Deciphering the Significance of CU

02/04/2024

Deciphering the Significance of CU delves into the complex world of CU (Cryptic Universe) and aims to unravel its mysteries. In this video series, experts from various fields analyze the impact and implications of CU on our understanding of the universe. From deciphering hidden messages to uncovering unknown phenomena, this exploration challenges conventional wisdom and pushes the boundaries of knowledge. Join us on this fascinating journey as we decode the secrets of CU and unlock its profound significance.<h2>Understanding the Meaning of CU</h2>Understanding the Meaning of CUWhen it comes to the term "CU," there are several meanings and interpretations depending on the context in which it is used. In the world of technology, CU often stands for "Control Unit," which is a crucial component of a computer system. The Control Unit is responsible for decoding and executing instructions, coordinating the activities of different hardware components, and managing the flow of data within the system.However, in a more colloquial sense, "CU" is often used as an abbreviation for "See You," a casual way of saying goodbye or expressing the intention to meet again in the future. This usage is common in text messages, social media, and other informal communications.Another interpretation of "CU" is in the context of credit unions. Credit unions are member-owned financial institutions that offer a range of banking services to their members. The abbreviation "CU" is commonly used in the financial industry to refer to these institutions.Moreover, "CU" can also refer to "Copper Unit" in the realm of mining and metallurgy. Copper is a valuable metal that is widely used in various industries, and the term "CU" is often used to denote a unit of measurement or a standard for copper content in ores or products.It's important to note that the meaning of "CU" can vary depending on the field or industry in which it is used. For example, in the world of gaming, "CU" can refer to "Compute Units," which are processing units in graphics cards that handle parallel computing tasks related to rendering images and graphics.Overall, the term "CU" is versatile and can have different meanings depending on the context. Whether it's related to technology, communication, finance, or mining, understanding the specific meaning of "CU" in a given context is essential for effective communication and comprehension.<img decoding="async" loading="lazy" src="data:image/svg+xml,%3Csvg%20xmlns='http://www.w3.org/2000/svg'%20viewBox='0%200%200%20500'%3E%3C/svg%3E" alt="CU concept" height="500px" data-lazy-src="data:image/jpeg;base64,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"><noscript><img decoding="async" loading="lazy" src="data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDABsSFBcUERsXFhceHBsgKEIrKCUlKFE6PTBCYFVlZF9VXVtqeJmBanGQc1tdhbWGkJ6jq62rZ4C8ybqmx5moq6T/2wBDARweHigjKE4rK06kbl1upKSkpKSkpKSkpKSkpKSkpKSkpKSkpKSkpKSkpKSkpKSkpKSkpKSkpKSkpKSkpKSkpKT/wAARCAG1AgADASIAAhEBAxEB/8QAGgABAAMBAQEAAAAAAAAAAAAAAAMEBQIBBv/EAEoQAAEDAgEGCQcLAwMEAgMAAAEAAgMEERIFExQhMdEVIkFRUlNVkZMyM1RhcXOxIzQ1QnKSlKGisuFigcFDdKMkgrPCY/AGRPH/xAAXAQEBAQEAAAAAAAAAAAAAAAAAAQID/8QAIBEBAQEAAwEAAwADAAAAAAAAAAERAhIxIQNBUTJhcf/aAAwDAQACEQMRAD8A+mREQEREBERAREQEREBERARZtTPWGpkZBLExjCBZzMROoHn9aqmsyiIjJnodTy22aPStzq5U2NxFjPqMoscwZ+A43YfNHVqJ5/UuZKvKLJ4os/Ac5fXmjqsL86vWp2jbRYmlZR0nM5+DyMd80ee3OvNMyjimGeh+S/8AiOvVfnUvGxZZW4ixoqjKMsTJM/AMTQ62aOq/913ncpekQeEd6vSp2jWRZOdyl6RB4R3rjSco50x5+DU0Ovmjv9SXjYs5StlFjQ1OUZYw/PwC99WaPP7V3ncpekQeEd6dKnaNZFk53KXpEHhHeo5KrKLJYo8/Ac4SL5o6rC/Ol42E5StpFiQ1eUZXSjPwDNvw+aOvUDz+tS53KXpEHhHek42naRrIsnO5S9Ig8I71xLU5RjDTn4Ddwb5o8v8AdOtO0bKLGFTlEyujz8HFaHXzR5b+v1LvO5S9Ig8I70nG0vKRrIsnO5S9Ig8I71HPVZRhgfLn4DgaTbNHX+adKdo2kWI6qyi2dkWfg44Jvmjqt/dS53KXpEHhHek42+LeUjWRZOdyl6RB4R3pncpekQeEd6dOSdo1kWGysyi6OF+ehGdtqzR1ar8/qXZqcoiZkefg4zSb5o8lvX61Jxt8W2RsosTS8o6UYM/B5GO+aPPbnXsdVlF8sjM/AMBAvmjruPar1qdo2kWC6vyiKeSXPQ8RxbbNnXrtzqzFPXNqIhLNE5jn4SBHY/FTKuxqoiKKIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgzH/O6n7Y/a1U5LaE/Fszrr/fKsVEkjK2oDIDIMQ1hwH1RzqkZZtFcNHdbOnXiHTXS+Rie11K6jxxWkHl6+OeYqOZ1JpdPZ/F41+OeZWZH1D3RkUruK6/lt5iP8rmU1D6iGQUxtHiuMbddwtsIcVJp/l8XNbcZ23XcJjOmZo3bbbe/1V3eo0vPaK62bw2xt57qLOzY6v/p3awL8YauKs8/GuPq5SfNIfdt+CmVCKqkhoY3upnFrWN1hw5lK+qlZhxUruMbDjt2rcrGLShHzt3ux8SozUzB7WGldd17cdq4E02lOOjOvgGrG3nKzzvxeE+p6P5u32n4lTKlSzTCBoFM4i514285Uuen9Ed99u9al+JZ9WFWqPndL7XftK9z0/ojvvt3qCeWY1NOTTOBBdYYxr1Kcr8Xj6mo/OVXvv/UKys+llmElRamcby6+ONWoKxnp/RHffbvTjfhyn1YUFV5MfvG/FeZ6f0R33271FUzTFrL0zhx2/Xbzq8r8ST6nZ87k92z4uUypNmm0qQ6M6+BurG3ncpc9P6I777d6nC/F5erCr1/zGf7BTPT+iO++3eoa2WY0cwNM5owHXjGpW34kiWT59B9l3+FZVCSWbTITozr4XasY17FKKqUyGPRXYgATx2rPC/Guc+rSKq2qleXAUrrtNjx27bX/AMr1lTM8XbSutcjy28hst6xiEYBR0ecNm8W5vb6pXLnUelR/KC2B1+OecLyKWbMUdqdxAtY4hr4pU7n1BnZJorrNa4Wxt5bblz4eOnL1WxUnCB4/FzQ14ztuuoXUmkT3k1XFuOeZS3qNMM2jG2bwWxt57pGahk0rzSus8gjjt1WC0yi4vBk2A3bjNvvLQPn4PeD4FZb5JdBnGjusXm5xDVxleZJK6ppw+ncwZway4HnWJ5Wr7G0iIuboKkTUTVUzGVGabHhAAYDe4vyq6qtN89q/a34IGj1XprvDau4YpmPvJUmQW2FgHwU6IKmU5J4qR76dwEjRfybk29SzqzKFVHpbo5HkRxMe2zW2aTz31rYlhimtnY2vwm4xC9lw+ipXuc59PE4v1OJaNftQdY3MzTbF+LUXEgW1bf8A+KB8kvCeYEhDHQF+waiCBf8ANWc1HxOI3ieTq8n2LzMRGbPZtuctbHbXb2oKmTppp2ASynOROcyUWFib6uRMpVE8GF0ZOANJeWgEjmJB2j2K61jWlxa0AuNzYbSuZIIpbZyNr7bMQugzhlQwyVAkBkDJHYbWFmhoJ+KkdlaNj3h8Tg1pcMV73sL7PYrZpKdxJMEZJOI8UazzqOGhijnmlcGvdK4m5aNQtayCSln0mESYHMvyOFlMuI42RMDI2BjRsAFgu0BERAREQEREBERAREQEVeie6SOQvcSRK4C/MCrCAiIgIiIMx/zup+2P2tVR3zR3vj/5Cpamrp6euqGzStY4uBsebCFRNdS6M5uebfOk29WO66XyMT2tVFV4SovSGJwlRekMXXY5ZVpU/r1vsH7V1wlRekMVXTqXHVnPt44GH18VY52Y3wn0kjqOCmkztw5tvFzfs5bqapjqRmr1DT8oLfJ/yqD3ZP4PAEvyuBurG7bqvqupZ35N+TwS344v8o7Z3oLUkdTpMV6lt7Osc3/KkhbK2qfnZA84BazbcpVF78mZ+O0vFsb/ACjt6lhqqCCoeY5gGlg1lxOu551OXi8fV2j+bt9p+JUyz6XKFIyAB07Abn4lS8JUXpDFuWYxZdW1WqPndL7XftK54SovSGKGbKFI6pp3CdpDS655tSnKzF4y6sUfnKr33/qFZWbS19Ix9QXTtGKW49YsFY4SovSGJxsw5S6tKCq8mP3jfiuOEqL0hihqMoUjmswzsNntP5q8rMSS6tM+dye7Z8XKZUG5QpBUyOz7LFjQD/d29ScJUXpDFOFmLyl1bVev+Yz/AGCuOEqL0hihrMoUj6OZrZ2FxYQArbMSSpalr3VkAjeGOwu1lt+ZcNjqdNkGkNvgbrzfrPrUNRV0M9TDjmaWAOuQ4jXq5lw1+TdKeTLxMAsc47bc+tc+PjfL1agjqc5PaoaPlNfye3ij1r2njqTGbVLRx3/6f9R9aqQvybjmxS2GPi/KO2WHrXsL8mYDjmscTv8AUdsxG3LzLbK3D83ov7ftKuLKirqVsFI0zNBZbF6uKVb4SovSGLP47MXnPq0iq8JUXpDE4SovSGLpsYyoZPo+o9479yvHz8HvB8Csl9bTGimYJm4i8kDn4yvR1tNNVU7IpmudnBqH91yl+V0vsbiIvFzdHqqUxGm1esbW/BdyVtLGcL547817nuWPk+mbTZTqKlkc8rHeaAaRa+3bb2IPoEVXO1j/ACKZjBzySf4F0zVY/wAqoYz1Mj3lBaRVdCxedqJ5P+/CPysnB8HSm8Z+9BaRVeD4OlN4z96cHwdKbxn70FpFV4Pg6U3jP3pwfB0pvGfvQWkVXg+DpTeM/enB8HSm8Z+9BaRZ9TTMp81JE+UOzzBrlcRYuAOolaCAiIgIiICIiAiIgIiIKuT/ADUvvn/FWlVyf5qX3z/irSAqs88rK6mhaWYJQ7FdpJ1Dk1q0oZqWKaRsjw7GwENLXuba+3YUEoIcLg3C9XMbGxRtjYLNaLALpBmP+d1P2x+1qqO+aO98f/IVbf8AO6n7Y/a1VHfNHe+P/kXS/wCMc57VxERdnIVP69b7B+1XFT+vW+wftXP8njpw9TUnzSH3bfgplDSfNIfdt+CmW4wKEfO3e7HxKmUI+du92PiVnn41w9QRPlFG4CIEWdrxesqKrfLwU8GIAZvbiUkbJTRuImsLO1YRzlR1bJRkp5M1xm9mEJ+j9pK18xbFeED5Vn1/WupHSOq6bHGGi7vrX+quayOUNivPf5Vn1RzrqRr21dNjlxi7uQD6qnLyrx9juj85Ve+/9QrKrUfnKr33/qFZWuPjPL0UFV5MfvG/FTqCq8mP3jfinLynH1yXPbVyYGB3ybb8a3K5cwPmzk9oR5evj/0hdFr3VcmCTB8m3kvfW5cQRy5ye09uP0Rr4oWePka5e1HSPlFNLaIEY3/W9ZXBfLwNbNDDmduL1LqkjlNNLaewxv1YRzlcFkvA189xcz5OEcyv6Rbk+fQfZd/hWVWlIFdCSbDC7/C6dV07TbOtJ5mm5/JTh4vP1Oir6VfyIZXf9tvimOqd5MUbPtvue4LesYjh+b0X9v2lXFmxRzOgo7zgA2thbrHFPOrWiMPnJJZPa8gdwWPx+N8/Ur5Y2eW9rfaVHpkOxrnPP9DS74LplPAzyYmD12UmobFv6wynyyGhnDYHWLzxnED6yunSnTQ+aj+UFtruf2KvJ9H1HvHfuV8+fg94PgVynldL7FrRZXedrJT6mANHwv8AmnB9MfLYZPeOLvirSLm6OI4o4haNjWDmaLLtEQEREENVM6FjC0A4pGs18xNlMquUPNxe/j/cFaQEREBERAREQVcoebi9/H+4K0quUPNxe/j/AHBWkBERAREQEREBERAREQYFTWZQponikpg6MzPvJttxuZajZqwtH/St2db/AAvcn+al98/4q0gq56s9EZ4v8Jnqz0Rni/wrSIKuerPRGeL/AAmerPRGeL/CtIgwJ45Jqyd0lI0uxAec2cULKqRKxzGspQQXuuLk/X5+TmX0L/ndT9sftaqjvmjvfH/yFdLPkYntdso4CwF0Ia62sYibL3Qqfqx3lWEXXI5ar6FT9WO8qrosGOr4nkgW1norSVP69b7B+1Y5z43w9KWjp3UsJMessaTrPMpNCp+rHeV1SfNIfdt+CmW5IxqvoVP1Y7yohRwaU4ZvVgB2nnKuqEfO3e7HxKzznxrhfqClo6d1OC6MHWeU85UpoaUixiBHNcrqj+bt9p+JUrnNaLuIA9ZVkmJbdQGhpjtiB/uVBPSQCppwI9RLr6zzKwaynBsJA88zON8FXnqC6ppyyGQ2LrXGG+r1qcsxeO6hibRRzVDZRYiTUNeywXkDqE05Lzxru6XObLqKWtElRmadhvJrJfsNguKfTjTniuw3d5LmjlN9qzPFvrwuotABv8rmxr422y6mkyacDWObixi4udl1wY5Dk8F1PI4ZsWLptWzmVhzXNMY0JsQxt4wcDypfCeuWijNQ/BE6QYG2wNceVyk0dp8ihtfle+3wurLPncnu2fFymV4z4nK/WeKAkWwQxg8wLj8QoqrJkUdJK/HIS1hIANh3Baqr1/zGf7BWrJiS1WkoKbS4WGIOaWuviJPMrIoaZosIgB6iV5J8+g+y7/CsrPCfGud+q+hU/VjvKaFT9WO8qwi3kY2s2KlgMFGSzW619Z6JVrQqfqx3lRw/N6L+37Srix+OfG+fqvoVP1Y7ymhU/VjvKsIt5GNrJfTQihndg1h5A1npK8ymhjqadzGWOcGu59aryfR9R7x37lePn4PeD4Fcp5XS+xqIiLm6CIiAiIgq5Q83F7+P9wVpVcoebi9/H+4K0goV0ubraIZ0sa57sQxWBAaT8VzLlRoqoYow17ZSAHYtl72Ps1K+5jH+U1rvaF4Y2H6o5hq2IM52U5mQh7qYYi/N4cVrO131n/7rU0Fe+SeZrogI4iAS0lztYB2AetWo4WsiEet4HK7WT6yuw0AkgAE7bBBSp5i7KdRHnCWhjHBpOwm99SvLkMaHFwaATy2XSCrlDzcXv4/3BWlVyh5uL38f7grSAiIgIiICIiAiIgIiIKuT/NS++f8AFWlVyf5qX3z/AIq0gIiICIiDMkpJ56updFVZoB4GHNh1+K3Ws51PUiJzdL1Z4jzY249qtVc7oa2otKWDEPrW+qFTNXGaJ1nlz84TxQT9e+1XamNPg2r7Q/4RvTg2r7Q/4RvVHTqk+QJj7XWTSK53+qGf9xduTtTrF7g2r7Q/4RvWdLTVMc1W3S72AxHNjXxV3jqj5VZL/wBpsoo4WSGrdKXSOAFi9xP1UttMkWIIS2lhLsqsZeNpw5tpI1bNq9wTO81WTS/ZpdXebBQ0ZMdPFgOHiDZq5FPpE3Wv+8U7UyPNDyq7yJQ33jW/4uuDSV0dSWyVjMZYDdsY5ypNIm61/wB4pA976p5e4uswbTflKbaZHFLkmoqKZj+EJGg34oZ6z61M3ITwb6W1x53Qg/EqCnmlbEA2R4AJ1A+sqTSJutf94ptMiwMmVQFhX2HqhG9VayjqYp6a9biJc6xzQFtS60ibrX/eKjdJI+spg97nWLtpvyJtMjrJ9FUympIrcJEtj8kDc4RrVhmSaiNmBtfxbk+ZHKb86qQyyMmqQx7mjO7AbfVCl0ibrX/eKbTIm4IqMzmdPODDhtmRs71FW0NVFE1xrsXHaLZoDlXmkTda/wC8VxLNI8xh0jnDON1E+tNpkd01HVS1Mv8A1tiGN15oa9blZ4Nq+0P+Eb1VfI+Osfge5t423sbcrl7pE3Wv+8U2mRZ4Nq+0P+Eb1BX5PqWUM7nV2IBhJGaAuudIm61/3ioa2eU0cwMryCw/WKdqZHTaWpkromGs1lriHZoatiu8G1faH/CN6qVT3Mq4CxxacLtYPsXWkTda/wC8UlsMizwbV9of8I3pwbV9of8ACN6raRN1r/vFNIm61/3inanWK9NT1MjKNoq7B1rfJji8UrR4Nq+0P+Eb1Ra4to6NzSQRh1j7JUukTda/7xSWwyVZ4Nq+0P8AhG9ODavtD/hG9VtIm61/3imkTda/7xTtTrFOWCobTTjSrtEhBGbGvjLT0KeGeB8lXnG5wcXNgchVBzicmTuJJON2v/uVmOaR9VTh0jiM4NRPqKbTG2iIooiIgIiIKuUPNxe/j/cFaVXKHm4vfx/uCtICIiAiIgIiIKuUPNxe/j/cFaVXKHm4vfx/uCtICIiAiIgIip5QGLMMLnAOkscLiL8V3MguIs3RI7eVL4z96aLHzy+M/epq40kWbokdvKl8Z+9DSx88vjP3ppjR1NF9QChfW0zDZ07L8wNyqL8nU0muRr3W6Ujj/ldMo4owAwyN+zK4f5TTFnTmu8zBPL7GFo73WTO1jvJpmM+3JuUOYb1k/jv3pmG9ZP4z96aYmzVY/wAupZGP/jj195J+CaC13nJ55Pa+3wsocw3pz+M/emYb1k/jP3ppiN+RozO+RgYA4i1xcjUF7wW/RTDnG3xE3t/Vdd5hvWT+O/emYHTn8d+9NMc8Gv6xvcnBr+sb3LrMN6yfxn70zDesn8Z+9NMc8Gv6xvcvI8lvYJ/lGnO7NWzVZd5hvWT+M/emYaf9Sfxn700xHFkp7ImMMrThaBsXXBr+sb3LrMN6ybxn70zDesn8Z+9NMc8Gv6xvcvYsnPjlc8yNN2gbPavcw3rJ/HfvTMNv5yfxn700xHHkp7G2zrdpOz1rrg1/WN7l1o7etn8Z+9MwOsn8d+9NMc8Gv6xvcuRkt+fikzjbMvqttuLKTMN6yfxn70zAv5c/jP3ppiNuSniSV2dbx34tmzUB/hdcGv6xvcusw3rJ/GfvTMN6yfxn700xzwa/rG9y8dkt5LTnG8VwOxd5ht7Zyfx370zDdfyk/jP3ppjl+TXunMmcbYtDbW5id6cGv6xvcusw3rJ/GfvTMN6yfxn700xzwa/rG9y4nyTJLC9glaC4EXspcw3rJ/GfvQQN6yfxn700xzPk18s0bxI0BgItbnTg1/WN7l1mG9ZP4z96ZhvWTeO/emmOeDX9Y3uTg1/WN7l1mG9ZP4796CBp/wBSfxn700xxwW/MQR5xt47XNtthZe8Gv6xvcutHHWTeM/epYqVjmXL57+/fvTUQcGv6xvcnBr+sb3KcQ0xlMQnkzgF8GkPv3XXeiRdKbx371RS4JfockGdbdzib29d1IzJz2zRvzjbMditbarOiRdKbx3700SLpTeO/egsIqscFPKCY5pHgGxLah5se9daJF0pvHfvQWEVF9O0PIEk/jP3rnMN6yfxn71NXGgiz8w3rJ/GfvTMNt5yfxn700xNlDzcXv4/3BWlj1sLRHHx5vOs2zPP1h61YzDesm8d+9NMaCLPMDbecn8Z+9NHb1k/jP3ppjQRZ+YHWTeO/emYbyyT+O/emmNBFn5hvWT+M/emYbby5/GfvTTE2UPNxe/j/AHBWlmTQtbm3Y5TaWO2KVxHlDkJWkRcEXtfmVR6iz61jaSlknfU1FmNvbHtPcoMjv4QomympnEgNngP5e5BrouY2YGBuJzrcrjcrpAVSu8um96f2OVtVK7y6b3h/Y5ARDq1p/dYaNVlHHKx9w3aNoKkOsKtLA5pzkZs5WZ+0urPIiihnEosdThtCl2JZhLoEQoor1eIiBbWiW1L1B4nsRECycqWT+6AiepECy8vfYvSEQCicqICD4IiAiJrQLIlkQPaiJyoFkHqTXzpZBy+Rsbbu2LoWKhqhihd6l3A7FE084Ws+am/XWoa16EA1osqKeHyP7qBSMlwttZWIrSioZlKSeOmfI0wBjSHNAJuTynZrUL21ukVBlkfBA5hDXl4s11xYjmG1aGe/p/NDKCLFl/arqYpCOvMlM7E4MLcUgBvZ3NrOy3tUlFHVspwZy50hJxtkcDYXNrW9Ss57+n817nv6fzTTFfJsTo88XUmjY33tiBvqtybFdUWe/p/NM9/T+aaYjktjK5XrjicTsuvAo0bAia+dNmtQVq7zcfvmfuCsqvXebi99H+4KwqPNQXqAak5FAQJsQoGxe7F4iCKo8lnvY/3haCz6jyGe9j/eFoLUSuZACx1xfUq+TQBk+ntqvGNnsU8z2RxOc9wa220mwVfJcjH0EAY9rsLADY3tqVRHQSyNjjY97pC6R7XF+oi1/Ur64fEx72PcDdhuLEhdoCqV4eXU2baHOzp1E2+q5W1XqPP0vvD+xyCLDVdQzxP4QNquoZ4n8K6imGqOGq6hnifwhbVW8wzxP4V5Ew1lTU1STjbC1rhyiT+F1HNM5+bzTcYHK+1/yWmq1TTCQYm6nDYQtfPKn+4jw1XUM8T+Ew1XUM8T+F1TVJLs1Nqk5D0lbUsxZdUsNV1DPE/heYarqGeJ/CvIphqlhquoZ4n8Lwtqj/oM8T+FeRMNUsNV1DPE/heYaq3mGeJ/CvImGqWGq6hnifwmGq6hnifwrqJhqlhquoZ4n8JhqreYZ4n8K6iYapYarqGeJ/C8w1V/MM8T+FeRMNUsNV1DPE/hMNV1DPE/hXUTDVLDVdQzxP4TDVdQzxP4Vy4G0hephqjhq+oZ4n8JhquoZ4n8K6vUw1Sw1XUM8T+F5gqr+YZ4n8K7cDlS450w1Tw1XUM8T+F5hquoZ4n8K8iYapYarqGeJ/CYarqGeJ/CuomGqDmVRaQYGeJ/ChpRPhLGRtOE2N32/wALVVKn+TrpWcjhiC1J8qX0w1XUM8T+F4G1XLAzxP4V5FnF1Rw1XUM8T+F7hquoZ4n8K6iYapYarqGeJ/CYarqGeJ/CuomGqOGq6hnifwvcNV1DPE/hXUTDVLDVdQzxP4XgbVD/AEGeJ/CvImGqWGq6hnifwvMNV1DPE/hXkTDVLDVW8wzxP4TDVdQzxP4V1Ew1k1ragRxYoWD5Zn+p/UPUrGGq6hnifwpMoebi9/H+4K0mGqOGqt5hnifwvcNV1DPE/hXUTDVHDVdQzxP4XuGq6hnifwrqJhqlhquoZ4n8JhquoZ4n8K6iYazZhUYYzJExrc7Hch9/rj1LROoEgX9SgrfMt97H+8KwqKFY6SopJYZaKTA5pBONmr17VVyIHUuTY2w0r5A7jF4ezjHvWlXQmopJYRIY8bbFw22VXIVMaXJsYzjnteMYB+rfkQX43OcwFzCwn6pINu5dKvTVkdQxrj8m5xIa15sTbmVhAVeo8/S+8P7HKwq9R5+l94f2OQWEREBERAREQV6mmbM3mPIVHT1Lo3Zmo1H6rudXFDPA2ZtiNasv6qWJlHO17oXtjdheWnCeYqrDO+ncIpyS36r96u7Uswl1nNBOT9K0qo83itiG23sV6nDxTxiRxc/CMRPKVn/6Zoueow2/p8v4alqKKIiICIiAiLlzmsbdxAHOUHS5c5rG3cQBzlVX1pecNOwuPSOxctpHynFO8u9XIrn9Tf46fWl5w07MX9R2KamEoYc67ESbrtkTGCwC7TTGXURtkysWtjge7NNxB4BPlH87LyfKM0U0scRiwsa/CCNd2gHn9vMtTC3FisL89l5gbe+EX57KKyp6oTytaZIzgnjwkese3Wuoq6ZjIs49j8T3BxDdY41gLXWngZa2FvcmBvRHPsQV62njnDQ4DG7ihx+ry3HrSOmjZWGRgALWkG21xJvrVmwO0bEsL3sgqSvqYpS5tnsP1SpIayKU4ScD+i5TkX2qCakjlGzWrs/aZ/FhFQGk0vknOM5ip4qyKTUeI7ouTP4asKlUfJ1sT+Q8UqzBM2dmJtxyEHaFBlEHMh42tIKs9wvi2i5YcTARyhdLKiIiCsKh/CLqYtbgEQkxX16yR/hePyjSxvlY6Q4ohieMDjYc+zWktEyWd0xkla5zMBwm3F5lwcnsZLJPFxpXgtIkdxSDa4/JBIa+ma9jHSWc82aC0611T1cNU0uhcXAf0kfFcNoIWmEjEHRMwAg7R611FRQRwtiw4msJLS7WWkm+ooOKGrfUmYPY1jopMFg6/JdW1DBTsgxWLnOda7nG5NtimQEREBERBVyh5uL38f7grSq5Q83F7+P9wVpAREQEREBERBXrfMt97H+8Kwq9b5lvvY/3hWEHL/Id7FBk76Pp/dt+Cnf5DvYoMnfR9P7tvwQcCmdE5jI2448eMlztY13sNSuIiAq9R5+l94f2OVhVK9oc6nBxecPkuLT5DuUILaKmaZgGLFUHVsz796aMy2LFUbNmffvVxntFxFT0ZlsWKo2bM+/egpmWxYqjZsz796YdouIqYpmEB2KoGrZn370FMwgOxVA1bM+/emHaLiKmKZhAdiqBq2Z9+9BTMcA7FUDVsM796YdomqYs7E