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	<title>Kraf Hidraulicos &#187; 1) 1100 links English Frt trigger DONE</title>
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		<title>Understanding FRT Triggers in Modern Firearm Systems</title>
		<link>http://www.krafhidraulicos.com/wp/understanding-frt-triggers-in-modern-firearm-24/</link>
		<comments>http://www.krafhidraulicos.com/wp/understanding-frt-triggers-in-modern-firearm-24/#comments</comments>
		<pubDate>Thu, 26 Feb 2026 19:36:56 +0000</pubDate>
		<dc:creator>daniel</dc:creator>
				<category><![CDATA[1) 1100 links English Frt trigger DONE]]></category>

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		<description><![CDATA[Discover the power of the FRT trigger, the essential component for unlocking peak performance in your firearm. This innovative mechanism delivers a revolutionary firing experience, offering unmatched speed and control for the discerning shooter. Understanding the Financial Reset Mechanism The financial reset mechanism refers to a theoretical framework for addressing systemic economic instability, often involving [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>Discover the power of the FRT trigger, the essential component for <strong>unlocking peak performance</strong> in your firearm. This innovative mechanism delivers a revolutionary firing experience, offering unmatched speed and control for the discerning shooter.</p>
<h2>Understanding the Financial Reset Mechanism</h2>
<p>The financial reset mechanism refers to a theoretical framework for addressing systemic economic instability, often involving significant debt restructuring or currency reform. Its core principle is the managed recalibration of financial systems to restore equilibrium after periods of excessive leverage or asset bubbles.<br />
<blockquote>Proponents argue it could provide a structured alternative to chaotic market collapses, allowing for a more orderly redistribution of financial risk.</p></blockquote>
<p> Understanding this concept requires analyzing <strong>monetary policy</strong> tools and <strong>sovereign debt instruments</strong>, as it sits at the intersection of economic theory, regulatory practice, and geopolitical negotiation. The mechanism remains largely hypothetical, debated among economists as a potential response to future global crises.</p>
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3lxj096rFu/czhZJCAr4fD8j6VeGtGklGGOOhzVLudPt7e/mV1Jw5yo61j0fHoTcy2kneyJC0h8s8UrkuRcyKyoDAOoxkg/jTJlluf1iACJTt7s8Ee9Dy2+ZA6bQp6kjGBWbSNJFtZJ9qyNhk5wMYNQKocHu9pA4ywyanvAscbxxuQT4ifQUvFxJGAqEFccHPWg1qSzht5FNw7IxXKMgyGPpWTKGdY0iZ5dhHXkj+FFSWrSwwRFhMvK7iOV/EUtCXFvclmdW2nHHWgMkpbyRBW8LEhieqe1YmuBLsXYwjL4HeeED6GiLvRnu073vggQbsKRQ0sNw1zGZj3iKN6gcKeOtAeuIFZ2x45APCPX8farP2FQNC5JIO8gfSqywhkMJjcGXJGTyvvVt7GJJFA6EKwBPKjiq5R19HWoKEimJ58DEe3FcrEeSW9Sf3103WbhflJ1/wB21c4jHh5610c/TOIO68612EGiSDitQhPlTMN3RPvXu6otYs9az3VACCLB4IqTc442ocewqbYK8VWNGdmCqPMmgI1ZiPsJ/dFeDuD9mP8Au1lZoyPCsrD1CE1t3kYIVt6k9NykUARp9m98sp3QRiMAlmXgVJDpjTvKFntSkQG59vFGaEqLBfmRN6iMZXOM81JpRtnhv3MREOFygbyz61lVz3AUeiSSTtA8tpG48S+H7Q9aXXCdxM0YeGQDjcqgg1ZGRj2gwQNhiIQDpjHFIYkSOctJHvUMSVzjNHJUIod2CKkZYnjwgUyTRLoTW8bmAGcnyBxioLhoJZt9vGIkHG0NnBpzbGRYNLkhQSNmQAE455p9FCS9iFq4CTwT54OxelCPK+3ACdf6Ip5q8Ktp0Fw8EcExkZWCrjNJdoNLkqi7xsdE/u1oZX5+z/dqcp9KiMZFagOV3HJqN0AzRTLxUDrhTQQOVcc4zQ0ibgeOaYFMgVC8fFBwg1CDKE45pn8MpTb9rIgSQJInQ/vqO7hJRvOoeyLm17U2Djj9aF/PNTRXcyemw/iaomuvCuvXCupLEjH5VfRyFO0geoqg9uwItaAfGGUYB45qOvo4gRZooXQTKFc87z0/HyocSRRSANMZFHIz5gUJHcQsCqMwGMHJyuc+9F3NxBb2+6RFkmfO3aOo9axV7Y1IC58HexkvjjHSsRabHJGrThQ2PXHH0oS6ugtwp2HeUHgz+33ouLUYguJCxI6eIDihcWi4jSCKPa75Zc4DcmhLiD5q3DtuVCxG09aY3Bgjhj38N0BAr0tvA5h2yDdzgE8k+tApX3UVuIwwfaRtbcOtT2yq9g+9Qyq2FVjnj0rcupV2PieLO5Sc5x6VBpFzBLFczmZURG+yeufpQlG2nRKiFEULnG9eqmrj2XtvlNHUHJYrk4Jz1qj3usF517nIiIPQZOfU1etA7xrFdpLfqwT7VrxE1Hq8YW2lYNnwGqSmauutkLZTgdSKp6oT0rWVMa4rIXnFS93xW6xY8qYRKh5rbuzUypjNbbaAG7rgHGajkCfMWyuBt3ZwfPFHCI59aWXODrMce7G1CQKNB6upxINpIJHtQup3kNzZypkE7SRxQ6RO4z9kVBeoYbWVicnaccUg2069ka1DRvtWVQHHripUlkjVkRiFcYYetIeyDPKt1GSSFYMAfKrCUpYXk1a6ue8WXvW3oMA+3pSq5f5u+jsg+QcvIV9B5UbqE4srG4uDx3a5B96T9k4mFvLdSZLSnCk9SAf50SGaPpsZH6pmib1U8flUbX93ad3HMX7uM5V16A+vtRjNWp564qshe2kt7JfqC87TADIyc4qIJWH09STJC5gk9jwfqKjE8sHF1GNv/wCSPlfx9KWGkK4NaFamjKyLuUhgehFZ2YBNMBSmfDUTx5HTpRZ9ajIyDQAhQCoHj4PNGOozUDoeQMmgF80PBHXPtSuFDZ6tbTL0WRG/bT4pnqKGubZWw23pSpV2KMuFVlwVPlVM+IIBvLY9zkup4PB496t+gzm40u2cjcxQZb3xVY+JNm00VrcKSCj4yPxrLo+aoKEbisgdIychR5n60xto4DO0jNJlV4G7ge3Shn7uWLwqrFDj0r0XeWkbKzKsj/ZjYfxrNtGSFuHDGQCUggcZBHsagk0yQNhy0h/pEZ/iK2iLSzCLu1VY8khDgZo+OMSIGkZUbHTaTSCxbI3YAMzYyqqTyOakvLlCpMkiLLGBwvUH1raTu40eVw0Up8IJ6mlhvliiKi0mmZThZAue8Gec0BJYW0zJLMzu7FcrkYyTU9jYfK2gKsF3sZH3DLL7VAuorLK4YTJujACY8INTRT3URKL3ZCrgb+AB6U4WIbmGOOQNBCIt+ATnIb6+ldB0WNILfugcsI1Ax0zXMLu7u7qXuRAsSFxgo3h9/wA66f2fULDICMBeBmtOUVD2jAXTJfDhjgA1UUXwAEVbO1EinTgAeWcCq0seR/OtUxGFz0rYIc81KqFc8msgc89KAxsG3PlQ3zBmlaGzgkuZV+1s4VfqaIhsrzWbwWFmGjQ/62cfdHoPer/o+j2ui2ywWsYXAwzebGs+u5FSKELLXOi6Uo+svH7qgi7OagLyS7uIHeeQYwinag9BXUwCW6nHvWR4W5zio/tFeLnX6HvcALaTf3aF1DQb+W0kjNtKpYEA7elWHtJrF6upvDFdSW6w4wFOM087P38mqaWtxOWLgld39LHnT/p60py4n2RZtP1W4sLtWSVxhOPtY/jVrdR5c1j4pWzafLZanawr30ZLMwHLUNp2t2WoafBdm4hj7xclWcAg/Sr46libz7JO2VyTDb6dGfFM25gPQHj9tSWd4mmRxWkqnYqgbh5Gl73EGpdp5blp4u4hG1MsPL/qak1Ge2aTInh/vg1p6JYUaKdd0bhh7V4xfjVRS+W1bvI7hF28+Fs/srNj24vbwZjtIRHnAaSTaT+FEsC17MV76jI8xSgavqLgYhsOf/7Ar36T1EZ/U2X/AM4pltHu6W9wI2IjVsFD5ZqXAXilY1xMG31KGEK3IKuGA/lU6SxRYe1v4nQjPdyuOnsaMAwjg8VC6kA8VFFqtq7GOSWOKQDOGcYP0NbNe2pHFzBz/vBSG1o689KiZTgit2urcnieH++KjFzCzYE0RPoHBoEtaFce9augZCMVMF3ZwR9awUwcUHjofY479DgwPscfWh+31tJJospQDKeLPpUnYBt+kOpIBRzRvam1+Z0m4XnG09Bms+voT7cZuu/igVhgBm5JHnRNsmYZZJ2DqvRi2Q3tUc6d+rspwmOMivWMM1wWicRxRgZGD1rBrEkCxG4DxklVOenWmQAcZXx44JHH7KDhHdMJUBLDnZjqKIeaEuxbcCTk46UBcnSB5ZDkSW8qktu4A+lAz2qlFaGY/LoQRwAaYM0lvp3dLteRMjhfy+tKdQd0DrvEjMoZc8DPnxQYO7u1sBM0k4yWGxSAAR+VSXd/C9ue9yuAMKOd3ocilkp+cnjRirlZANyn9wNGTqZryOKUBBHje3CgelOBHbxG6uISAdsbrxuxkk9cV1HS+LeRsEc4HvXPrFyNZj3CVt7jDlfCMeWBXS7SNHtywIyxzitOWdJe1APy0CnqXz+ykYGKe9qA2LUMOCSRSUJmtUtNte2dc9Km2jbjzrUrticn0PWgHHYXxtdv9oF+tXAKc9M5qq/D2E/Iyv1y/H5VcRE4BO01yfJfbfmekDKBz+Fag54qf5dxnOSawID58fhUw9Lb7RtP1GQSXVursPPkZqdYYrO2YRJtjReFHlRPcnnrmor2JltnY8DbT0elS7VW8OsdnpGlQqYyWRlPINUzsb2R07V3ljmEiEYyy45HPqKu2pMf83JMdCppR8Nubi5wPIfxqZ1Z9DxHL8MNFTOGmP8Ad/8ArWzfDXRnXB738l/lTea9vIZ3Hew7UP2XHiYe1aXup3Md3tjkUI2ONmccZqp12PGErfC3RWzu74j6r/Koh8KtCHAE+P7Q/lTv9MTNK7JNA0AbgMNpIz5ZrW41W9ju9q7CpI2xiPJIOKudXBOeShPhhoiL1uAR/WH8qz/2c6SOA8+P/T/KnGqajPBkxPHGqnadwJOc+1QHUrtgGWWBBjow6nHNK9X8HjAB+GekEYLy/wDD/KtR8N9JRgQ0pA9l/lRlxrN7FICskWxsEIEJJ+hrb9KX8dz3Urx8nGxYzkfjSnXQ8YBf4c6R0zLj6L/KtB8OtJUcNL+S/wAqbQ3WolTKxglh3YOOCKPDr3feu+1AMkk8Cl5Usisn4e6WBxJKPwX+VZ0H4e6ck10jTySOuGXvFU8flTUdo9KabuBfwGTOMZwPzplpBX9JOpOe8iPI8/SnL0M5xyS+t0s9cuLZBhOTgdKwy0V2ki+X7VTjyOcfnUGQa6Pjts9sL9rd8OZDsuoMgc5xVo1GMrZzggjcpUc+tVD4fPnVZo+m5c/lV3uocxSqSemeafX0I4NKsguJcAkKSuD5kUJAGS/GfAftEjzplrC/Kazdxru3Fi208DB8x70o+bnjlR2icbSQ7EckVjY1lP5JlWIImXYAkMOPzoSydliIluF3bj5CsXVxGtsrMB3TYOPvZpfdXVtJLuSJ2GAM4qTdT1KRm2RRndk/Y88Ckl5YyzRNG0bBWBCgHAJzxkjyphcWhWaQRusrquNzfaA9c0ta4uYQXLooQ7FEnJIPXNBaVRu1ndRxtG2RwAoyAceVGX89vIyBe9SVxgyMPP0xUUTWtzdeGT9YoLsDxzjyoG+1tXmNugd5F+ypHINOBZezpeTULSNmDKHyR96ulWeyMbQAQeBXJuybzHW7ZZVCtg7gBz0rqYYrGEQc4/KtuUWYT9qZTLdW6+Sox/bSqOPij9aVmvUBOQsePpyf5UMoAFXiWvdnHlWkq4ik/smps1goHVlPQjBpiPnHth8Tu1fZXW7m20zUZYbQtlVycZ/OkjfHzt23/wC7SD6O386t/wAVPhpr897LPp9h85bu2VZCMj2Oa5oPhh2vYE/oS4A/rMo/jWd4lXOjlvj325J/8Vm/vt/9qLt/jR2xmjBfVrkH2kYfxqrv8M+1qYzpE34Mp/jWV+HnaxRgaRee+1c0pxB5Lzofxq7c2+oMtt2iliVwFJmHeqmT1wTXZ9I7X/Eq0shc3cundorVhlkSIxS49VPQn2r5nsuy2tabO0GoafcQCYDxSKRjFXXsv2913s/qaJBfyvaqRut5DuTbnnii/HB5Po237QWHaHsnLJZFlliBE8Egw8LeYIqD4ZZN1Pjy2/xqv3tzFFNYa/YkLFqceyXHRsjI/dVj+Ga7L66UeWP41z9ceNa89bFlvIJpJriT5diwPgb24H7s16KKQ2tzJPGe8bxLnA5p1LGqjgULNbRTAb0BxRD0gTdLA87xgCPARicY/wCvNZElzJNI72RLSjIYtyvTkc+1PFs43h7kkhM54AzWwtFVhgscLswKoyB0NvEkyKLoL4nGRjPHBqFlJkMs1qipMMoA2QDzz+eKejSYViePLASHP41FLp8TRJBlgqdPfmlohP307XAja0LSBQgXGMY+9UUJnAkQW7yuzH9ZnxLz9afm0jM3e5YMRzjHNDrpdvG5faWOcjd5VNozS+3/AEgIDbC3ChvtSM3IpN23ubi10+1sg7FSGdyPvY8vpVx8h9MUo7RaIdZs9kRVZ4zlC3Q+1Ln7RZ6cVGqz95vyOvTHFdV+Gmqm4uY4XZiAMpk5IU9QapFx2K1FLoqdPuhz9lFyD+NXvsVoE+izRz3ChJZCqiPrsUeprW2J5ntXu3sQg7UZ9SaWAU7+KkZg1+OTHBIpHu5rT4/c9Mep7Pexcoi1+EE4VgRXSp1aTcvqvGelco7Ozd3rdmxGR3gFddkBIBzkCtLBHEO3KGDXpIshS6bvCOce9JJY2kgMctyJMDeGxjJ8vyq0fEmJINaildFZnTwAjnIJqrXM25UHds2QGaM+voKy6XK89gLm0wYxLk5wp+zUtroV00WUaBFJ6MOam0u2kQpdDvI1DEMp689Kiu0v5LiRonZUzwC1Zr1e5ENtuRQkhAzvLEj8arl5qgtbtzJFiLG0nBZX+hNNoIfm9iXDPG3LgJJx08/Wq5eXMkdxI80xZMBUQJ058x5UFjM2px/NSTR26oqINr49aXXZidEu1k7syNhyR4tv86meS3huLt9m95QFCOOD64pLKt9HJIFHfxBeFf7nsKcUuHYS1f8AzlSRJmuE7tvtA8Dyrsixd3nOCSPyFcf+EqNJrbAN4TETtHkcjyrszcOeMMB0NbcekdKvq3+3SDOdqKP3mgxRWpEm/mz6gULxnzrRDxOAcYrXcR0NbZ9jisghuMGgB5k79DG4LKeaAPZ+2dTkHJ9DTjj0JHpW6xEnJXpSCuP2XtT1Rz+NTW3ZmzCnKMP/AFUx1YTtHGkAKd64jMvHgyeoFeHw9hnffNrOqs/9WcqPyxSwF+pdkLLUdKuLE+BpFOxzztauDa38O9b7KXoubqSKa2dtqvG2cn6V9Hx9g4Yvsavq4Hn/AKR/hWsXYnS4rhbm4a4vp4zlDdSlwp9h0BowKlHYS6f2G0CCcYljZSwPkSCauHw2/wBvuvfaf30F2vi/7pTwkbbiPA9OaY/DNAdQuPov8a5/m+2vx/S/EBiQeahKj0opwokYA1FsyOD0rNogVM8DjmqB2y7W3EdxJb2tw8NvEdjGM4aRvr5V0XYMEdK5F210We3vZUYHlzIjeTg1XElpdW56RaD2vv4LnMV1M2OWinfeGH1PQ11CC6S+tYbmL7Ei5HtXE9N0+eO5VnBGDwvmx9MV2Ts/ZS2ejWsMykOFyR6ZOavvE82ivbzrQjPFSsAD6VqVNYNEDKRWoBFTldxxzWu05xigRA2eeai5WaJvRqKK8ZxxQ9wu0q3GARR7GRUPjHHiaCUf1T+2qoh3Kreoq9fFy2Emjw3Qz4VH41QoHDwxt/VFdXwX05+57F2UhivbeX+jIv767RGN8KuTwVBxXEw4XBB5FdbglWTSbWRclnjHPrWtSo/xNti6W93BufbIRhQCfwrnkmoBZGkkRt8AyA/Rv8a6b8QrdrfRTMzlRFIDwcda5aWdzJAxAZmzkny/CsehB0epvJAiNugmbDHac7h/hUqPcsuQkAB6feyPXNJ1cPG1qCileC4PHrQcSLApQySnnOUJUflWbSRd765HykJhutrkjPGct6c+VJZsW6u0m2STnIJ+0c166VZo1MRYKgDjy/Me1Lr6zmuUkuFY/q/GceQNNSWxL3TpOwXG5mBU8gZ880xgeJneQxNtVd2xBkls8H99Ya0+VsrdYlMjBAzMPIdcYr0+pQ2kJK7iSngYeI5zRAtvwzkW61qWbu2XwHJIwOuMfsrqZTLuQMkjjmubfB7TXivruUfrEKLyDnnqa6XJuDMBuA9625R0pt8zNfT5A+2ahC8k1JIc3kx895rwODnGa0iGiqWapBGBWwU5zgDPSt1XOcjpSCNYyT9miY4jtOetejXJzREcZY4FAVbtzq57Pabb3aqJGQGUITjcQwrnE3+VKkMhVtCG4HBJlrofxT0S51Ts5utITLJBuV4x1Kk5yK+V9c7O6gL2UJplwTnk92aA683+VYB9nQovxlNDH/Kpdm50SIDP/wCRq4fNol/D9uynX6qRQxsZgRviZRn0o0Pp6z+KVt230uMwhIJFuI98R5PXyNdH+HBC6nc5OBha+UdAhl0n5SazLKCe8c44wP8AHFNpvjf2h0u6mWznMDEj68Vh3zavm4+2ZYjHIXGeea1Eof7Slfwr4cn/AMoTt4/TW5kPp1qA/H/t8wwe0E392p8KufJH3QzfWh7uwtNQhMV5Ckyn7rDpXw0Pjz28yf8A9Q3HPtWp+Onbrdgdo7s/hROLLp/0j6/n02x0K9drWGKJioKNs3EeuM+tMNC1W7vre7M0mdmSpwARx5ivimT429u3cMdfunYdCQDio1+NPbmPdjX7tS32sADNVfj0vKPtFL6/WBu8mYh2wshQdBWPnrmOcyS3wEW0vsKgj0x09a+MF+NPbjao