBq+jBNY9s5Op0kzz25M9FdZg5uobI3JtfXhxA42WZxQxdSph16NSm2nHsdrrpXu8G56tCUEpcHxL/0f4t7top1BMb8ostkUnjLYEA/qkgeWWPE8pcB5tzGnmFJeg5Jvqkndr/dv7bnRwtTnqTpvfYyxxMlOynMjqSrC9iCDYjTkY+lRdKvTU1aUWrrsZyfSg7bmeRxCd8bM+c33xp5Hh/w4+C+RnnJ9L8S5dFWHGZVNVTCerp1JLMdMzAgangFzHwsOceU5ZYyNHBrCU16VRrRdCd/a7Lr1LmBg5VNt8CE2wxx66qLqCVv1cldb5b6afCY6+tuEdfI8shleCUJWUvvTfX29CWnt4kOJrOtUut3Am6nYZqWgnVc9iJwC5JamwTM6qSxHeazHQaDx4cenymjjszp4PDr+G27yf8ANZN6LgrrfvfUTPCOnSdSW8ose0KAgBACAPOTNZGV1JVlIZSN4INwQeBBjEoqSaYPrXBqkV+HyZjadfKUtl4MQM1vANePG4mgntUn1oswlZpnXhWEJJA1zEbja1vG3Px/3vTw2ChRe0tX0m86jkSUXCMzTazb2l90zKXrLGScpJ7rP74A7rr3bG2ubfFbNMtxjoxrKN6e/Tf2tb7W3PxJqE4Xs95cNlsNMuUJkwWmzBdr71B3J4ePj5CNMFhlRhd73v8AkYqz2nZbibi4RCAEAR+PzskiYfC33/ReKmOns0JeHjoSUleSKjTMQs4H5NLH0Jce0tHL22ozT9SK93zZZa1Xa/iTGy049bMUnvS0f1FwT9I9kW8BNupNPoi/Z/girLRd5Zo6hXOLF6PrZRUd4dpfMcPUXHrFfFUeepOPHh2m9OWzK5C7LVeVmknc3aTztqPUa+hjnZZWs3Sl2r4r66yavHTaPVt3TSKhVp56gyxaaQSRc9oLqCNBZr+Y9dM3zTE4OUY4V2k762vp3pm+GoQmm57ioHBcHTfLpB+kyfxGOL5yz2rulVfYn8EW+aw0eCPXkwIf4f7ZJjO3ygf4/wDeYthf6fYeJOBf9P8A/pjZLlD/AN/+8f8Axf6fYetkwE/IfQyx9USKXKOO7nv7jFsL/T7DmmYHs/NNg1MCd2SosfYHt9ETxzPlJR1aqW66d/bs/E0dHCS6PEn6KmpZ9MaS6zJcteoZb3IyaKTyNgGDDwIjh162Mw2LWMacJye2nw11duremu5lpRhKGxvS0MiqqadhGIKdSqnMp+MlHQjztcHkR5R9So1qPKHK5Lc2rNerJbu7j1rTpOM1LC1vrVEv0qYOl5WISdZc8DMRuzZbq36yj2r4xy+R2YT2Z5dX0nTvbsvZrufv6ibH0ldVY7mUGVLLMFUXZiAAOJJsBHt5zjCLlJ2S1fcc9K7sjS9sGXDsOlUEsjrZwzTmHEaZz6myj81Y+e5HGWc5rPMKq9CGkF7l3L0n1tHUrtYegqa3vf8AH5HZ0V7JhFFbOXtsPyKkd1T/AHnmeHhrx0q8sM+dSbwNB+ivvvpfq9i49enDXbA4ay5yXcT2NYpQ1bnD2mZr9qaVICqJZzWLnS9wBYeO6OJgMFmOBprMoQtwjdavaVrqPZd6+0s1Z0qjdJvtOCXgmz8s6tTX45qi/wBBf7IuyzPlJV1SqW6qdvdEiVHCLo8f3OlZOAj5D86WfrMQuryjf43hL5G1sKvV9h5hMC/6f7ZMRufKH/v+EzNsL/T7DzWlwNtAKA+TSvsMavEZ/De6y7p/IbOFfq+w8m2ZwiYLdVTm/wAB7f6GEYWdZ3S1c596+aM+T4eXBF+2ORJcgU8sWSUAE1v2WvYXO8ghvS0eiynMKuNpOdb76dm+njco4mjGnJbO4no6hWKt0j7UDD6N5oI61/yckfnkHteSi7egHGLuAwjxNZQ4b32fWhrJ2RjXQ9sua6t90TQWk05Exib9ube6KTx1GY+QB70dnN8Wox5uGnDsRpFH0dHmSUQAgBAFf2xm/kgvM/aB9Rb2Rys1n6EY9Lv4f5J6C1uQRNmnjnLA/wApYD6IoSlpV7Uv7v2J+g7dnntUy/zpTL7HJ/hixgJWxH+1e5GlVeh3lwjuFQQBUsdpjKnB00uc6+DA6jyvr+sY4OOpuhXVWHHXv4+PzLVKW1GzOnGdmaLElkzZ0vMVBym+7NbMp4GxX6DzjtQqznTUqU3G+ulvimQaQdmk+0pW1XR1Kp5ZnSKakmIur9aZiFFG98wYgqN50FhGjeLim5Ymq+qKi34WVySMqbdtheJSvc9N8RhP70/3xHz+K/FxX/EiXm4+rH8w9z03xGE/vT/fDn8V+Liv+JDm4+rH8w9z03xGE/vT/fDn8V+Liv8AiQ5uPqx/Me+kwlZxKU9Fh0+YAW6uVUOzEDed9gPEkDUc42hVxMpKLr4iN+MqcUu9s1lGEVfZj4lSFXWYdVmYZLU7lieqZWClb93td5OR15gx6TEZfhswwiw9WW3p97+ZP1up/wCCpCtKnPairdRoe0UmVi+HifI/tZV2C++DAduUfMWI5kLHz/K6lbk/mnk+I+5LRvg1wkuzj0ao6dZRxNHahvX1Ygtm6sVWD1dK+rU6mYnPKLutvVWHkRHZzWg8Bn1DFw+7UaT7X6L9jT7bkFKXO4aUHvX+SA6M6ETcQk3AKy7zTf8ANHZPoxU+kdvlZiXQyupbfK0fF6+y5WwUNqsurUlJNOcWxZ2NzIQ3J/5SGyqCOLn/AFE8I506qyDJIxWlWX/tLVv/AGr3JcSbZ8pxD6F7l8yZ6SNtOrvR0xsQMs1196Pi1tuPM8N3O3J5K8nOftjcWrrfGL4/1Pq6Onfu3z4zFbH8OG/j1FU2S2Qr57LNl0DT5Vtznq0YEaEOxW9t+hMe4x9aEqbhCrsS4NJNrud11HMp6O7V0WGoweTLZkmUeHo6mzI1ZMDKeRBOhjyrxeKvbn8Q+yjFrxWhfVKD/lj+Y9f/AA+l+TYb++v98Y8rxX42I/4V8jPMw9WP5h/w+l+TYb++v98PK8V+NiP+FfIczD1Y/mPw4fS/JsN/fX++HleK/GxH/CvkOZh6sfzF9wHoqp3lh6qmkymOvVo05iPNmcAHwsfOJ9vG3usVO3XGCfuZA5U/UXiy9bM7NU1DLaVTplVmztck3awHHcLAafeYl2pyXpycn0u1/YkvYRu19FYmIwYMl6UMBOImW6TWEwXWQh7hU++PEMxA15ZRaIcDyhlhqsqcYbUJNLT73dwfZ7SaWHur31L5sRs2mH0cqmWxYdqYw9/Ma2ZvqA8FEXK9Z1ZubIErE9EJkQAgBAFR2unflAOA3j9FSf4xHDzCW1iFHot7WW6K9Eh6t7TSvMfVTv8AeIoKTcJdbXxJTtwt7TqZvF19rf8AdFjCytiIvs/9bGlT7rLzHoykIA4sYpOslkDvDtL5jh6i49YrYqhz1Jx48O03py2ZEPsxV2YyjubtL521HqNfQxz8rr2vSfavivrrJq0dNosNTIV0ZGF1YFSDxBFiI7JWPnar2uoJUx5UzCZAeWxR+zK7ykg/3fMGKsOTWZzipLHSs+uf6i08VQ/D9x6fw4w3/CZPzZX9ONvsvmn+ul4z/UPK6H4fuH4cYb/hMn5sr+nD7L5p/rpeM/1Dyuh+H7jR+hzFqWpareRSS6fIJanKqDNmMw71UfBESU8txWB0xFd1b7rt6W7W95FUqwqW2I2L9jOD09VLMmolLMQ8GG7xBGqt4ggxPCcoPai7MiMhxPZKowSeaumLTqFtJyb3lr8I27wXeG8weZZphqeb4bmp2VVawl19D7fk+okw9V0ZX4PeQLyEpMSzyyDTV0p8hHd7a3sPJ8vkHEc2NWeYZTs1F/Gw843XH0Xa/wCW/eixsqnX0+7JP6+ukqOymI9R7smA2b3MyL+k8yUt/QEn0j0+dYTyqWHpPdzqb7Ixk/baxTw89jal/T8UXTA5M2io5dPTyy+IV3bVQO0iW7LG9soUEntaAs19AY8xiaazvNJTqP8A+PR0/wDJ8Uu177fypdJci/JqOn3pfX11l92E6KaeltPqstRUntdrWWh39kHvtf3zchYDj3cRjpVFsQ9GPQvr2FFR4s0eKJsZB0rY5Q0tcFnUMue8ySszOVlk96YtiWUncgiGplOOxr28PiHTS0snLfvvo0T069KCtON33FN/DbC/8KlfMlfyxp9mc3/1svGf6jfyuh+H7EPw2wv/AAqV8yV/LD7M5v8A62XjP9Q8rofh+xErsrj+H1dXIppeGSlaY47WSVoF7THRb6KpMY8w5nh2qtXGSlFNXV5667t4eJoyTShr2I3yLRVEAQm0WKykK07TFV5gLFSQCUXvWHEnd5ZuUVMfKpCg5RTtub4K/S+BJSScjg2YpDNmNUuNBog/85D6/CKGWYfXnHw3fX1xJa0rLZRao7RWEAIAQAgCi7SKzTpijVlUm3+b/Qgjz+Ii5YqXj4Iu02lFEdXqfdN+ADg+ZkG31N7Ipx+431r4m63HWgK9Q1v7xiPs+lYlS2asH/4v68DV6po0CPTlEQAgCqY1TmVOzrpc518wdR7dfJrRwcbTdCuqseOvfx8fmWqb2o2ZZaOoExFcbmF/I8R6G49I7dOoqkFJbmVpKzsVPabY+jZ2qWppTFzeYWQE30Ge/sv7eccvN3jYUudw1Wcbb4pu1ulL6+drDOm3sziu0g/wYw/5LT/MWPJ+e8y/Hn+ZnQ8npeqvAfgxh/yWn+YsPPeZfjz/ADMeT0vVXgWXYnDJElp/Uyklhgl8gAvYzLXt5x6bIsZiMTTnKvNyael3fgUMZTjBrZVi0x3SmfjAHQ6gwBinSngNNTSzKlzZaKxM+RKzDPJmak5FvcyJmo5I5Hve7GpKniliVxWxUXrReifbH2xut++ZSvDZfDVP4GfbIbNzZs9C8svLHaKgqesIIyyzvspNrk7gDxtHSzTOaLouGHn6b0u01s33y1S3Ld124EdGg73lu7teo+jNktn0kBp7Ms2pnf2s0btP7pPgy13W3m1zrHNw8aVOjGlR+4t3X0t9LfHw3GakpSk3LeWGJDQQBStsMEpp9SGnSZcxhKVQWAJAzzDbXzjzGeZji8LVjGhUlFNcH1nQwlKE4NyV9SF/BPD/AJLJ+aI4nn7M/wAefiy35NS9VA7KYf8AJZHzRDz9mf48/Fjyal6qLNspslS07e6EkS5cwrZcqgFVNt/5xsPLdzv7XL1i1SviqkpSfBvRfv0nLryg5WgkkWmLpAemsqklS3mzGCoil2Y7gALkxtGLk1Fb2D5nxarqMZxRVl3DTXCp/wAuWvE6+8W7G285rb49dJQwGE2Hq7a9bf14EX3mfSuHUayZUuUtyqKFBY3Y2G8k72O8niTHjkktyt2Erd950xkCAEAIAQB4GUt72F7WvbW3LyjFlvFzjODSMrLk7xzE3N75cu86jQkep5xX8ko7Dhs6PU35yV7nm+FyT1d0/s7ZNTpbdfXtet98bvD024tr7u4bctes7ImNBACAOHGKTrJZAHaXtL5jh6i49kVsXQ56k48d6N6ctlkVs1V2YyidG7S+dtR6jX0Mc/K6++k+1fFfXWS1o6XLBNlqylWAKsCCDuIOhB8I7JXPnDGOiytSonJKaX1auQmZzfIdVvpvykXixW5U4HCy5uupbVluirPs1JYYWrNbUXp2nH+LLEecr9ofuiL7aZX0S/KvmbeQ1+n2mrdC+z0+jl1KTsuZ2VhlN9LMOXnGrzXD5j/Ew97LTVW6yOdGdLSZpEYNBAGI9OLg1khezpLF9ZN9Wbw623n2eWuaKeJ3/wCfgSx3f4+PwJHYOSuUkDW28KxPtSxjgVm7lvgaXs6T7nS/jy+EeXHz1563j0WD/wChH9vhp9a6lOr99klFkjEAZB0ybLVVZVyXkZbLJCtdral3MbLOsHl/o4m95brK+4khQqVFeBQPxb4nzT9pGfthlHRL8pv5FiOn2k/sH0bVXu6S1UVMmWetYB73yWyqRyzFbjiAYlhygwWNjKGGTvxbja3eaToVaesn7Tf4rkYgChdLKT59K9PTuq2IaaCbZ+KyweBvZteS66mNsLmuHweKjzybVuHDrtx49a36m/NSlHQjOhLY16aVMq56ZZ026Ip3pLU6+rML8dFU8Y6GY45YqScHeO/tuRKLjvNQjmmwgBACAEAIAQAgBACAEAIAQBVMYpzKm5l0uc6ed9R7eHJgI4GNg6FdVI8de/j9dZapvajZllo6gTEVxuYew8R6G49I7lOoqkFJbmVpKzsVTpKrjSU/u1ZfWBCqTFzZeyxsrXsdzEC35/hFLGZJHM5xjtbMlfW1+7eixQxPMp3V0Zf+Nxfkh/aD+WIfsDP8dfl//RN5yj6po/RVtIK6VPmiX1eVwls2a9lvfcPhfRF3DZM8ri6TntX1va3V0voK1bEKs00rF6iyQiAMd6WqdKmuSVLd+skU7TZ1suVFGqDQZmmMTuLWAsbamK2NUKdKNSe+Uowiulv4Ja8egmopzdlw1K1sDtO7zGkypIdxLZ1DtYMVt2dAbX118IgzXKI4Gmq1Wp6O0k7Lcnx369hLRq869lb7G1bEYlLqKKROl3AYG6nerBiHT0YMATvABi+sP5Ouave3Hp8CrKW07k7GTAgDNOlLbFaCfKBkmZ1ku+jAWysfA33xSxXJ6WatSjUUdnqve/eugs0cUqKaauUr8bkv5K37QfyxU+wNX8dflfzJvOUfVZsOxTGZSy6lkyNPUTMt75UIugvYX0Obd763CLWByyOAi6Se076u1rlevX5134E/F4gOeuqhLQtvO5RzY7h7YjrVVSg5y4G0Y7TsVBJDVE9ZN7hTnmtzbefLkOVxHnsPTlia15cdX9ewttqEbl2RQAABYDQDwj0qVikfsAIAQAgBACAEAIAQAgBACAEAcGM0nWSzYdpe0vjzHqL+toq4yhz1JxW/ejenLZZGbN1dmMsnRu0vnbUeo19DFDK6++k+1fH67SWtHiSuNYclRImyHAKzEKEG/EabtRrYx2byWsXZ8H0ECtfUy5Oj7CyAfc2/X+0nfzx4qfKnOIScZVtVp92H6TqrBUHw9rLnsFgtPSrOlyJeRSVcjMx1sRe7kncBHfyjMcTjqMqmIltNO25LSyfBLpKeKpQpySgi1x1iqIAxTbSRNw/GWrZqlqOrAlu4FwvZVSrciCgYc1Jtcg2zmGD84ZdzNP8A6kHtR62r++/jYlw9Xmql3uehVsDpRhsytnntMh9zUqjUzHmWZSLb7IUP63lFfH1pZ1Sw2GjopfxKj9VRvFrvltJdaRLTisO5zfYvf8ja+jPBJtJh0iTO/tTeY45F2LZfMAgHxvF7E1Izqtx3cO7QqLrLTEBkQBR9u9nKWrnIaiVnKJZe062uzX7jC+4Rws4zfGYCUFhp7N730T3W6Uy7haFOom5orY6OcMYhRTasQoPWTdLm1+/wvf0jn4LlJm+Irwpc9vevow3cf5egnqYShCLls+1/M1qWgUBQLACwA4AbhHrTlnlAGFdNe2BeetNJchZBuWU2PW8SCNxTVQeZfwj02U4KCoyq1UmpK1n0fv7rdJHKXQab0dYXPk0Us1JLVEwZ5lwLi+qobbyAdTzJjzU6NCnVk6EbRbJXOUktotEYMCAEAIAQAgBACAEAIAQAgBACAEAVPFacyp110uesTzvqPQ8ORAjz+Mg8PXVSPHVfH66y1Te1HUs1JUCYiuNxHsPEehuPSO7TqKpBSW5laSs7GH7YbA409ZUzKXOZLzGdAKhV0Y3IsziwuSLR1KDwGwlUpx2uL2V8jVzqcJPxLr0P4JX0smoWuVldnBTNMV7rlsdVZra8IgxXk+0uYikupWMpyf3nc0GKoEAeqqpkmI0uYiujCzKwBUjkQdCIym07oEHhOxdDTzRNlye2vcLszdWCALIGJyaAC41sAL2AEE7bVv5tX19vfd9rb3tmzk2knwLDGDUQAgDKul7Z3FaqokNQrMKLLs5SaiDNmJAOZ1vp9cXMLHBtPyiEZdF4p+9MbU191td5wdGOx2Lya5J1cJglIjEBp6uM5GUXVXN9GY+kbYmOBUf4FOKl0qKT8bBTqPSTfibJFEERtTXTZVNMMhc88qRKW471u92tLKNdd5sOMFVoU5xdd2i3q/8ABlRb3GH9FeykysxBp1QjdXSsHcPe7Tb3RDffqMx37hfvR6XM8fT5lQoNNNb1ut9aESi76n0PHmiQQAgBACAEAIAQAgBACAEAIAQAgBAEfjlJ1ks2HaXtL423j1H02irjKHPUmlvWqJKctmRG7N1mpl30btL521HqNfQ84oZXX30n2r4/PxJK0eJYo7JXEAIAQAgBACAEAIAQAgBAFNx6vLtZNWmdhAOCX3+bH+ER5zF1niK1o6paLr/yXKcdlallwegEiUqDfvY8z/5p6R3MPRVGmorv7StOW07nbE5oIAQAgBACAEAIAQAgBACAEAIAQAgBAFRxOQZM7s6AnrE8DfUeh4ciI8/jKbw9fbjx1XxX10luD2o6lopKgTEVxuI9h4j0NxHdp1FUgpLcyrJWdj3RuYEAIAQAgBACAEAIAQBR+lTaz3FThEI62buvrZB3iR493hva26Ohl+XrGScZ3Uba2369HvMOWzqcnRfWvXq1bNlZLN1a/BYgC5W+uUXt58ezHJqZPHBYlpT2kt3T3/XciZ1tqFrGhxMRCAEAIAQAgBACAEAIAQAgBACAEAIAQAgCMx+j6yUSB2k7S+PMeo+kCKmNoc7SaW9aokpS2ZHBszW6mWTo3aXzA1HqNfQ84o5XX30n2r4/PxJK0eJYo7JXEAIAQAgBACAEAIA9NZUpKR5sxgqIpdmO4KouT7IzGLk1Fb2D5rxyrn4ziay5dwZr5VG8S5Y4nXcq3Y23m9t8ewSjl+Etx97+tOwi+8z6OwbDJVNIlU8oWly1CqPLeTzJNyTxJMeQnNzk5S3slOyNQIAQAgBACAEAIAQAgBACAEAIAQAgBACAEAU7EZBkTzl0BOdPDXd6HhyIjz2Lg8PX249q+K+uDLkHtx1LXSTxMRXG4j2HiPQ6R3qdRVIKS3MqSVnY90bmBACAEAIAQAgBAEBtDXi5T3ssZ5nifeJ/EfJeccjM8RZc1HjvLFGHEjNhtl5El5laJSpNnDLpoAt7mw3Lc23b8oPGOhhMRialBKtNtcL9Hbv7OojqqKl6KLlE5GIAQAgBACAEAIAQAgBACAEAIAQAgBACAEAIAjcdw4zpYy2zqbr9o9frAiri8Pz1Oy38CSlPZZ47P00xJZEwWJNwLg20HLT0++NMDRqUqezPpM1ZJvQlIukQgBACAEAIAQAgCoTcHnTJiy2DZS5mTZnA67h6WsOGnKOH5FVqYhua0vv6vrTqLXORUbotyKAAALAaAeEdxKxVP2AEAIAQAgBACAEAIAQAgBACAEAIAQAgBACAEAIAQAgBACAEAIAQAgBACAEAIAQAgBACAEAIAQAgBAH/2Q==o 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