4NaC7kBNlRZNVUbcEjGEX1XcbD+9lYbTMcA7FUD1Gd+9cmjilaC4zj1GZ+9WJeUQiCrdlEVYjiIMdrYza/Ps5lbx1vUw/fO5UTGYXgvMwj5myObbuKtRwRSsa9r5wD/wDO/elh2W4y8sGcADuUA3C6VLR48OJz52gc87968zEWHG6SdgHPO/epi9ovLlz2sbdxAHOVlPc15tBpBPOZ32+K7io3Ss+WfIRfY55J+KvX+p3WH1pecNOzF/Udi5bSPldjncXHm5EjoorajO2x654v+a6FMx31qhtj179f5p/w2ftZZE1gs0LtUxTMd9aobY9e/X+aCmY6/GqBY9e/X+amL2i4ipimY6/GqBY9e/X+aCmY64xVAsevfr/NMO0XEVMUzHXGKoFjtz79f5pozHEjFUC3Ln36/wA0w7RcRU9GY4kYqgW5c+/X+aaMxxIxVAty59+v80w7RcRU9GYSW4qgW5c+/emjMJLcVQLcuffvTDtFxFT0ZhJbiqB68+/emjMJLcVQNW3Pv3ph2i2RdU62nxNGbYCfWvdGYSW4qgatuffvTRmEluKo2bc+/ek+J2lRUMM0Mtz5J2hXKhmOFzecKDRmXw4qjZtz7968NMwktxVGzbnn71btuksnxLQvx0rOcalYWXSwtMkkRdMMOwtlcPgVY0Zl8OKo2bc+/eln0nL4uIqejMBDcVRs259+9NGYCG4qg6tuffvUxe0XEVPRmAhuKoOrbn3700ZgIbiqDq259+9MO0XEVPRmAhuKoPrz796aMwENxVBvy59+9MO0XEVPRmAhuKoN+XPv3pozGkDFUG/Ln36vzTDtFxFT0ZjSBiqDflz79X5pozG2GKoNztz79X5ph2i4ip6MxthiqDc7c+/V+aGmY2wxVBuevfq/NMO0dZQ83F7+P9wVpZddTMZHFZ05vMwa5nm3GHrVg0zG241Qbnr36vzTDtFxFTNMxv1qh1z179X5oaZjfrVDrnr36vzTDtFxFTNMxv1qh1z179X5oaZjdeKodc9e/emHaLiKmaZjRfFUOudmffvQ0zGgnFUO9WffvTDtElb5lvvY/wB4VhZ9RTsjaxwfMTnY9TpXEeWOQlXyLgi9r8yiy6grpZIKOWWOPOOa2+G9rhVcg1ElTk2Nz4sDWjC3X5QHKuq2NlLSSzPqKghjdmPb6lWyHgrMnMc2aZhZxXNa+wCK2UXMbMDA3E51uVxuV0gKrWG0lMbE2kOofYcrSq1htJTGxNpDqH2HIl8SHVd/GJtsT+vjXtsQ6rv42zYn9fG2bFpyP6+Ne2xBr4/GvbYn9fG2eSg18fjbNiANdn8YG2xBrs/jA22INdn8YavJQa7P4w1bEHg41n8YG2xejjWfxhq2IONZ/GGrYg41n8YatiAONZ/GHqKDjYX8YW5EHGs/jD1IONhdxh6kHLmCVoLg4eoqmA+meHgOzd9bVeHGs7jC3IuS0SgEgi3IVZRQq6nPBojBw7T611BEanjSOcbch2I+EwvErGnDfW08qtwOjlYHx3Fjs3q78+D2OJtgQ0tsV0OPY8Ztj3oOPY8Ztjs508ux4zbHvWR75djxm2Penl7cTbH2XTy7HjNse9eeX0m2Peg98vbibY+y6eXtxCx9l155fSbY9698vpNse9A8u4OIWPsuvDx7g4hY+y698u44zbHvXh49xxm2Peg9PHuDiFjt2XQ8e7TiFjt2XQ8e44zbHbzrw8e7eM2x286D08fE04hbl2XQ8fE04hbl2IePibxm25UPHxN4wtyoB4+JpDh614ePiZxh616ePibxh614ePiZxh6wg9PGxMs4atq8PGxM4wFtq9PGxM4w1bQvDxsTOMNW1B6eNdlnDVtQ67s4wFtqHjXZxhq2odd2cYavKQDruyztm1P6LOtbah13Zxtm1P6ONs2oKoGbrcNzZ7bXVoauJZ1rbVUrOJLEeNq1YlaHIzjbPKVo9GqzONa21dMYMAFzq1LkarM4x1eUpIxZgFybcpWa1x9eNjAaG3Jtyko2MNaBcm3OVnyObDleSbMvcMwAC2Mm7rnltzWXOk10lXPEwFjQwmNzoyBiBGq/LfWo3kaTYw1obcn2lGxhrQLk25ys/Sa0yU1mWjkbicS06vVqHMpaGarfTtkmYXucSMOHAW2J23QyLbYw1trk+0o2MNFrk+0qnk3P56rM7HtJeCMWzYNnqV9DIhtgIaMRudu2yDiWaMRudu2y9cbOtYm57l4OJYcZ1zt5lpzrwcSwGI3O3bZPIsBiNz7bIOJYcZ1zt5l6OJYcZ1z3IitXDDHENZvOz9wVnyNmI3Ptsq1cMMcQ1m87NvJxgrHkdJ1z3Ir3yNmJ1z7bJ5GzEbnuXnkdJ1z3L3yOk657kQ8i5GJ1z3LzyLnjOuV75FzxnXPcvPIueM657kHp4lzxnXOxDxLu4zrnYh4lzxnXOzmXh4l3cZ1zs5kEVULRg3OuWP8AeFcVOqFowbk3lj/txwrildOPjmQAsdcX1KDJoAyfT2H+m34Kd/kO9igyd9H0/ux8FGllFRo6t7o4xMQ973ubdota1+S/qV5AVWsOGSmNibSHZ9hytKtWBwdA9rHPDJCSG7bYXD/KJfHZ1XfxtmxP6+Ns2KLPOxYsxPstbCN6Z52LFmJ9lrYRvWnPKl/r42zYg18fjbNiizzsWLMT7LWwjemedixZifZa2EW+KGVKNdn8bZsQa7P4w1bFFnnYsWYn2bMI3pnnYg7MT7NmEb0MqQcaz+MNWxejjWfxhq2KLPOxA5ifVyYRvTPOLgcxPq5MI3oZUg41n8Yepejj4X8YepRZ5xcDmJxbkwjehmcXA5icW5MI1/mhlSjj2dxhbkQcezuMLcmxRGZxIOYnFuTCNf5oZnEg5icW5MI1/mhlSWEgBOIW5Nl1UfG+J2ehBGvW08qnMziQcxOLcmEa/wA146VzrfITi3JhGv8ANJTK6hlbUNDmkgtOtqk8ux4zbH2XVZvFfjbTzg8tmjX+akMzjb5CcWPI0a/zT4ZUvl2PGFj7Lp5fSbY+y6iMzjb5CcWPI0a/zQzONvkJxY8jRr/NDKl8vpNsfZdPL6TbH2XURmcbfITixvqaN6OmcbfITix5GjehlSeXccZtj7Lp5dxxm2Psuo3TOcPMTjXyNG9HTOcLZica+Ro3oZUp49xxm2O3YvDx7t4zbHao3TOcLZicexo3o6ZzhbMTj1ho3oZUp4+JvGbblQ8fE3jC3KFE6ZzhbMTj1ho3o6ZzhbMTj1ho3oZUp4+JvGFuULw8fEzjD1hRumc4EZicesNG9eOmc5pGYnHrDRvQypjxsTOMNW0Lw8bEzjDVtCjdM5zSMxOPWGjejpnFpGYnHrDRvQypTxrs4w1bUOu7OMNW1RGZxaRmJx6w0b0Mzi0tzE41bcI3oZUp13Zxtm1P6ONs2qIzOLbZifZtwjemedhtmJ9m3CN6GVxWNvAW6yQL3UkD8cTBr1tvdculLmYDBPstfCN68jkMcYYKeewG3CN6b8MqcarM4x1bV0xwZZnGOraoBM4Nw5ic6rXwjegmcGgZic6tuEb1FmxYzgxBtjr5balzLm5Bm5GYmnXrGpQiZwaG5ic6tpaN6NmcGgZic+stG9F3ksYwCG2Ov1akMgDgLHX6lXbM5rQMxOfWWjejZnNaBmJz6y0b0NqwZAHAWOv1IZACBY6/Uq7ZnNFsxOfWWjejZnNFsxOfWWjehtTOdZwFibnuXg4lm8Z1ztUTZnNFsxOfWWjejZnNFsxOfWWjeqzlSDiWHGdc7eZe+RYcZ1z7bKJszmi2YnPtaN6Nmc0WzE518rRvQyo64YY4hcm87Nv2grHkdJ1z7bKlWSuzcYzM3nmHWB0hqVlszm3+QnNzfW0b0MqXyOk659tk8jpG59tlE2Zwv8hObm+to3oJnC/yE5ueVo1fmhlS+Rc8Z1z7bLzyLnjG59tlGJnC/wAhObm+to1fmgmcCfkJzc9EavzQypTxLnjG52bbIeJd3GNzs22UQmcCTmJzc9EavzQTOBJzE5vyYRq/NDK8qhaMG5N5Y/7ccK4qEjnyWaIZtcjDxgLABwJ+CvE2BPMpW+Pjx/kO9igyd9H0/u2/BV66WKrpJYcNQ0uGoiJ2o8nIq+RcNDQtjlbOZXa3fJONvVsUaahgaXNIJa0HFhAABPOdV1KuY3iRgcA4A9IWPcukBERAREQEREHgIOw3Xqz6eqgpYJHTytYDM+1zrOtXw4EXuEHqLy45wlxzhB6i8uOcJcc4QeovLjnCXHOEHqLy45wlxzhB6i8uOcJcc4QeovLjnCXHOEHqLy45wlxzhB6i8uOcJcc4QeovLjnCXHOEHqLy45wlxzhB6on1ETJWxucQ5xsOKbX5r7FKqszi+oawwPLGEOxACxP8IOxVwEv49sIJJIIFhttzr1tTE5oIJ1uw2LSCD6xyKgaSZ8LY8JBhYRc7Hm4P+PzVylY4yTSvaW5xwIa7aLCyCyi8ulxzhB6i8uOcJcc4QeovLjnCXHOEHqLy45wlxzhB6i8uOcJcc4QeovLjnCXHOEHqLy45wlxzhB6i8uOcJcc4QeovLjnCXHOEFbKHm4vfx/uCtLPnqoKqGJ0ErX2njBAOscYLQQEREBERAREQEREBERAREQEREBERAREQYpyPS5QZJJIC2USvs9p/q5loigpQAMy1TRxtjBDBYElx9pXaCtoFL1DU0Cl6hqsograBS9Q1NApeoarKIK2gUvUNTQKXqGqyiCtoFL1DU0Cl6hqsograBS9Q1NApeoarKIK2gUvUNTQKXqGqyiCtoFL1DU0Cl6hqsograBS9Q1NApeoarKIK2gUvUNTQKXqGqyiCtoFL1DV6KGlBBELbhWEQEREBERBHNBFPbOsDrbLqLQKXqGqyiCtoFL1DU0Cl6hqsograBS9Q1NApeoarKIK2gUvUNTQKXqGqyiCtoFL1DU0Cl6hqsograBS9Q1NApeoarKIK2gUvUNTQKXqGqyiCtoFL1DU0Cl6hqsograBS9Q1NApeoarKIMUZHpsntjkjDnSmeO7if6hyLaXEkbZAA8XAcHD2g3C7QEREBERAREQEREBERAREQFHO6RkTnRR5x42Nva/8AdSIgztLyj2YfGaml5R7MPjNWiiDO0vKPZh8ZqaXlHsw+M1aKIM7S8o9mHxmppeUezD4zVoogztLyj2YfGaml5R7MPjNWiiDO0vKPZh8ZqaXlHsw+M1aKIM7S8o9mHxmqOnylXVEQljyaXMJIBzzRsNv8LVVDIn0XH9p/7yg50vKPZh8ZqaXlHsw+M1aKIM7S8o9mHxmppeUezD4zVoogztLyj2YfGaml5R7MPjNVThDLArBSmmps4WY/KNrXtzqany0wukZUtLC2Yx4mtJaOa5QS6XlHsw+M1NLyj2YfGauxlBjJasTPY2Onw6wDfWoanLDG0U01O05yItBZK0tIv6kHel5R7MPjNTS8o9mHxmqR+U6Zkc8t3GOAhr3Btxe9rDn2r2HKdLM6Roc5hjbjONpbxefXyIItLyj2YfGaml5R7MPjNUkWVKWVrzifHgZjOcaW3bzi+0JBlSmmDzd8eBuM5xhbxecc6CPS8o9mHxmppeUezD4zVNSZQgq3lkYka7CHAPYW3HOOdW0GdpeUezD4zU0vKPZh8Zq0UQZ2l5R7MPjNUdPlKuqIhLHk0uYSQDnmjYbf4WqqGRPouP7T/wB5Qc6XlHsw+M1NLyj2YfGatFEGdpeUezD4zU0vKPZh8Zq0UQZ2l5R7MPjNTS8o9mHxmqXKVYykp3cYiVzTgAFzcDau6KqZVRXaTjaAHtIsQbIK+l5R7MPjNTS8o9mHxmrRRBnaXlHsw+M1NLyj2YfGatFEGXNlCvhhfLJk0hjGlxOebqAXTK3KD2BwyYSCLj5Zqnyt9FVfunfBTU3zaL7A+CCnpeUezD4zU0vKPZh8Zq0V4SALnYEGfpeUezD4zU0vKPZh8ZqrtyplCZuk01C19LewGLjuHOFsNN2g2IuNh5EGfpeUezD4zU0vKPZh8Zq0UQZU+Uq2na0yZNLcbgwfKtNydik0vKPZh8ZqZZ81Tf7mP4rRQZ2l5R7MPjNTS8o9mHxmrRXiDP0vKPZh8ZqaXlHsw+M1WqupZSQ514J1hoaNpJOxHVdMx2F9RExwIBa54BB5kFXS8o9mHxmppeUezD4zVclqIYbZ6aOPFsxuAuqtRlWGGsZSNaZZXC9muGrvKDnS8o9mHxmppeUezD4zVbpKllXTsnjvhcNh2j1KZBTpqisklDZqIwst5Wca78griIgIiICIiAiIgIiICIiAiIgIiICoZE+i4/tP/eVfVDIn0XH9p/7ygvoiICIiCg6mlOXG1OH5IQYMVxtxE7FSmydVOyfVxNj48lTnGjENbbg3W4iDFqcm1Ez68taBnHRujudTsPIva2GvrqCojdSsiLi3A0PBcbbbnYtlEGHJk2piyfV0EMeOJzmuhJcL7QSD3LurybPU1cxADY30maDr/WuDb8lsogxKTJrw15koWsdmcHyk5djJ2jabBeUOT6qN8zTEY6d0ZbmZZsbS71W2BbiIMbJNFVU9UXFkkFPgsYnyh4LvVzBbKIgIiICoZE+i4/tP/eVfVDIn0XH9p/7ygvoiICIiDJy5TykaVGA4RxPY9t+QjaF3kankbnKqUBueawNbe+oC11oyMbJG5jxia4WI5wjGtYwNaLNAsBzIOkREBERBUyt9FVfunfBTU3zaL7A+Chyt9FVfunfBTU3zaL7A+CCVeOAc0g7CLL1EGHDDlijhFFTxQujabMnLtg9YV4VzhWilc1pdiDSb7eLe9vary8sL3sL86D1ERBnZZ81Tf7mP4rRWdlnzVN/uY/itFAWXHTublQRNkcYmfLEF1ziOq3s2laijEEYqHTgfKOaGk+oIKGWRx6EnyBUtxLNqTDp2VWSQOke8NbGQwu14dnqX0FRBHUxGKUXaSDq2ghcw0sUM8szAccti4k8wsgxXxaPM05QgfM11K1jQGl3G5Rq2H1qzBC3huF4pzGzRdQc3yTcar862F44XaRci/Mgzsg/NJSPJM7y32XWko6eCOmgZDELMYLAKRAREQEREBEXhIAuTYIPUXOcZ0296ZxnTb3oOkXOcZ0296ZxnTb3oOkXOcZ0296ZxnTb3oOkXOcZ0296ZxnTb3oOkXOcZ0296ZxnTb3oOlQyJ9Fx/af8AvKu5xnTb3qjkR7BkyMFzRxn8v9RQaCLnOM6be9M4zpt70HSLnOM6be9M4zpt70HSLnOM6be9M4zpt70HSxaiWeSoym+OTCYIgxnMNVyfatjOM6be9Z2jA1ta0uAhqoxdwcNRtYhBm0WmQzZOjbO3DOHSEHEb6uW55lq5KkcH1dM5xdmZSGk8x1hDQQWpcNQ5jqYWa4EXI9aZNYYzUTSkNfPKXYbjUNgQaCLnOM6be9M4zpt70HSLnOM6be9M4zpt70HSLnOM6be9M4zpt70HSoZE+i4/tP8A3lXc4zpt71RyI9gyZGC5o4z+X+ooNBZ2WJHWpoGuLc/MGuIPJtKv5xnTb3qjlSPOtgkiLXPhlDwLjWNh+KCplCsq5osoCDNthp2lrr3xE21kHkUT8rzxBsMIBMUTHOxMc4vJF7atntKu1OTKeokmcKmSJs4tIxjhZx516/J0Jc10VVJC7AGOMbgMYGy6CN2UKqecspWRsEcIleJQbknk9SigylXVJo2RZlr543PcXNJAsfamUoX6UHwRzOBiwOfFM27vU6/xup8nUDII6SSSUCWGMswhwtrN0Fbhqc1JwsDo2y5ssEbi4jYXYtn9kdlqY1TxHGHRMlzeARuLiNhOLZ/ZXW0ELKgyR1UkbHPzjomvAaXfFBQQtqHSx1UkbHvxujY8BpPxQKKRzMqVlMXEt4srbnZfaFoLPpGEV9XUykNxkMYLjyQNqvZxnTb3oK2Vvoqr9074Kam+bRfYHwVfKr2HJdUA5vmncvqU1NIzRouO3yBy+pBMdQWEyuqIqA1ceF0tRVYQH3sBewHq2LbzjOm3vWFPRSmh0Rou1lUHNIcBdhN7/wBroLEmUa2n0qF8ccs8TWvYY2mxBNtnqVeXKM9Tkiscyohc5gHGja5rgOXUdntV9mT4WtmLquV0stry4wHC2wCy5GTKcxVDZKl8j52hrpCRew/JBXpGvo6nJ7S8uFRG5rhckX8oHWSttZrob5RpTcZmmjNnEjW46vgtDOM6be9BQyz5qm/3MfxWis3LL2GKms4H/qY+X1rQzjOm3vQdIuc4zpt70zjOm3vQdIuc4zpt70zjOm3vQdIuc4zpt70zjOm3vQdIuc4zpt70zjOm3vQdIuQ9pNg4E+orpAREQFBWQmopnxAMJd024m/3CnRBh8CS9Gg/DnenAkvRoPw53rXqXvjp3yRhpc0E2dsK5opXz0sc0gaC9odZvJdBlcCS9Gg/DnenAkvRoPw53rWNVA2XNGVgfe1r8vMvBW0zonSiZpjabOdyAoMrgSXo0H4c704El6NB+HO9a7qmBjwx0rQ51rAleNq6d0mbbMxz74bB19fMgyeBJejQfhzvTgSXo0H4c71p5QqX0lM6ZkYfhIuC63LZWBrAKDE4El6NB+HO9OBJejQfhzvW4iDD4El6NB+HO9QUeTJKumbMI6BocSLGA8hI5/Uvo1QyJ9Fx/af+8oKXAkvRoPw53pwJL0aD8Od63EQYfAkvRoPw53pwJL0aD8Od63EQYfAkvRoPw53pwJL0aD8Od60Kypmp5oQ1kZikeGFzibtKlkfMKhkcYYWEEuJJuEGVwJL0aD8Od6cCS9Gg/DnetYVdOXFonjuASeNyDaopa6nMDnR1ULSBcOcbgIM7gSXo0H4c704El6NB+HO9a8tTBE4NklY1x5CVWbXYK2oiqHxsjjDS07NRvtQUeBJejQfhzvTgSXo0H4c71ovqJG5ShgGAxSRudfluLb1MyohkkMbJWueNdgUGRwJL0aD8Od6cCS9Gg/DnetxEGHwJL0aD8Od6cCS9Gg/DnetxEGHwJL0aD8Od6go8mSVdM2YR0DQ4kWMB5CRz+pfRqhkT6Lj+0/8AeUFLgSXo0H4c704El6NB+HO9biIMPgSXo0H4c704El6NB+HO9biIMPgSXo0H4c704El6NB+HO9aDqmpZVxxupxmZHFocH3cNW0jmXMte5mfeyMOipzZ5vrPPb2IKPAkvRoPw53pwJL0aD8Od62wQ4Ag3B1heoMPgSXo0H4c704El6NB+HO9biIPnqrJUlNTSzmOgcI2l1swddv7ruPI0skbX4KAYgDbRzvWnlb6Kq/dO+Cmpvm0X2B8EGRwJL0aD8Od6cCS9Gg/DnetxEGHwJL0aD8Od