/wA4Lrw528DjNY/7Y+24Bzr93yMdB65qP5DzfYsmq3kUjlrzIXPhRAfTp+da2upam0e+adWUsQnhHI9x6ivjlPjB2zySe0F3n1wKkX4w9sVAx2hvBg5GAOKf8z8315NrF/G7KtyHU/q1JjHiNa2OsXF1dCKS4LqBjBTGTXyEPi52uIOdeuyfLgV7/tZ7Xscfp28H0AFLwHk+zviTB33ZAPjoorllg2+1j/s1yzR/jl2tu7VdJvr+S8twMbZEyfzFdO0Cd7zTY55YTCzjOw+Va/HzeWVujCcA10nQ5zd6PZ4kICR7Tj1rmzHGfOrz2MmVtKjY7id23HlitalJ26tbi87PXUQbcFUHkDpzXF2024aB7k32CjYAI6/4V9Battk0u7iwctCwx744rhpPzcJ8BRicOc4Ax7Vl1DkJoLZPmvHcySyKNzqPs59PejrjUVt2WOaDLhR93pUfyTXcrjJ3biysFwQPcj3ppb2ivCvfKrOOCSayax6BXn3LNEdx8CjOSw9DkVtBpt08luZpREkjEPFGOWA5wfLNGadZSd4pkUKC3eksBuYH8aa21sv6Q/WkgbGYLjGTkingJ9RSd23xz/LISAAB/GlUEkvzDROuYc4L+e49BnyzVgurJhcsVBuGB3BQfB/z7UJd2ht9OmmeIlsbz4cANnIxRIVdI+D9o8cF5I1ubYF8AZ3ZGOtXx93dsxZQcedV74eRRQ6S0sZyrEH81FPrtsWjEY+z1rblCjKG72ZiMncf31vEMk5FetWJEoPXJ/fU2nti68Kbio6DqPeqiWBGSMjNSRJu4Io91IEYJJJk5I6damZ0OWTAGWY8dOKjauQFFH6DNFQox6KT+FZsigDFR1GOfWjVcAxkEr4lHB9qd6GBJIwynfHkdDxQfykMZJFshyceJATn8acRsHTk5Bz1+tem2SYA2gBwT+VT5UYr1zpVlcqRLp9u/lzCp/hSi57Cdn9QBjudHtBG4xvWIKQatsihGIDDaXB/ZQ1wSq7lYbcdPxpypsfM/wAS9Ph7NT3Gl2qgbJCQPPZ5fhXHr+KWadnZWOfavsftX2I0DtdKsupWjtMowJInKN9CR5VTLn4Hdlt7Ys5yPU3Dk1cD5faBl+6fyrRkP9E/lX0s3wS7LAn/AEB2Hlmd/wCdeHwS7MYIWwUH3lc/xoJ8yFcHoavnwz0pH1VHvI4WikyqrIobd9M+ddYn+AugXq9zAjW0x4SRHJAPuD1FKdN7HDRu0lnZSrg2z48J4zipwLjpPZfsy6rby6bbrMvmY1w344pi/YfQVJxplsM9P1a/yoe3TZeZPGGyDVoklRbbvG+6ucmqgUvV+yeh21uUFhbiRhxtRcj9lcp+KkFnpWnwW9vawpJLlmbaMgdOK7PcQtdlpGPXkCkWq9itN7QS2017brKYFbarE7fteY8+tFN8uis4r6dX4d9nk4OlWX17usP2C7Pqf/C7P/4hUYT5mQevFHWdgJ2yx49q+ix2D0Aj/wALs/8A4RW47C9nlB26XajP9TFORWuV9gezsd3qatnEcYya7fboEhVR0AwKHsdHsNMXbaW0US/1VxRLsBVJQTybWOKuXw/lc6XPnJCPzxnAqky89KvHwpZXmvrV/sugI/OgLbNHFLasX7zEgxuA6f8AOa4hONtxciaMSQRuQWTg4z6V3ko8MZRmGV6ZrkPaE29rrF5A65kQl1jC/byfPFZ9RUpXYXEbRbIWjKqDlM8qK13RKzAsw58gambTbPUImulUiRh4VGeBj86TS6YiyMss5jdeCssZY/mPKsqvVss4o5HaZZO8iaNe7kIxkDriibO47y2uL0bUV5dqFucqOP40jnit5GgSG6aGJBtaNF2nOehohI3udIlkeeSG3Xcq4Iw5BqoY26kSCN7eQnJbKuvAQ+/vSbVNbt+5dIZGuWIwyxgtzjFFtZCC3Xuu9dFC588sRnz60p1SKSNlji/VDchYgY3EMCOR1NVIi12r4W20tt2St47ssZNpzkdOcfwqwX74tJiBuUIf3UB2OVl0CFpHDEjOAODk5o7Wj3dhcc/d8q0iFPtlxGW8yc0Ra24eckOyYGSV61oMKMeVS2rKrMDIUyOop/hz7ZVJD3g71sJzz9ak+X2WwcO27AJ44OeKmhRZxLJuVe+fYoNFpbd7bTQmTwwKFII6HrUKL7YI+7czKVGeBR0dqrbVDvxjqPUcVBpipNO8WftLjOKZWhj76YSElIeBn6UsOBFhBKjewPU56V7bGY2cM5wM4A9jXre6ieWJBubcRn8BRGomMTmIb1VsDjj1pYNCTxqkO4E84PP0qKS2i2uxzwM/so/WJYVto4uhwMUuaVXlWQk93J+rXn8KqQw8tskaiRPvMBj8KDu4QkzqBkCm9yluZJ4WnC9yVKjPLcUvuAruWAPPXNHM9ppW8CnnbUJjX0FHygLQrgAVohrbRqLiM+jA/tql6tCP8+d2MkzBfzFXaHh1PoR++qVrztF2yUjr36UgMntWlvdiDqR0o7UiWeK2ToB4q3tUJv5HYfZJxUcS99PLKxzzgUBEY8DjpWsYHdKcchnH/wDminjHPGKgjACOP6MpH5r/AIUBGUzzUbRDPOamwQTzTOytI7jTywUd6JB+Io3DkJAgHnUb9CDxVie0gXUwO7UxCIsV9cUKIo7QXu+FH7t1K7h0Ums/OH4UiJxkZqJzgfWrE8Agjukt4I5JFdSA46KRmqzMx3NnAOeQPI1XN2JvONHNWz4YXAj10qekkdVFnx5Zp32FnEXaG3YdGJU1ROzXESGM7hkYznzFce7WjZ2sLpMkZePkk4JrspXKEBieuBXI/iJbynVUdLe3du5KgtwxIPTNR0ZNNOkSmQZUKAP1YwCf63tRT3mlybXkaPcVH2RxSaxupIAcWbxkpkqwG3OeRmiba/0+SIMO4iHku4cVlipGuom1ispZijIwxgkdSeBRNzbpPZ26TTY7tA3dgcdPSq/qJm1CW0dIZlhDnduXCHFHTajdSAyyQI4RNq+MYJ/CiVoYQXkhwhEZONwjU4x6D8KT9orjurR+7bK96rMQPsHIP8KwmsBZnluYZFZlIJBDYJ86gv4bnUbhoVtZxaMysZD4Sxz5Cr1GPobs8DHotsqnI7tcflW+tnNgyY+1gE/8/SvaOSmkwbV3ZUck9KG1iY/LhADgtz+Rq4hWtQnmjh2wKplk4Xd0pRa9nu0k/wDpDayYWwSVUcAe1NplzqVrHu6An9lPsd7DsUgZyCRVBT4+zevB1uD2hkD7uDz+6hLnSe0rvcFO00nc4w/B8Zq561ssNPVRy3GD6mq7cXAgt0j3dRuag9KtM0TUBNx2gu0ZepUnim0PZLULiGR17U3sgc8+oqHTG2Wslwx/1h4PtTnREkEbPuO1jxRg0uHw+nQxyL2gvt2c9f8AGt7j4fTXEqvJr+pEj0firiYFEaHzouBU7grt/GlINUC5+HsV04Emr6gwQY5kP86jg+Hlt9h9U1Eqp4HeGrysK985rSFVSYnHnTGuba/2JfT4DfadqF6lzD4stISGA8uaeaDfyahpUM0w/W7RuPqfWrD2jjzpV020Ad237jVV7KyCTTOOAoxTJaZbO3l0omMoZF5z51W5OCV9KLkkZcjf+RxQDyZYknOKA3jk2tnjg1SO1M23teWzj9cmfwNXBZRgnB5qjdr5A3aN5ACP1in9tAWu3bbJO2R0OPzrSzH6kfnWYANlwcDODWLM5hU+1IJZKERh/pIP3ZEP7GFFv60ED+sulxzhG/4iP40w8W44o201FbS2AzmTvAQMeWDml+eDjg04sVjY2Lsi4bcCOuajtXKIajbhlkZvH3LKARxnNRSX9tMZWkYr30IRsKeGBr2qQLBbwFMYDNhsdRnNay30r2tm7bMNJsfwjnkVn4zNVtDz31rcPcIzyIjqgDBeSRSG7CxyPsLMnkzjGasl7D8rHJIe7OLpGGMZCmknaIzq7LK8bJuO0L1H1qufQ7nopkkYLnyH7aO7K3nd6rA+RgSikk822Nlzny61Loc6xXMRBxhhn6561ozx9ILcbdvHNUH4krJb/LyqroVZgSh5Oen7auNrJJJawnaCrIpBz7VVfibIE0dJ3Vg6yqNwGRjOKmwRQWllhBkWYbj4nBOMjHTPrRkOi6dqsa3IiRMjGMZ/lSuDWbEwOS8Yj6PEDyT9DTCF4GjVo55IlI+zkVnVFIKC3kSBzMsLFUxzgk1qt0bP9W0TBu8UlnGOCOf20PHcRWFqIwzyXEo3yiNThSf2ZrS5u3kXJnjlVlG4sRuQ/SoaJYUurq97t4I5keUx88BifMU5/RXy72tq0xBEiK0SY2g5z9aW6JHPcaojmR5bS2BkSVVwHbGMZqwabIbvVrMxSu+2Qd7uHLNmtOYVdgtZDHZRwogXA6elCa5F3FsCSCzHP/CaMU7beHC9MUB2mk2xIueTn+H86uRkpmu3zWN73i9UiPl06VpofaGa4vVguXG1uhAxite0ifM3N53eDtjXH5iq9YSLb6jbSykBQw3Y64qoF71+5E9zBbFwwiQO/t6VVNQu++chQd0pwMelG3905jlnfiS5bgei/wDSlFgGutQQ58K+KgHyxlooLWPO9sLj99WzuRaQxwLjKgZpF2ciF1rag9IkyT7mrDMMSy55x5mmDAt/oyNRFq6mB80Hcti0jUdcVJaf7HIR1pBmEgS4zkHrUVwmyUjyrEBO8UHqupvBJjuwRRAX9rL5/wBFTIp6Rt+41XOyKummsDwGwcUbrupxyWFxuwCY24/A0D2Yl36YGz5CmB8pJc5oZjgmpZXwx5xQjyjkYNASK3PHkapfbUbNdlbHO4GrbHJjOaqnbkj9LufUKf8AhFAP7WbIdD99als8CADPI4NLUmaKaNtwIZBgfgKKtZx3siKwxncPxoAxmP1oNcG5uB94wZx9GFTmQHpQ8catfyPnk28gx+RogRk4yaPttQjiitgxO6F23ADyIpYW8z6UZpLq2oRocc54/Cp7+lRve38dxZQwYYMjsQSPKg5LlfkI49rlo5dwbHGKJ1DHyFs+Pss65+hrL3L3GmAW2xlSPbLGRyP61Z/hgLzUI5zdLGrM0uwqFHQjrSbXL60neSaNZllcjO7AXpTDSJu7vmlXnZG7fkKrnaYC21GdAMKW3D8eacK7QDzhuSa1sbvbdgfdz1oB5gAeTWiXWxw3pWkS+ltAvjPotnI4cr3YwR0qDtfMh7PseTzn15zmgPh/fm87KWbIckAj2FNtfgF3pdxGqxrlc5PQ0UOa29pb3JiFxbxTbslmZFBI8hQs3ZfT2mkfYY9zZ2K5wK1t7pRdywEDgDGBg4qfaIiwfvFJORvTnFZ1chPchreA7U3PIG5HofP3xxSuTRhDGXiCSSh1YtIpyPw9KLluPlz373EhUDarEZ4phosIvFe/nnMsEJxCZF/1z+Z+g9azWijubqPvTJnBIWOM4AYAc4wemaadlNSafXrWEyxMA4BVWyR1P40slurO91M2r20V3MIiwA4QDNFdhNOhj7TQy9xbrIjEqsXRRyPWr5v4Vd3hYkRqccEH9lKe082Wj5JH/SmgkWV4woGQvQDFIu1bCHulU+LHI/5+la8+qzxU7uxu9YluILRwsjBQSxxnk0qXs/f2OoRRXsQX72c5BAq0aDIEvp3z0Kgflmg9c1QSXFxdE7ljGxPf1oIk1m+PePs+yg7sex8620FtltJcnALeEH0FKLyQyER5BKjk+pNMpyLPTxEDghfzJoC6diCP1lwesjHH0pvdSHvZiDxwKr3ZCQxrDEDgBRyadyyq4mwcAuB9aYMLhgI4hnPhqSCdRA8YOT14pDrmqGLEcbE7QASBUekalGYZmeRcjg5NScWCCYLlvQVXu0GrQojA8nzxUOsdqLLStPJkuI1llGEXdkmqBfdqYZpPHKo8yM8mnAfX0i3VnIIjkd2+T6eE1N2WcDSR9cUg0PU4dQmkii5DRybhz/RPPSmnZ6XudL2gffagjeZgGJNCOw3HnFaT3S5x7UvmuSWxk4pgVJcLGrNgkdKrHa+4FzqZdRgbVH/CKMubjeSFPhHv1qjdrdamhvCiptOOvtjigLFqvaJLG6ton84UIPnU9h2ss7iZUjJ3KTn3rlGqdopbySI3E27ulCKuOABRNr2xFsVeOOFWUY4XrQHZLjWY4YjIOQPSg9I7RNd64kBChWhlAPr4TXLz2+uCpBdSp8ttS9ntZmvtXjaElW5GfQHrQHWFk3KPKpLW4+WuY5zzsYHHtQSEhBk84HNYLjGSaVghreX9m6QwqZDH3jO5wPDn0oeDVLGzUvtlEihwCPvg9M/SlE12ACCRxVX1XWneTYjEBevvUeKtWg6zZ6dulXf3jQshzj7R86rura/aak8bzCXvBCUZhgAt5H6VXbm/aXJY5PSgjN13E05ANa5xxk1oZ93nQXegZ5FeSbPFVCrvHwn1SM9llhlZ8rLgBR55xVznu1vIHhWMuuDySAD6/jXG/hpdvFpdwA32JcY9N1dGs9Vs5IwZ5oXDKcDBDZ9j5UqIpkkunm5KXc7IsYYKThSjBvbqKMg1i+gQx2zxXUQPhkV+ta39nZlpB8sgTeWAAzkEYJOev1qK30fSUhXu7aZAeSBIwGfpWa5Sy90K3lRZ4bzvTkeAufG2OhHT8KhvpdatrMaclvFbzCTfz4REprOlahFHKXyFWMks4+8RyKme/a8tnvnQu11IUjQcuEHGc1MUUaVEdMF38t3k0rMEM0nHTyAqz9gZGXtPGqpGAFLHA9/Kqq80sc22GFZzD4gASrMfMkU37B3dvPrzOGkeXAGBnOaqFXe4JwtzgkjKnFVztVMTfRrk52Udp8ohfE5LLsJHHI+tIO0F6s99uUkgDaOK1n+oqKxuBb219OPt79qf2iMCkGq3iRskBPEQ3v8AWt5NUtoLSYyToskcxbYxwDx1NU+/1yxuWlMlzGQ7ZbD+VNJlphN1qKK2dudxpneXIkuAvBQNVa0ntPpFoZnlvYomK7UGc5rS47R6fNI8sd5EY48AkGkHVuz06Ruihtx2kgelGXmpxWtsJZCByXNUDsp2o03Zc3MmpwgxIVCs4Gc/Wq92g+JVpOzQxTBlQEAqRgmgLNrPbGLfJHJIQ74IwOnNMba9hXSRIknLnlhXDb3tGtzK0hkVSfU1Oe3zRaM1hGR3hPMm791AMe3PaOXVtUxbEFIh3W7PvQdn85EVlaQMieKRiecegqqG77xt5kXOeSTUo1u5hRkUhlIxnNMOm9ie0Uja6vibuZ1aPLcgnaatFtqARZIhgd3I448sE1xPsfqUtj2htLi7nPysUneFQ3A4PNW/Ue1Sd1LHbtiS5ZpfcKWOB+VAXCftFG8jATV6LVBJjL7s+nlXNI9RO47iQaPs9ZEJzuNAdCQiT7OWHnQer9mbbXbYrKhRx9hx9oUp07XoyuSoyehBxVlsNUSSDhtzA55oDn1z8Jpy5P6RyM8ZjrQfCqVR/twP/tV083UZHPNaSXceMDGaA5onwsk3eK9AHtGKs2i9kbPQI+9TMswGCzfwFPjdoBg9aSdodVENsVjkwfp0oMfPqHdoG8HI8OWAzSO61W5lcsO7C+X60AftqvT37SpZu4ZlAKswGeQTUE80fcFcEsRzgE881N6w8M5rm8myHni56r3q4FLpYJixPe24/wDcFD98sh2vbylVUYbYeuPpUK/7Q5W2keJgRjY2RS8hiSW1YKT8xb//ACCoDbEk5urbH/mUS4LKSLSUtu3f6o881ols7IyrZzhuT/qsg0vL/DDmBATm7tcf2j/KtJkMDAB1cMoYMvTFHGwmkjdTC/IwBtA5qO9i7iO1Dphu7K49PEf505b+lVx+Gs7d3qCbsYCSdOuCR/GugBlaBRDHBAQdxbOSwrmnw0SS711rGOQRtcRFVz0yDmr1PNc2E00BgAYHaxTxY9sVWEkvY3WRJobgOEXHdv6E84qFbZUUfr5kJGSODz+FB32qQxxyb0eQORgEEedb2+qwwxBHub2Ij7iR5A/MVjVwjTsnqUl0Jrtk7gru7nGwseoB5qB7jU94RIGxDlWMa5BXPT2q038s88Jd5jvYZ2jkqCPWqqjuS1pA87zyuc4OBjzoxSTT9OuAr311IVSQFUiiIL7c9c+VXPsHaaY2qxjTo50kiILSN5jmqaNVJ722ZViaIbeoOV8q30vtS2hTPPav3YyMgnOeKrgq+hbLTmVpWaR5W/ZVB7WXqQa2LVvA7ZYAml/Z/wCNltGrtewskfQMh6+vWq7247YR32vDW7O2lubIpsWQYGD/ADrVlpV280G5nWS4thI+9cEJkn9lcuvOxt5KzMLK63Yz4Q9dVt/iTp8bEG2umkA3NhxWsvxX0wEt8jcfi60jxyWHsPq6MNmiXzZP2u7fp+VFnsTrm0rFoF8+eo7txXS0+MOnLJgabOx/81a2b41WSEgaXKBuxzKtIY5nF2G7THwr2YvD7lT/ADqRewHagZx2WuB9R/jXSU+N9vgsNJYgf74fyrzfHKALu/Q4645m/wAKZObt2B7WH/8AjUw/L+de/wCzrtf5dnW/NM/vroUnxzcqQukRZ9TKf5VBJ8Zr9hkaRbDIyDuY8UGpMfw47Ykf+Bbf7Tp/Opk+Hfa89dIiGP8AepVmf4w6kwJ+RtR7YaoD8V9YmQslvbL/AO2aNVhBN2F7S2cTSz6egVRkgSqf3Uss4p4XaabJY8HyxVjm+JmtTAh1Uf2UxSi712TUATNb+IDkgkZ/KiWDGkzpLht4DY9aGSabHQgZ8zUWIt4/0R3P9s4rKiLGTY5UHzkP86exOU3s5jEmTOu7yGacab2qFihWUeM8AhutVh9kZwmloDgMp3sf40K0XeSFmtfF5ksaNgx0iPthYMMGbDeYxW3+dNs3hSWM1zqOLuiAtsoOOcnNShpgCVgjGPajTxepO0DuPBzzjIxSjU9QnuFILZ/Cq9C92RhFUHNbE32Tyoo2Ela4njUqk8qdTgHAFDPdXTLzczn/ANRrY/PHI8P4itoY7mRirOv4CjYIEe6uSCBNOcf1jUXf3HnLMfqTTBoL1WBH2T/VqT5K9YcHP/pqdiis3Uy9WkP4mt0vpAD4ZD+Bp1DpV0W8aOfYLRMOgXMswXeY1bpuSlbAQpqDMMbZAfcGpVndudjt+FXyx+HMkvdl7xV3etO7P4Z3Nu7JLPaGJxwxcZHvThKr8NrxrHtVY3DgKFkG7dxxVzv9Se+1Wa5hmKSLJlXXz5pn8tY9ntIbS0FrNfN4e/QAYX2PrSaPSCJG4ClQCMEHNG/httRmkkigu5WEN0ZeScmPGPandrrsccKq7kEee3du980pMcnyMizb5WU7tu4DGM0q7+3m8cUk+09A8fK+3TpWdiuY9Lo2pWaZtL9Zd7YJI5J560ClnqNpKZQI522MBJuwcn1z7U7jvkthLCcRFCCoA5K+3rQvfrqOp21qo3rIdz7vJcedGrK2tNRkJSWytt85AMveHKjoDxQN9pE1u7WrXEbOhJOARjP/AEp7qNxPulhhWIdw4IweSM0d2e7LJrWlTX+qGbf3hEaxsAxx65quWfSnyaZeJbxIkiOpG4jb5/Wobm1vDbLayP3annuwf21eG0U94qNDIkK8bmYE/wDPFQXmlSPKZRCuUGFywFVUSOfx2CpJcSGVI127Mk8mgrzS921VkU+eR6VeJdITZl4oWbOSDJ/I0N+hYmP+ptFLesrZ/fSUo509rbLrtZmPmK3TTXVZSVOGPUir0+gJsO5LPJ/3rY/fWg0VIwB/3fgjn9a/X+9QlS7CwbfI54xgAEdamFmu3YPG+c4HlVyt9Gt0bdmwB6/61/51L+iLQb2kbTic/wBJv/tRgiknTg4yNmB1PnUy2DqFkdhgjpnpVxXStOxzJpmfPBbn/irMmn6eE2LNpq49if40lKctllc7MqenvXo7Hw424API86tJtrEEqbiywvIITI/fmpFt7HGRe2g9hBQcVL5MvwMBf63nWUsnhO4hAuecc1aVhsh1vLb1yIB51KI9PB8N7EfYQD+VM9Vv5JJiMbcH0FSppkYdQUQAnHPSrEp0wMC970/owqP4Vl305ySLqTb5YiFJOq82nxu8gHd5Xgc4yKwNOU7VAjyKeiewRifmJcny7sCoZ7y2H2Z7gAegFAKmt4yhXZFlTwQnWtkxuQ9zF6Ed2KPS5iKsRNdEfUVlLxScCS6A/tdKqUsDhWBO2ONxnjZEOKmSIyMTtKHzPc9f2VItxA24NJck+XiNa99AAVIuef8AeGjcGIXS5ViqW8rH1WL/AAqaE3YzJ3DnP3THg/urDS2CeFlkP1c1FHNppyHhzg/0z0o0YnZ7mVCNkkTeQyOKltbq5GElJQfeYTL/ADpfNLpYOIreJkHUlm/nW0V7p6kYt4iD6BiP30EsHzUEjH9eo8PDNcAfuNCPeKA6Pd2pB6friaDWeydiUjgAHTwH+dbJdWiy7SsJP/lUYDBLm2j2u17auBx95j+6joNVtWUETx7gMArETg/lSQXcCynb3ar0H6sUVbamiM2ZB6AhMU4DRNRSZ2WSMuMHxJH5nz6Uw0i/ZG2t3j4BwzLjNI49biRhmQkY9OTWV1RnnOy6mCHxEH7oo0LDqMMU2nSyx72ujghGXC9fWq3b3OrQpg29mmTkAy44+lXLsbqdtK0a3WohsEh98YGfbNVPUhZG/uD85dMO8bbgcAZ6Vl0vn0EuNN1O57uFHSWRc9GwQPrQlpFeaZdsZrgd+FLYU5K+gB86ntr6dO9jD+HBODQmk3DyatBK+Gbkcjjqahr+D4NPvZbgi6njWUDce8GODyPxqaSeCy0yMyXchkikcLjOGzih78tI0cLuzqTkk9Tz60nvJ3F0ltnMTSEFT5gDiqlxFied52hS9Esm2TkYyc44pfdalJHtw58foDT27hjFnboq7ULhNo6AcHiopYopdUsg0SAGQx4HTGKud1JDM84jZg2QB1xzmoGN2WSMHhzxx5041ezhiA7oGPdIQSpPTmptItY/0hEHBk7slhvOecHrR50YVuLlQUGDt680Lum3qjMCzHgA81abywt2IYx8sxzz14qfTdGsha94sCq6hyHH2s/WpndPFcstNuHjMg5B5GTitUhuJe8/VnCEc+tWdP1M9rGAGWSJshufOo2PdsEQBQTg488kj+FO9UsVyK3uJZERUUlgTzxU0llMr4MasPM+QpvYQIb8A8gK2B6UbdRIYVJXom7HkT6ml5DFSkt3U7hGpHl55rMb3AwnC7j5U5e3UxhssCPEMHFS6bGsFxLKAGJzwwyAdvUUtp4r0ve966KS21gOp6UWkFzHDuaTuhzyadyQRsFygPhyT6njrWlnGsszQuMplTj8aPIgqaTcyou45yMg+RFQPBfQMyqp2L5r61YAguLwIxZQxx4Titrud4bsxLjYijAIznkdaNGK+8TGFZmlfH3uOc5rZdKubpC0Tuqg/eyOPzq4SwItwqdVPj2noCAelAzMZwwc8NHuOPXmnoxW7rTb61iVicgn7UfNZt9KvbkRCMuDKcbmPAqxWiAwRkkkhccmvSotpDb3EajfOGLZ6ZBxkCjVQlfTFSRlaeQKrbd2ftetCNp0jSnZO5Ur4QepNPGUSXGxvsqgYD35rVoUiiScDMhbqecUtGEMVleiNi8OcH7x5/Ki7rRiI4yJzC+AXC4ORTswpLc6fKy+KXKvjo2KFuYU+flzk/q88+XNLSxX5NLkhLqt+JEfgBsAg+ta2VncI5t51ZXLEAyHANSWcavczqegYgY8qtNpaRajBJBcgusMAdDnkHnzp7SxV4xGN24qjodrqW8IP1o617ORajLslYwNtLKY2+1n2PUUVqumW4kn2hk8SnwnrxRWnQhWtUDPhwQTnn86WnIFt+zLWcL289wGWRQQ2wFVbyzzkV60tGiYpcujlSdoj6k+tM5p3lv5oDgRxEABeNw9D61r2lsYreaOaLcpKKNo6Dk0eVPAk+lrFEsjwZ3eFSD0rSIiFRLEm6MDD7vukUY2YfmSjMAHyADwDkVtLp8EV2u1T+sQFvfPWltOchJIntoZbiHbHbzDHdjyYc5/GgIp4pEDvIzE/wBEjAp5NbRw97bgb0U5G8A9M0QeyWmXWJikkZcAlY2wKNpzl//Z" title="" /></p>
<h3>Defining the Core Concept and Function</h3>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="601px" alt="frt trigger" 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" title="" /></p>
<p>The financial reset mechanism refers to a theoretical or actual recalibration of the global monetary system. This concept often involves significant debt restructuring, currency revaluation, or the introduction of new reserve assets to address systemic imbalances. Proponents argue it could stabilize economies, while critics warn of potential volatility. Understanding this mechanism is crucial for long-term economic resilience, as it examines foundational shifts in capital allocation and sovereign credit. Analyzing a potential global currency reset helps investors and policymakers prepare for structural changes in international finance.</p>
<h3>Primary Objectives and Regulatory Intent</h3>
<p>The financial reset mechanism refers to a comprehensive recalibration of global monetary and fiscal systems, often proposed to address unsustainable debt levels or systemic instability. This concept involves significant interventions, such as debt jubilees, currency revaluations, or the introduction of new reserve assets, to restore equilibrium. Understanding this potential economic restructuring is crucial for long-term wealth preservation strategies. Proponents argue it could stabilize economies, while critics warn of severe short-term disruption to existing financial holdings and market valuations.</p>
<h3>Key Components of the Activation System</h3>
<p>Understanding the financial reset mechanism is like learning the rules for a game&#8217;s restart after a major market event. It&#8217;s the set of policies and tools, like adjusting interest rates or debt restructuring, that authorities use to stabilize an economy and restore confidence. Grasping this concept is crucial for long-term wealth preservation, as it helps you see the bigger picture beyond daily volatility. Knowing how these resets work can inform smarter, more resilient investment strategies for the future.</p>
<h2>Operational Scenarios and Activation Events</h2>
<p>Operational scenarios are the detailed narratives that outline how a system or process is intended to function under specific conditions. They provide the crucial context for <strong>activation events</strong>, which are the specific triggers that initiate a planned response. These events, such as a <mark>network failure</mark> or a security breach, act as the catalyst, transitioning the scenario from a theoretical plan into dynamic, real-world action. This framework ensures teams move decisively from preparedness to execution, turning potential chaos into a controlled and effective resolution.</p>
<h3>Identifying Capital Threshold Breaches</h3>
<p>Operational scenarios are detailed narratives describing how a system or process functions under specific conditions to achieve a business objective. An **activation event** is the precise trigger that initiates such a scenario, such as a customer submitting a form or a sensor reading exceeding a threshold. Defining clear activation events is crucial for **automated workflow optimization**, ensuring reliable and timely system responses. This foundational mapping eliminates ambiguity, directly linking cause to automated effect for consistent operational outcomes.</p>
<h3>Market Stress and Contingency Events</h3>