6cCS9Gg/DnetOoqSyeKCNodJICdZsAByrqkqBUxF1sLmuLHt5iNqDK4El6NB+HO9OBJejQfhzvW4iD5ysybJStjcYqF2ORseqA6r8u1T8CS9Gg/DnereWfNU3+5j+K0UGHwJL0aD8Od6cCS9Gg/DnetxEGHwJL0aD8Od6cCS9Gg/DnetKpqXw1VPEIwWTOwl2LWDYnZ/Zc1lTUw4nQU7ZGxjE4ufhv6ggz+BJejQfhzvTgSXo0H4c71oaaZHQsgYC+WPOcc2whTUlQKqASgYTcgt5iDYhBk8CS9Gg/DnenAkvRoPw53rcRBl0GTH0tSJXNpAACPk4sJ77rUREBERARF4SALk2CCGtdhpJdRN2kAAXKr0VQI6KniwSGQNa0twHUVczkfTb3pnI+m3vQZE7JXyNOae3BWNcWNZqtfyieVWMy9uUnRNHyEtpneojaP7m35q/nI+m3vUUEcUBc7PF7nbXPfc+xBnSRHPzwVEVQ8SyY2FnknZa55LWVnJwtVVl2ObikBaS21xYBXc5H0296ZyPpt70FTLNzk6RjWuc51gA0X5QrjCHMaRsI5V5nI+m3vTOR9Nveg7RcZyPpt70zkfTb3oO1QyJ9Fx/af+8q5nI+m3vVHIr2DJkYL2jjP5f6ig0UXGcj6be9M5H0296DtFxnI+m3vTOR9NvegjracVVLJCdRcNR5jyHvUeT88+DPVDMMrhYt9m83KsZyPpt70zkfTb3oMaJsmcpZHxSNa1sgdGI9TNWz1r17Cf/wAZMQifnCzDhwG97rYzkfTb3pnI+m3vQZOUBJMKsMje0OY0tws1ye08luZSgOjq6lz4XubLC0N4t8RANx6v7rRzkfTb3pnI+m3vQZLYJYp6OE4i5lM9heAbBxtbX/ZdZPjxSQCWGobNAC0l/kjVY2PLdamcj6be9M5H0296DtFxnI+m3vTOR9Nveg7RcZyPpt70zkfTb3oO1QyJ9Fx/af8AvKuZyPpt71RyK9gyZGC9o4z+X+ooNFFxnI+m3vTOR9Nveg7RcZyPpt70zkfTb3oKE8YqaqGaETMmjkAcSCBh5fUopYJY4a6maxznVDy6M21cbbc8llqZyPpt70zkfTb3oETM3Exg1hrQF2uM5H0296ZyPpt70HaLjOR9Nvemcj6be9BXyt9FVfunfBTU3zaL7A+Cr5VkYcl1QD2k5p3L6lNTSM0aLjt8gcvqQTouM5H0296ZyPpt70FWpY6PKENVhLmBjo3WFyL6wV7k2F0UUr3gtdNK6TCeQE6lZzkfTb3pnI+m3vQdouM5H0296ZyPpt70FHLPmqb/AHMfxWis3LL2GKms5p/6lnL61fzkfTb3oO0XGcj6be9M5H0296CnlAnS6KzXENkLnENJsLEJX1TQ/R3RTOYRxyxhNxzK5nI+m3vTOR9Nvego621sVZmniN8ObLcOtuu41KbJkD4KW0gs973PI5rnYrGcj6be9M5H0296DtFxnI+m3vTOR9Nveg7Rch7XGwcCfUV0gIiIC4lijmjMcrA9h2tI1Fdogp8E5P8AQ4fuBOCcn+hw/cClrWh1JKDccQm4NjsXGTGgZPgNyS5gJJJJJsg54Jyf6HD9wJwTk/0OH7gXE2UHxTsY6Joa+URC7uMb/WtzIytmMcwMUYmjkDAzEbG+w3sg74Jyf6HD9wJwTk/0OH7gUU2VBG92FjXiN4Y4B3G9ZAtyXUtNVzTzyxiFrWxPwuOPXa177EDgnJ/ocP3AnBOT/Q4fuBe11O2ZpdJNJGxjb2Y4t18+pd0AlFFEJyXSYdZO3+6CPgnJ/ocP3AnBOT/Q4fuBXEQU+Ccn+hw/cCpZIybRS5PjfJSxOcXOuS3+orZVDIn0XH9p/wC8oO+Ccn+hw/cCcE5P9Dh+4FcRBT4Jyf6HD9wJwTk/0OH7gVxEFPgnJ/ocP3AnBOT/AEOH7gVxEFPgnJ/ocP3AnBOT/Q4fuBXFy8FzC0EtJFrjkQVeCcn+hw/cCcE5P9Dh+4FDHRRw5QiEckxwNL3YpCRzD/PctJBT4Jyf6HD9wJwTk/0OH7gVxEFPgnJ/ocP3AnBOT/Q4fuBXEQU+Ccn+hw/cCcE5P9Dh+4FcRBT4Jyf6HD9wKlkjJtFLk+N8lLE5xc65Lf6itlUMifRcf2n/ALyg74Jyf6HD9wJwTk/0OH7gVxEFPgnJ/ocP3AnBOT/Q4fuBXEQU+Ccn+hw/cCcE5P8AQ4fuBQ1FNIypgkjnlMzpOMMRw4OXUoK2V0dXLG97ml5bmpQ4hsfqPNy+1Bd4Jyf6HD9wJwTk/wBDh+4FcRBT4Jyf6HD9wJwTk/0OH7gVxEGVlLJlDHk6peylia5sTiCG6wbKWnyVQOp4yaSEktBJwjmUuVvoqr9074Kam+bRfYHwQQcE5P8AQ4fuBOCcn+hw/cCuIgp8E5P9Dh+4E4Jyf6HD9wLmpeZMowUpJEZY57rG17agF7kyZ8kUzHkuMMzow47SAdSD3gnJ/ocP3AnBOT/Q4fuBXEQYuVcnUUUdOY6WJpdUMabN2gnYr3BOT/Q4fuBRZZ81Tf7mP4rRQU+Ccn+hw/cCcE5P9Dh+4FcRBT4Jyf6HD9wJwTk/0OH7gXFdibXULmveMUhaWh2ojCeRMrYmsge172kTMHFdYEE8qDvgnJ/ocP3AnBOT/Q4fuBdV8jhA+ON2F5YSXdEc66yc4uyfTucSSY23J9iCPgnJ/ocP3AnBOT/Q4fuBXEQVoaCkp5M5DTRxvH1mtsVZREBERARFHNNHBE6SV2FjdptdB5UxvlgfGxwaXC1yL2UENPUxQRQ55mFgAJDTcgf3XHDOT/SP0O3Jwzk/0j9DtyDl2TXl188NU4mBLderkJXsLYqnKJqYnEtY3C7VYF3J3C/eveGcn+kfoduThnJ/X/oduQdaHMyoe+CpwRSHE9hbfXy2PIu6Smkgmne97XCV2KwFrarKLhnJ/pH6Hbk4Zyf6R+h25BJWQVMz2ZmZjGt1kOZiue9T07ZWRATSCR/K4Cw7lU4Zyf6R+h25OGcn+kfoduQX0VDhnJ/pH6Hbk4Zyf6R+h25BfVDIn0XH9p/7ynDOT/SP0O3KnknKtFDk+OOSazgXXGBx2uJ5kG2iocM5P9I/Q7cnDOT/AEj9DtyC+iocM5P9I/Q7cnDOT/SP0O3IL6Khwzk/0j9DtycM5P8ASP0O3IL6Khwzk/0j9DtycM5P9I/Q7cgtRRYJJZCbukN/YANQ/wDvOpVQ4Zyf6R+h25OGcn+kfoduQX0VDhnJ/pH6Hbk4Zyf6R+h25BfRUOGcn+kfoduThnJ/pH6HbkF9FQ4Zyf6R+h25OGcn+kfoduQX1QyJ9Fx/af8AvKcM5P8ASP0O3KnknKtFDk+OOSazgXXGBx2uJ5kG2iocM5P9I/Q7cnDOT/SP0O3IL6Khwzk/0j9DtycM5P8ASP0O3IGi12fc/SowHHq9YHMDdey0DnmoaJBm6jywW3I1W1LzhnJ/pH6Hbk4Zyf6R+h25BeAsAByL1UOGcn+kfoduThnJ/pH6HbkF9FQ4Zyf6R+h25OGcn+kfoduQSZW+iqv3Tvgpqb5tF9gfBZmUsrUMuTqmNk13OjcAMDtZt7FLT5YoGwRtM9iGgHiO5vYg00VDhnJ/pH6Hbk4Zyf6R+h25BPPTmSaOeNwbLGCASLgg7QuqWnFNEWA4iXFznc5O0qtwzk/0j9DtycM5P9I/Q7cgvoqHDOT/AEj9DtycM5P9I/Q7cg5yz5qm/wBzH8VorDyplSjmjgEc1y2djjxXbAfYrvDOT/SP0O3IL6Khwzk/0j9DtycM5P8ASP0O3IJaumknngkY9rRC7FYi9zayV1NJUsjax7WYXh+sXvZRcM5P9I/Q7cnDOT/SP0O3ILFRSxVDHY2NL3Nw4rL2kgFLTRwi3EaASOVVuGcn+kfoduThnJ/pH6HbkF9FQ4Zyf6R+h25OGcn+kfoduQX0VSnylSVMojhlxPIvbCR8QraAiIgLxeog4e6ONuJ7mtbzuNgkb45W4o3MeOdpBXFYAaSYEXGA/BR5NAGTabYPk2/BBZsOYJYcwWZPWzR1LAHgh04iLWtuADznn9S9bPUgzUz5vlxI0MdhHknlt39yDSsOYJYcwWa+rq3vkNPG5+akwYbCzhqvc31KSklqZqmdr5WhsMmGwZtFr/5QXHvjjF3ua0bLuNl1YcwVTKULZKdztFbUPAIDXW1ey67yc5j6CAx4sOAAYturVrQWLDmCWHMF6iDyw5gqORAODI9X1n/vKvqhkT6Lj+0/95QXrDmCWHMF6iDyw5glhzBeog8sOYJYcwXqIPLDmC8c5jLYi1tzYX1LpZ+WWNNPE4tBc2eOxtrHGCC69zI24nlrRzk2XQAIuLKjNx8swxvF2Nhc4A7Cb2+HxXuSHONNI0+SyZ7WfZB1ILthzBLDmC9RB5YcwSw5gvUQeWHMEsOYL1EHlhzBUciAcGR6vrP/AHlX1QyJ9Fx/af8AvKC9YcwSw5gvUQeWHMEsOYL1EHJwgEmwA2kowse0OYWuadhGsKllQkupYz5Ek7Q/1jbbvSkJblSsjaLR2Y63Jcg3+AQXrDmCWHMF6iDyw5glhzBeogp5WA4Kq9X+k74KemA0aLV9QfBQ5W+iqv3Tvgpqb5tF9gfBBJYcwQ4QLmwAXqzavOVGURAGNfHFHnCxzrBxJ1XQXs5Fm85jZg6VxbvXRLA3GS0Nte52LLiqBWV1JxMEYje7AeRwNvy/yoIHudUQ07vMtq5QOazdg/P8kG20tc0ObYg7CF7YcwVHJxIqq2MebbKC31XGtX0GdlkDNU2r/wDZj+K0LDmCz8s+apv9zH8VooPLDmCWHMF6iDkuY0hpLQTsB5UcWNtiLRfUL8qo5QY3TqB+EYs6Re2u2EpldjTHA4tBcJ2WNtY1oLr3xxtxSOawc7jZdDCRcWIKz8omRlVDJA0Syta75I8reUj1qfJhYaGPNkka9osQbm4tyWKCzYcwSw5gvUQeWHMvURAREQERRzyOiic9sbpCNjW7SgTxZ6F0Ze5gcLEtteygjoQyOOPSJjGy1mHDbVs2C6h4Rqey6nvbvThGp7Lqe9u9BK7J0JPlyAZ3OhodqDl5CzP1mlOgfEWNLG47XOvb/wDedR8I1PZdT3t3pwjU9l1Pe3egmfk+F1QZg6Vhd5bWvIa/2hd09K2nllkbI9xlOJwda1+5VuEansup72704Rqey6nvbvQW5YDJIHCaVlhYtaRYqSNjY2NYwWa0WAVDhGp7Lqe9u9OEansup7270GiizuEansup72704Rqey6nvbvQaKoZE+i4/tP8A3lc8I1PZdT3t3qpkqunjoI2tyfPIAXcZpbY8Y+tBuIs7hGp7Lqe9u9OEansup7270GiizuEansup72704Rqey6nvbvQaKLO4Rqey6nvbvThGp7Lqe9u9BoqvV0ratjWPkewNcHcS2sjWNoVbhGp7Lqe9u9OEansup7270FuWmbKWOLnNkZse21/X6l1DEyCIRxizQqXCNT2XU97d6cI1PZdT3t3oNFFncI1PZdT3t3pwjU9l1Pe3eg0UWdwjU9l1Pe3enCNT2XU97d6DRRZ3CNT2XU97d6cI1PZdT3t3oNFUMifRcf2n/vK54Rqey6nvbvVTJVdPHQRtbk+eQAu4zS2x4x9aDcRZ3CNT2XU97d6cI1PZdT3t3oNFFncI1PZdT3t3pwjU9l1Pe3eguzwsnjwPva4II2gjYQvIYGw4iCXOebuc7aSqfCNT2XU97d6cI1PZdT3t3oNFFncI1PZdT3t3pwjU9l1Pe3eg0UWdwjU9l1Pe3enCNT2XU97d6CbK30VV+6d8FNTfNovsD4LLyjXTvyfUMdk6oYDG4FxLbDVt2qWDKFQIIwMm1BAaNYLder2oNRQy0zZJBIHPjkAw4mHWRza1U4Rqey6nvbvThGp7Lqe9u9BZNFEGRtZijMd8DmnWL7dqGjhzLImgtwOxNcDrDudVuEansup72704Rqey6nvbvQXIIGQNIZclxxOJ2uPOpVncI1PZdT3t3pwjU9l1Pe3egZZ81Tf7mP4rRWFlStnkjgDqCeO07CC4t1m+zarnCNT2XU97d6DRRZ3CNT2XU97d6cI1PZdT3t3oLNRSNqJYpDLI0xG7Q21r/wBwlXStqmsa6R7AxwcMFto2bQq3CNT2XU97d6cI1PZdT3t3oLUtM2V7JMb2SMBAe0i9jt9S7hiZDGGMGq5OvlJ2lUuEansup72704Rqey6nvbvQaKLO4Rqey6nvbvThGp7Lqe9u9BooqdNWTTShj6GaEW8p5FvyKuICIiAiIgjqJHQwvkazGWi9r2XNJMainZMWYA8BwF76l5WvayjmLnADAdvsVegq4GUFM3ONL8DW4Qdd7cyC6XsDsJe3FttfWuc9EWlwkZhG04hYLGqHNdOxzQGYaxuIEXd6yTyBWBBgrZKNsYzEzhNs1ADaO+3eg0y9gcGlzbnYL7UxsxYcQvstdYswY+pngqZJI5DKHR4Y7lw1WwmysZMZAayswtYS2UFuoauKNY/NBoVEzaeF8r72aL2G0pTyieCOUCwe0OAPJdVq9kzmvc1rHMbGbAusb2OvYu8l4uDqfGADm27D6kFpERAVDIn0XH9p/wC8q+qGRPouP7T/AN5QX0REBERAREQRzS5mMvwuedga3aSq0OUWOE4nifA+AYntdY6ucW9isVE8dNC6WU2a1ZcxiyhRVjKd+cqJGXNgbADY1BoQ1YklbG+N0bntxsBO0b1MJAZHR67tAJ/uqBIrK+nkhJwRxuxEfVJtYe1SspnaVIc9NbC3XfbtQXUREBERAREQFQyJ9Fx/af8AvKvqhkT6Lj+0/wDeUF9ERAREQVHVpZVMhfTytY92FshtYn2bV3V1bKXNhwLjI8NAHrO1Vah2fq4JaWoLnskwuj5LctxyKPKTJwGvLGOvOyxxHYDqGxBrIvBewvtXqAiIgqZW+iqv3Tvgpqb5tF9gfBQ5W+iqv3Tvgpqb5tF9gfBBKiIggnqBFJHE1pfJJfC29tQ2krqmnZURY2XGstIO0EbQqtSM1lSCoebRZtzC47GnUQvclRubFNI4ECWZ8jQeYnUgvIiIM7LPmqb/AHMfxWis7LPmqb/cx/FaKAiIgrz1WZqIITG4542DxawNifbyJV1Wi5u8bnB7wy4tYEqvlKRjayhDnAESkm55MJTLL2thgDnAHPsOs8gKCzNUZuZkLGY5HguAvYWC6p5m1ELZWggG+o8ljZUsqNZNPAyRxiZZzmzg2s7kF1Yyc57qNmcaARcCwsCAdRt60FpERAREQEREBEUc7JJInNikzTzsfa9v7IOyL7UwjmCz9Cyh2ofAG9NCyh2ofAG9BoWUMED43ufLMZXnUCQBYc2pVdCyh2ofAG9NCyh2ofAG9BoIABsCz9Cyh2ofAG9NCyh2ofAG9Boos7QsodqHwBvTQsodqHwBvQaKLO0LKHah8Ab00LKHah8Ab0GiqGRPouP7T/3lc6FlDtQ+AN6jgyXW08QjiymQwEkDMjlN+dBqos7QsodqHwBvTQsodqHwBvQaKLO0LKHah8Ab00LKHah8Ab0GiiztCyh2ofAG9NCyh2ofAG9BoEA7UAA2Cyz9Cyh2ofAG9NCyh2ofAG9BoL1Z2hZQ7UPgDemhZQ7UPgDeg0UWdoWUO1D4A3poWUO1D4A3oNFFnaFlDtQ+AN6aFlDtQ+AN6DRRZ2hZQ7UPgDemhZQ7UPgDeg0VQyJ9Fx/af+8rnQsodqHwBvUcGS62niEcWUyGAkgZkcpvzoNVFnaFlDtQ+AN6aFlDtQ+AN6DRRZ2hZQ7UPgDemhZQ7UPgDeg0LIs/QsodqHwBvTQsodqHwBvQaKLO0LKHah8Ab00LKHah8Ab0GiiztCyh2ofAG9NCyh2ofAG9BNlb6Kq/dO+Cmpvm0X2B8FQmybXTRPikymSx4LSMyNnevWZPr2MDW5UNgLD5Eb0GmiztCyh2ofAG9NCyh2ofAG9BoL1Z2hZQ7UPgDemhZQ7UPgDeg0UWdoWUO1D4A3poWUO1D4A3oGWfNU3+5j+K0Vkz5LrahrRJlMkNcHj5EbRs5VJoWUO1D4A3oNJFnaFlDtQ+AN6aFlDtQ+AN6DQIB2gIQDtCz9Cyh2ofAG9NCyh2ofAG9BoWXqztCyh2ofAG9NCyh2ofAG9Boos7QsodqHwBvTQsodqHwBvQaKKnTU1XFKHTV2eZbyc0G/ndXEBERAREQRVTnsp5HxkBzWki4uFxQySTUkcspbie0O4ota66rCdFlDWOeS0gBouSq1HLJFR08Wjy4w1rTdtgOfWguSSsiF5HBoPOuWVEMjg1kjSTyBdSMLwAHuZ62rhkJY4EzSO9Rtb4IIco1gpGMAexjnusHSXwj2rx9TKxtNETG+ecmxb5NhrJ+CnneARG6F8jXg3sAR7CqQon04o5GNLswXAtG0NdfZ7NSCWOslkeIwwF7Js1JzAWvcK8qlBC+N1RNI0tM0mINPILWCtoCIiAiIgpVc88VXTRRlmGZxabi5FgT/hStldEx76iRhbezS0cuy3eq2UWGWsoxmXyRseXPIGoAtI+KkqoTDSsjportEgJAFy0Ekki/KgkFdTkN+U8p+bGo+VzKGurcNHVPpngSwDjBzdipilna2Q5qQ4a1swvrLm2C6qoqhzMpWp5Dnw0MtbXqsgvMrozVGnIcHNjD3OI1KaKoimcWsdcgA2tbUqQjk018hheWSUwbr1awTcFdZOhmhmeDnMzgAbnLYmnmB5Qgsz1cEBtK+xAudV7DnK9dVQtfhL9erk59ioZThnmNUxkTrOgswstxzr1E/4Xj4J84ySFkrH8QOBsWPAte45CEF3KM0lPRyTRYcTBis4bV4ysjbhjlkBmLMZa0HYucqh78nzRxxue97S0BouoGmThCCXMS4GwFpOHYbjcguaVCYWSiQFr/JI13VOmri+B7pZ2sOkmNrsPlAHZb1qCjiqIhSSugktGZGvZbWLm4K5fFUCmlZo0l3VmdFgDxcQN/wAkGrLVwQuwyPAItfVqF9l+ZHVkDZc2ZBixYdmq/NdVGGop6qoYaZ00cz8bXi1hqAsb+xQVENTI9xMLwW1DXAMthLQRxvWUF6CvimM+1ohdhJcLcg3qRtXA5j3CQAR+VfVZZ76aodFWsbG7E6oEzNdg4DDqv/Yrx9PJNC+aKlkjkxMJbI65fhN7bUFqmq3TZRmhDgY2xhwGGxBJKvLPgErsqyTGB7Y3QtaHOsNYJWggIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIg/9k=" alt="CU concept" height="500px"></noscript>