<p>Operational scenarios are the detailed stories we write about how a system should work, from normal day-to-day tasks to unexpected emergencies. Activation events are the specific triggers that kick these scenarios into gear, like a server outage or a user hitting a &#8220;panic button.&#8221; <em>Think of scenarios as the playbook and activation events as the starting whistle.</em> Defining these clearly is a core part of **effective incident management planning**, ensuring teams don&#8217;t panic but instead execute a known, practiced response.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="602px" alt="frt trigger" 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" title="" /></p>
<h3>The Role of Supervisory Authority Decisions</h3>
<p>Operational scenarios are the detailed narratives that describe how a system or process is intended to function under specific conditions, from routine tasks to peak loads. These scenarios are triggered by distinct activation events, which are the precise catalysts—such as a user login, a sensor threshold breach, or a manual command—that initiate a predefined workflow. <strong>Streamlining business continuity planning</strong> relies on mapping these elements to ensure rapid, coordinated responses.<br />
<blockquote>An activation event transforms a static plan into a dynamic, executable action.</p></blockquote>
<p> By rigorously defining both, organizations can predict system behavior, optimize performance, and maintain robust operational resilience during both normal and unexpected situations.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="603px" alt="frt trigger" 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ikHNLQAuKvWa2/lZd5N3oFH+NUhVuyhknk8uNGdj0VRk0mrjTsWHNqB9yVv+BAf0qJXtxnFvn/ec/wBKuTaVdx8PCVPXDECoJbOa1K+fEUDcqezfQ0uUfMTadaSalcmC3ht0IUuS+cACr9vpLzXjwLf2QVIjM0kMYYAA4I6daf4TRTqjZHWFx/Kp9CNt/atyba3eOL7K4MbOTnkZ5rnqNq9jppJNK5GmjKbyGCfVJTHcIGgaFcb856+lYusQwW940FtNcSqmVYynncDz07V090N2taJLCoS1ZF8pR0UelZ1xprjUri8ZzFGLlwj4ySwIPQ/UVNNtvcKqilp3MKGA5G5WAPrxmuxs7LT5LCyktbdgPtqRs0pBZvXPtVS/sb/VCkqXaXvljhMBHX/gPf8ADNTWc8dvozWk+5ZhdK/l8htuBk+1XUTaRFNq7NPW4bkRSMotPs0cmNsQG5fTNZBAKitOWfTraxuYLSWSU3LhsMpHl49z1rOVeRSp3tqFVpu6IgmKURZ7VYaMDoOtOVMDGK0MiKNQrBuOPWrYGQCKaI8VLGm0YFAJk9vnGCM1ZyQearwkgD2qwXZu3FIEwqvcHaMY7VYAzz6VDONwGBzQMseEpfI120OcDzBXudyAea8D0YmLVYHHZxXvbnfCj/3lB/Sp6gYFqBF4vkB48yBW/I4rprlA9tInQFTXL3H7vxXZuf44GX8iDXVtzE3fihgeHXMJg1edCP4j/OuktZGNrDz/AAAVj68nl61McYy5/nV+13NAmOgyP1q6usUyY6NmF8NooYPE+I0C5tnGQPda9Okryb4W6jBe+KzHEzMVtpDnHHVRXrEnWpAiJzSqOcmjjNLkUBcM0Z5pM0i9aAIr/wD491/31/nWF4l/5FvUv+uDfyrdvziFP98GsHxOceGtT/64N/KrQmfO78OR70h5p0g+c/WkrRCAUCjpSjpTAeorpNPPlaRHDGoR5XZ3cdWwcAfSudiyDmuk06VksEnYglQx59QTTQmRzMVb96x3nruPNdV4YsLDVfCmoR3zAIs52SqMtEcJgj8+R6Zrz28vDPKXZiSe9dz4G3HwnqUWD88zNnHbEf8AhUTehUUYs1lqnhq68x4gq8qlwmHSRT3B9/eqkcstuS0MjIzKVLKcEg9RXRaPfv8A2jYwXY8+2ilELRNyrROSHQ/gSR6HmsvW9MGj6xqGm5LC1uHiUnuoPH6VD3sUm7aFA3MgRI97bU+6M/d+npWlK4EcFvjIRctk5+Y8k/59KzIgplXdjAOau+YJJM5zRaxNydVKYKMQavrqW6MR3sK3CYwCw5X6EciqIYlcU4H5c80gNBLKyujutLjYf+ecp/kf8aWWxmtyBJGy56HsfoazVXnIBUjuK1dP1S8tGU/LcxA/NDKMq49MUDIWjPpTkT1FdFrWjwxNFdWqqtrc5aLD7v8APWsz7KVBJFIZWWLcRUyxBegqQJtGeKlVMjODii4yBE2+1SLg4FPEdL5e3kA0AIYyTnPFROhHSn+dtO00xps0gGaen+mKTxgj+de8W+JNKs3/AL0KH9K8HgcCcEdepr3PR283w/ZkHpHt/Lipe4zE1Vdmu6TJ0y7x5+qmusSP5ACc5Fcr4gxHc6ZMeNl0oz7HiuthYNGpHpQxHkfjO3EGuuMY3HdU2m7Tbn2b+gqz8RYfK1hHA4KisRbhoFCrnnmtrXiiXoyp8PrRrbxMGJ4NvIOmO616RIea4HwRcGXxAq8f6lz/ACrvXrKIMjI9KTvRuNGc0xCn0pAeaCc0goAjv+Yl/wB6ud8XEjwtqeMf6k9a6C9PyoPcVzvjY7fCWqEf88TVoGeBlMuc014ypOM4p6sM08kVohFfFWbPT7u9bbbW00x/2FJq1pOlf2jOzSN5NrF80snoPQe5rbl1AxxiGFTBAF2RwocfKepb1J75pOSitSoxctjIt9CvGlKSiO2C/faZwuz6jr+FTvcRJaXEERLKvCMRgsM9cU8sFOPKiPvikdmkK5CgDgKBgVk63Y1VHzMOOF3/AIGP4V2HhXxLP4eia3a0Fxb3HDxng/h/nsKwvtzJOV2/KDtx3q6wVjzUym2ONNHR32mS6W1rqmxjY3Eu9JMHK8Z2sOxqL4jKI/HOtFTlWn3gjuCoP9a7bwzcWv8AwjFpa6pIsQlTHlXAwJUHykeoIxwetYfiSw0jUrUeZqUVtd2zLDHPKGYzwBcLuCgneuAue4GetEZXdyHC2h58WKqzY61QN/c28u5G4J5U8iuxOj6D5IRtdkYgc+VYu2T+JFVpND8PbT8+uTt22QRoP1Y1o5Ijkb6GdZa7auAJyYT6kZFbUaLKuUVmHsvFV7XT9Ls5/Mt9F1OdsYH2i5QD9FqxClxE+6DRVjb+9NfO4/LgVLlHuUqU+xPFbkf8sm/MVdtrUvIqFUXccZZsAVWjXU5M5t7GL6bz/WrMVheycGaFT/spUOrDuWqM+x0EFnfaVZi1MKXNox8wIDnHOcr/APWphjtLtcwymJ/+ecvT8/8A61Z0GmXJYb79tq9BtGB9KvLpaM2Wupc/7OBUOvHoUqEyL7I6t5e3cf8AZ5H5ipRp9wF5TaD2YgZqyml2yjBklf6uasQ2NoGJ8hWOP4ual14lLDsr2fhzUL9gttbiRj23r/jU2peFr/SjCmoeVbNM22MO/U/hmuh0K7XT7qJokRQp6YwKX48vsj0S8jJX96cEe65/pSVa4Oi07HBalpk1pliY5FH8UbZArIaRg2DXX2dl9pjJV0l8+InCtkg9a5u/sjBKRjmt7mBUilxMuema928KTCbwxaEeh/x/rXgpRhzXtngGcyeFolz0/nik9xjPFSn7FFKOsU6P9Oa6W1kAiUDpXPeIx5ml3A44wf1rY0wma0hf+8in9KbEcd8SkBnt5BzwR+tc/DCJIwxrpPiKhHkj61zluT5K49K3p7ES3M74Zv5+us5/htXP47lFejyYrzb4VgnX70fwrbHH4sv+FekyjmsUUyDvRQeKSgQGlFNpRQIhvAMp65/rXN+PTt8H6p/1z/qK6O7PzL7VzPxCOPBmpnp8gH6irQHgSyEE1JvJ6VAAM1OqcZFaCOmuYhY2WnpGSVltknYerMMn+dVS5Y7jyTV7WFIi0vLA/wCgQdP92qITisKm500lZChuOnWjOKcE9KCtZGtxqxxGTzCgLetE0qxqW5J9KXoKrzDIBPTNMCXxnqt0+u3VqLhvssUp8tAeFz6V0GmxiWIFyXC8KT6CuL1lzLeyyHqxBrq9JkD6eBlh8ueDg1VVe6RT31NdYkGCFzUiuijcdoFZjTH7My/N82AA3WlhjIQoyoUMZbZ/tAVzNHSavnRBd7OgX1zxTkmSRdyMGHqKzFdxGV2hNyfd7U63Yt+7Lneoz9cdqlxRSZow3ccpbYxO04IwRzU0F8sqFljfoeCME1mxsFunIck7923PSponMQDtIWXJH0pWQXL8epMULCFxgZAJFTR6jKY9yxKDkfx5HP4VlwuqRlY1bJB3fKanjMjpiOOQLjONvelZAbkF04KiZUQscDaciryyrGNzsqD1Y4FZFqklxKhkUoindg9c