William Campbell

My name is William and I am the experienced Chief Editor at FlatGlass, a website focused on providing valuable information about loans and financial matters. With years of expertise in the financial industry, I oversee the content creation process to ensure that our readers receive accurate, reliable, and up-to-date information. I am dedicated to helping our audience make informed decisions when it comes to loans and financial planning. At FlatGlass, we strive to empower our users with the knowledge they need to navigate the complex world of finance confidently.

Roberto says:

8 de February de 2024 at 17:05

I think the article on Decifering the Significance of CU was confusing. Do you agree?

Reply
Amalia says:

8 de February de 2024 at 17:05

I disagree, mate. I found the article on Deciphering the Significance of CU quite clear and informative. Maybe you just need to pay more attention next time. Cheers!

Reply
Stevie says:

10 de March de 2024 at 12:41

I think CU is more important than they say. Makes sense to me!

Reply
Kase Khan says:

17 de March de 2024 at 11:38

OMG, like, do yall think CU really means what they say it means? 😱🤔

Reply
Quinton says:

24 de March de 2024 at 13:01

I think the article about Deciphering the Significance of CU was so confusing, dont you think? 🤨

Reply
Milan Luna says:

6 de April de 2024 at 14:07

I think CU is really important, but some peple may not understand it well

Reply
Magnolia says:

7 de April de 2024 at 14:03

I think the article on Deciphering the Significance of CU was confusing. What do you think?

Reply
Sevyn says:

7 de April de 2024 at 14:03

I disagree! I found the article on Deciphering the Significance of CU to be clear and informative. Maybe you need to read it again with a closer eye. What do you find confusing about it? Lets discuss

Reply
Princeton Barajas says:

15 de April de 2024 at 09:18

I think CU is irrelevant, but some people say its crucial. What do you think?

Reply
Dax OConnor says:

19 de April de 2024 at 06:08

I think CU is overrated. Not sure why people make such a fuss about it!

Reply