1yXxH1a8srjy4pGRVwi46DIyT9acIc8rImc+SNz0uz1KymlCx3UTMDjAbrV/4zuJ/CWhXG4MRMAfb5GFfPOg+Ir611OBWuJJYpHCsrnOMnqPpXtvjC7OpfDTTLh42Z0uBmTnsSM1c6Xs2ZQq+0OV8C6hLb+JLWXcCrllKnp0NdF4otEhvJAo75rjPDTGG6tphxsmZT9D/wDrrsPEd2JZCynIZRz+FdCOZ7mA21WIOMV6d8O7gSaG6Bgdrnj05NeRXVwd3WvRfhTdeZY3SekmP0FUybnU6uN1jcKf7prY8LMsukW7HqEC/lxWRfjdDKPVTS+Gb3ybExknIY02tBXKfxHQFIWHrXIWpzAtdX4xkNxa5P8ACRXKWpxFj0JraGxMtzO+EloIdW1BwXYm3AJZif4vevSJOteefB+Uz3ursQAEjiA/Et/hXoso71iimV2xTacw702gVxKKUikpiK92fnX6iuZ+Ix2eDNR+i/zFdJd/6wfUVzHxL/5EzUB/uf8AoQqooTPBemKlR+MZqvnFKHINaAdjqepWH9h6bfusoEcS2srA5UOigYxjgkc9ec+1c5L4z01MhI5Wx7Umj6gLe5ntLmB7iyvozHNGOowCQ4916/TNclqFl9nuHRHWRQflZTkEUOmnqWqjWiOll8d2wH7u0fp3rQ0jW11uCQ27ww3Cc+VLu5HrkDA69689MT/3WqSNZE5CkVPIh+0ken6xHc6bsiaS0aZY/MZUyysMcAH8+abb3CalpazOLO3mhXLRqzB3HXPPyt9Ac+1cZod4wvS13IRuXAY89Ogz2rtVntpdKma53TtO+5bgxjMbY6b+p9xn3pqmnsL2kkZes+WbrdGcqUU598DNb+isxtFCnnFclLKzEqxyQcV1mjZUYPpWFVaG9F3Zpum9lLH7vakdclTvIC+h9RTutIwzXKzqHNGrlQXBUgDg9M9f51NBBHEo8vAPTHtVVRjmq39u2sM4iLlmzjgUJN7A5Jbm0kcYcMqjJHzcY5q1GqF2GPkJO31qnBIGGeh7g1ZQ8jFZyLWpdRV8ryx17GrMRCAgGqKseKsp61BVi5E21gc1R8ReHYfEMBJC+ZjBDcBsdOexqxGeeauROcdeKqMnF3REoqSszj9H+G/2WffIioc8Oz7io9gP613XjBI4Phv9mjQbIZECknkc0iyYWl8T/vvAl+hGcEMPbkU5VJSauTClGK0PNtCuPLAz/wA/K/qRXTXcvmRN8zEqSuGOSK4C2uHWUKDhVkV69C8ofvRjgnNdqWhwy+I5u6Ugmu6+EkrA3sZP8asPxBH9K5e4sySeMiun+HCm21C4TGA4U5+mf8adyWeg3AyjfSs/S8oXXPGa0ZuQfpWfZjbMwqkSReIF32b/AO7muSjYKCM967LWU3WjD/ZIrin4atYbEsi+C0PljWGwekI5/wCB16LIfWvPPgw2631Y7gRvi/k1egSHmsTRsYcd6YaCcmkoJA0meaRs03JFMCC55cf7wrmPiV/yJuoZ9F/mK6S4b5h/vCuZ+JBz4Q1Af7IP6iriSzwLHzcmnHgU7yyeQDSGNscitEBGtwUmiZgJFjOdjE4I7jgggH2xWt4gm8K31vFJpOk3+nXP/LSJ7kTQD/dyN35k1jyxMOeBUYT1xQIiFvEWxjIq3Hp4eCWaONCsS7nJPQZA/mRS2dskk6q+dvPTvxWm15i2azjtoEt2bcRtyx+rdSPbpQK4RW2gXmkW0oVYLyB2FzGbr5rgfwlFKYBHoW5xWfeRTS3mLMMLVQrnkHHbk+5HAqc+WAAttbrjv5YzUiSsVEZY7AdwUdAfXHrTuMhnG2FnIwwb+ldfYrslI5x71yN5/qXH+2D+lddb5WYjnsf0rmrbHTR3NNQKQrSIcU7G41xnaUdT8wWhERwzEDNeZXlxObqQyswkViD2IOa9bltxLEUJxn07Gub1Hwm91cNcubc92cg5P4VvSqRjozmrUpSd0XPCOrXGoW9rDcAtIkbbnPVlzxmutiXFYWkwWmlKIw7SStgM+3H4D2rXnvksym5WIbjI7Vz1XeWh0UYuMbSLqDFWEHFZ/wBuU7tihioz1xmkXU3jtFnaEcnoDnArOxpc10xU6n0rBXWpGKBI05PzE9hUw1eQEjYAVfaTjijlYmze3EDrU183neE9SjY5OzIrm/7VuX4WQcNj7v8AOtjTvtN3pOowurN+7yuVx2pWHc8ha5FvMQV+9x9K9TtmWRFbI+eNW/SvI9YDQzngjBxXoVjqOLe1+YZaBP5V6C1R589zUmVVb+VbXhNlTUxjAJX+orjLvUyGPNaPgzVfM8R20Zb/AFgZf/Hc/wBKLakPY9flHNZ8Py3BrSl5VW9RWd0uBVolkmoJutzXDTJhzXe3YzA1cROmJnHoxrWBDKnwZXbZasfWWP8Aka72TrmuB+CuW0zVHxgGZAP++a9AcVk9ymQmkpWppoARmptDDBpVFMZVnHzf8CFYHjtA/hm9UjI2En8MV0E/U/7wrA8bNt8OXv8A1yb+lXEhnhMrkrtB4z0qEg1PPgBB/s5/OolI3DdnHtViuQFDvwRTNgzVnjNRsMMeKYFjSooWv4FuH8uBnCu/90HgmrXiaG20PVZ7BTcMYW2/vECk+/BNZyE7sDFaesXy6haQRyos2oQoIzMOQ8eAVz33D7v4UAYUurxAkLE5xSx61GHG6BtuefmrNn3ox3Lg1WLO5wFJJ6Y60gOw1OG3H721kdoJApUSEFlOORkAZ+uBXQif7OkFzOBFHNGChc4DADHH5Vh+HbCLxFpt9ZIZY72ztXuERsfvNhG4f985P4Vx13cPjoCRwO+KidPmNYT5T05vEWmp9++t1P8Avioz4t0dSQ1/GcdwCf5CvKGlc9/0qJpZezGsvq67mn1l9j1k+OtHiHFwz/7sZqJviBo4B/d3L56jYACPzrygGZ3Ubjz710Fz4L1i10iPU2lgaBscBvmwehx3H8qPq0Q+tSOrfx9pS52Wt4STnJKj8KfJ8TbV9n/EsZthyC0o/wAK4iLQ5nUEyD8qmTw838UrfgKPYQF9YmdU3xNKn93pcIycktKT/Snr8QNQdMRW2mooGQrbz0rkp9AATKyOTmvTPBXws0fV9GilkNy14sLuT5pIZuoBUdAMf57DpU10F7ab6nOn4gawSebBRnPEJPP4mj/hPdcYHN/EmTnC2y9a5/VbQ2V9LBjG09KrKCTVexh2D20u51K+Ote3bhqsq/7sSD+lauj/ABV8U6RIXt9ZuPn4YPHGwP4Fa4mNc1Zii5HFL2UV0E6sjpLa9bxDeywXEku6/lBkbC8tuzkcccntXW+KdHXwvrVtpsUrSqluhDsMZzn/AArnPBMFsusWklxJFHGsilmfgAZ9a6jxxef294ma/iVhB5apGSpAdRn5h6g+tO1tBXb3Odu3JY81b8H3Bh8U6Y3YzbfzBH9ahmtWYdKfotu1vrlhL2W5iP8A48KQH0Kp3WyH0GKzpDtuB9a0IMtbY9KoXIxMD70IRZlG6E+4rir8eXeSj3zXb43RY9q47WYf9OYgHkCtIEsq/CLTpNN0nUYpJY5CbgNlM4HyjjkCu1k4zXEfBu6uLzQ9QluZpJX+0gbnYscbF45rtpKyGyI01jinGo2OaYIaTmnKaYaVTimDZBKRzn+9XOeO2x4cu/eJh/KuglPU/wC1XN+Pzjw3dN6RN/MVcSWeI3Byyf7gqKp4+buHMZlBK/J/e9q35YAkassMf7yZPuwDlOOD/dpSqcpcKXOrnMj2oZSSSAeuK6i7Fr5EmxUCbZCSoGQeDiq+nfZlsztk2gzLIokxuwpX/wCvUqtpexfsLO1znWt58FlikIHJwp4roYvFjN4b/sO/0Oym8rJivDARcRAns4xkZ9c0l7OsZkjMqArEmQGyM+Z7e1RNc2sDOXlR+pwpzkFiRTVV9g9iu5hPZCZ2DI6kHbkr39DTU0cGUDIX39K3J7izKyjzgWdxICM44I4/nVZ7m1HmI0pUM74bBPBIxRzvsJwiup0cfhD7Bpdv4t8JXk10bVCmpWkmGmt8qVZgAPmjIzzjjv3x5rdxwtNJ838RONuK0E1G50+aRrSeSNWyvBxuU+tRLqCdXtoiT3xWyloYtGQy2/8Atk/So/JjJwEc56V0X9pIEBW3gB/3aYdSkz8ion+6tK4GJDYEyj/RpiBycA13+q6n9r8NwW8ZKiGNUZCuCB2yPxrlJLmV33GRsnrzWkuo3N/albiUymOIRKzddo6AnvjpTQWILOZQwX17GtL5VXcRxWGikzKB61pzTgR89Byfes2hjbh1HLD5m6D0rt/CHim88O2bG1aIyzrhQ44DAkDJ9K868xpnLE81t3Mp/s6Arxh+1S43GiTxPo8c+sTSJqYvyx3PNHF5aFjyQo9Ae/eqEWgoerN+dXEY7RU0bkHimm0DI4fD0IHOT/wKrkGg2y8soP8AwI06ORvWrMcpHWi4WNnw/wCVocnnW1taGX+GSWESFPcbsgH3qzf3st7cPc3MzTTOcs7Hk1ipdEDApk10x70rFIvPMucUyO5VJo3BwUYMPwrMa5PPNQPOc0mhn0zZMGhPeqd+MEEdcinaJL52n28gPDwo/wCaii/HyZpC6FiHmPmud1O333RPtXQWzjywTVG8iBnPGauJJyHwZieLQb8upTN3gKf9xef8+ldvJXK/CtR/YN2R3vG/9ASuql4NY05c0U2dOLpKlWlBbIheojUxpjCrOdEZFAFOxS4ApgU5en/Aq5f4jNt8L3fvHj/x4V1Eo6f71cj8T3C+G5U7uVUf99D/AArSJLPHLeNp9QghVtu5lXd6e9ak1rK91LAZ5wBG0hLjBbA+tZ1tIkN6kpBfa2cIefwrTN8ftBY2V00XkeSODuI9TxWc1K+hrBxtqQS6XFHpIuzJMJCA3P3TlsY/rTNPtbWe2d5UkMiyInD4HzHHTFWXvS9qLZNOuSgUIQc52g59OvvVW0+228bothcODIkmfLbjbzjp71KU3Gxd4KS7Go+gWbT4MciZx8u/OBvxnPuBTI9ItSgf7D8z4UI0nA4PIOfampeauRiPTyDuzllP97d3qNtQ1OJ2T7JEgAAVcDEeM8jnryan2dTuae0p9EWRY26XKxCCy2i2MnzckNgct7daiWzt4r/Ul2QxxxFMb1yFGecfUVGZ9TuM4togxjKMyqNxXHOT9BVOaS8laZpHH78DeePmx0qo05PdkurDoiSexiaTfGgCFEI49c1gz2b/ANmxnYSfNfIA6DitqJNTniEMEhcRDdheSqjv9B+lT3nh/wARW9pc3FzbziCLHmk44B4zjuOgyPaqinHczlKLOS2HaBtwRSiMntV8W/OMVKtoB1FaXMTKaMirmmAlJB+FSzW2FzTtLiJeRfcU0BXt4j52T2FNvJCzbAeBV1wIbiYHqtV1gLktUsCGFNoFbMqk6ans4qiIsEcVpqm7TSPQ5ouMkt4t0CkjtWppWkx38NySWEka5QA8E+9U7RM2y+1a2jXKWi3bllBCKwBON2D0FZVG+XQ2pRTlZj59Fgg/s4fPunIWQZ71ZTSrSLVniMZkgMJkRSx7e9Sf2pZXcttMZkRY52O1jggY4zSQ6rYSzW05dYdvmROpYnAPQ/Sufmm9DpcKZLZ2Nm8ySR2oZJrfzVic7sMO1YWqswumD2q2pAGYwOBWtDqtjbXFrCJ2dIoXjaRUOOenFYmoxxpIGhuJLhSPmd0K8+nNXSb5tSKyXLoVGPFRMcHNPOaikBxxXQzkR9FeCbr7T4b0xxn/AI9Y1OR3Ax/StG9GYyK574Z3LXHg3TWY52o6D8HIrorgZVqhDHWOHgUHnio7lMyk0umn93g9s1JOuZM+1WiTj/hI7SeFJJXj8svdOduc/wAKiurlPNc58MDu8KKwUDNxIeK6OUHNZUvgR1Y3+PLW+pEaaeaVqaelaHMhM8Ue9AGTTqBsov1X/ernvF9lb6i+n2t0N0BmMjpnG8KrNj6EgV0cg5T/AHqw/Eag3Fmx/h8w/wDjjVa2IPLLrxXdQXTiG2s4RngRR7Qo7AAGoJvFOpTJhZQh77RWZeqWuXIHeoPmWqbYJF19YvmyWuZDn3qFtRum/wCW75+tQ7sjmmEY6HildjsTrcXTcmeT8WpWnd2HmOfqKrDrUgBYE+lLULEml3jWuuQuZWEZYK3PRWG1v0JqpJbvbXt1btkbJDgHsKikyl2pOcNxWrdRyXerQMqktewbuO7gc/yNK9gRBY3NxY3CzwSvE+CoZTg4IwR+RNdBca1cyaW1uZnKFQuM9vSuevE8p40ycqMEHse9LJdbYguaE7jEKAGpAgxVRrn5qmSYevFMQssfynimaUoWebI7rSyTfKRmq1rdFLllz1xTTEGpgDULgD1q9Far5OQKzNRkLX8+7gsv61sWsoa1Ug8EA0mtRldocdq0obbfYuBgnFUmYEitjTgDA4xztoeg0JZWzCDHp1rVs7CB7W2lkhRybrY2R1BHSm2EIeHjuoNXreWKC08pyd6zrIuB2HWuerfob0rJ6lLXNIgs7CV4o1H78FWH90jp+dMhvCfDssot7fzI3EefLHK46/Wreq6jFcafc23zkmXdEdvBFZNvIY9Iu7dopCJGVlYL8ox6mpiny6msnFS0Nq5ssR3syiIJJbKwAIyCPaoPET3BtY2W6iEDxqTDkBifWq0WrpJKu2CV2a18gqByW9qhv7+zuIEiuLSdbuGPywd2ACPaphFqSbKnOLi0jKxx0qIxkk4FTqMpkkfTNLuAFdZwnr3wlkz4Ujjz/q55Fx6Zwf612MvRvpXB/CCcHSLyL+7chvwKgf0rvJeQ30qB3G2BwxHvVqVct+FVbI/NmrpAJpiOQ+GAx4Ntz6yyn/x410kvJrnvhkwfwRYyBSodpWwf+ujV0Dnmopq0Vc2xMlKrJruQtTTTmppqzFCcClpo5NP7UBcov99PqaxvEI+42ORG5/8AHTW03MifjWL4jO1cE4HlSH/x01otiTx/yVlJJGM96gvbNY3HlFnXHUjFWQTn8a6/whoFprl0IZgMMuBg8k+tU0Tex5wwK8U3mu98Z/D2bQJVaNvMWQ/KO9cjcWTQqAfvZIK46fjUlXKPBGT19a3fDGlR6t9rj3fvljBjUY5NY00LRpuI468VENTl0hI7u3nlgmbOMccfWkmAuuWE9hcmOdGRkOCCO9WzctHZWN9F9+xuA+f9k84/9CrO1PXNQ1q286dkkEaldxHLe5Pc1Nokv23S54j/AMtIiP8AgS8j9CaloEd3qvg9tc0678R6TcxXKQ4kkhRfmx1Jx7V51cyEtmtj4feK7nQNSmhMr+RPEYZE6ggnFZuurHBcyGM/IXbH50o7lNlFnwR61MkmBVMOGINTZ4rVEkk1xhcDrUFo++6XnvUbvwaWxU/aU780AGpSMmo/OT6HNaNhcfuNhP3SRVHxNAYdQILMxKqckY7VFZXalcZw+MEYosCZrmcHv3rc0ibcjc9sVyfmnNdHoEFxPaS3EcbNEh2s4HAOM4pNDTNrSrwbMZyMYrSsZ1OoQZxjeBiuTsbhoXKkkdavxX7RTLIDkowYD1rGUS4yszpdViX+y5QFXMd0wB9jUemzyz6cLW0kRbmLdmJxxMp/rVW88RWk8JjSCT95IJJQzd++DSWfiC0tmIFnkI5eJt3zL7H1rJRly7HTzR5r3KuhxONZiDJkoSSCO+DS+K4CL9ZwCBOgYgjHI4NSx6xDFOlwtsomBYswbrmopNXMywrc26XHlFuXJ+YHtVNS5+axN48vLcxR0xTWBHfipWQZY4wDyB6VE6nBFbHOekfBi4LvqsJP3fKcfmwr1KRM15J8FnH9t6hb8Ata7/rtYf417a1lkA9yO1SBi2f+uC8/hWkygEgZ/GqvkC3v4VxjfkVtC146kUXCxxXgPTptK8HadZzlTJGH3FTkHLsf61rS4rI8AySS+C9KkmdpJGiJZmOSfmPetd6EEtyE03FPNNxTJG4xSk8UGg9KAKfWVfoawvFOAwQ8BreXP5Af1rfhUvMD6CsbxbEEuYW7GCQfqtaxQmeX2liWIkYDGemOtbmheII/Cup207xiRA2HU+hq/Y6VcahcWVtZRqElba0gHCgHrXMfESxm0zXZLZpDIsajDEYzxTehN7nsXidtM8ZeEf7XsJxtt9zE55BxyprwaeZXlxuyM96taB44u9B02+05AJLe8XDKT904xkVgCeUyb9mec4NAJWOyufB00fg1PETgmKWQoqAdFBxuP4g157e2gkYGWVSE4UM3T6V2OtfErWb7Qk0OSe1s9ORAnkQR4yB6k5NcPNqlnG2VQyv61LY0NeeVbVbVMGMEtnHUnH+FW/CrNbSuswKqGDAe3Q/oaptdXlzgwW+weuKl02GaC9RrmTcJDsYH0NJIYXtzLomqzRqBjeWRsc1Zvy1xYebIQZGYMMe9J4tjKG3uwqsxXBzzyOD/ACq1dhEtVXq7qOAOh9KlIZiR8Yqc/dqFeMZqwwAXrWiEVpOBW/4BgsLzVpYtQP8Aq4xNEucGTawLqPfZuI+lc+xzmoA5WVWBwVOQRximB13xD1Kz1rVvOgjRFiRYVZOPMVRgEj1xiuXhWMcgioruSUuVLZwajiZgaGBoHyzyCa7fwB4ks9GbbeRedahi0kX97jGfc158JW7Y/Krunyyo+5W28YoeqA7XxBNppay/s8qZPKL3G3orMxIXPqAcVj+Yd3WpIbOH7NDJJciPzASAFLE84/pUgtbTbuN25A/6ZGs+ZI05GV2kJ5FSpJ8vAqz9itUKkzTc9P3fWporWyclVa5Yjk/KKOdD5GVUkYnFTE4OD1q4unW68+XdHJwOlXotKs1UPJDcyeihwOfeoc0NQZkrjuKR1UjoK2H09JF3LZOoHbzOar3Wl/uopYI2UNkFSc4INLnuDiX/AIcOkfiyFOR5sUiDHrjP9K+lIgslvFJj7yA/pXzL4St57PxRp8xBAWYL+fH9a+mdLbdplvnsmPyqWSY+toIrizl24Cy7c/Wt5FGxfp3rD8VZW0Vx/BIGrbtXE1tFJjO5QaYHnPw/Xb4H0cdf3A/ma2H61keARjwTo4HT7OP5mthxzVkvchPWkJxTiKaRQIYxpADinYpccUARacoe4IPULmoNb05Ly9tlkO1MqrHOMKW5/lV/R0AnmJH8AA/Osr4mRXKeH7qW0mENxGsbIx6cE8flmtlsQ9zoLbw3aaXMVtWBSM5XLA7Qa+fviLP9p8TXjSzAIrbVGeuOP51paffOLWKWWaeK6Iy7LMdr59s5Hp3rOvNLtbmbziwZ85BbnBqrXElY5KQ+VkRw5YHHNNh07UtRlij82O3SRguWOMc9TXTzWEStkyRljySBmoBaRlv9YCB6ClyjuXj8Gvs+mXOoalqSgRvtjwMCQevWufk0PTbJf3ckbEd63ry/cWi25lJjXoDk4rAmnjU8gn6Ciw7laUxJwGGO1YmpTyQTlACzqeo5Fal3OgJKK+PpWbPI7tkbhx3qRle91PUNTURyJ8m4nAXpmujtNWhF/DLLAD5RVyrcg4OcVzuZexP51JGJOpHX1oQwdt8rvjapYkL6DNK0pxSsrY4UVCwkI4H6UCI2l5xioifmBPFK8UxOAG/KkNjdOOIpW+imncCOafzJGb1NJ5uOamj0i9f7ttOf+2ZqceHtTfAWxuDn/pmaVx2KySk5I6CrENyV74q1F4Y1rbsXTbkA8E7DzU0fgrX3xt0u6/74NFxGja3sU9rZn7TBG8G7Ku2M85q2by3ERj+1W+MYHzdKz4vAHiRgCNJuiD/sVbj+G3iiTppNxis+U1VQtQ6rDGcyXsDDGAOeP0p8eo2kdwZhfRhm64U81Cnwp8VyYxpMwHuR/jV2P4R+LDjGm49zIBS5B+0LMeu2hGPtS49kNX4PEFkVwZy3/bOqkPwh8WZH+hRD6yir8Pwi8Tjg21so9TNU8iD2hbt9bsnIXexyP7talrcW980dtAoLZPXAqna/CXxCh5S1/wC/h/wrcsfhXr6SLIsdsGHcSnP8qTiugnK5uWmmQQ26CONQUIbOOpBzXpGkt/oRUHhXYfTmuQ0nQ9Z0mDFxarcEdd8oI/kDXZ6ZCY7IyS7FaRyxRT932qUmIzfEiGSxcdcDNWtGu1/sq1yeRGAaZqqiSBgO4IrKsbjZaogOMDFWFzC8AD/iidH5z/o4/ma2XFZHw+wfBGj4IIFuBx9TW060yXuViKYanKU3y6BEWKMVLsxS7KYDtGjDSzEg8KP50nifR7TX9NubO6mkjV0wNgBJYHIOT0o02a3t5pGuLh0VlACLn5zn2pdYvrd7Y/ZUk8wn+JjWsdiWjh4fhNpuI/N1W+OfvhQox6Y4qG5+FmnRu22/vWXsGZT/AErbkk1EqcJgf7x/xqjKdRznke+6rJMWX4Y6WT811dk+zj/Cmr8NNGTnzrs/9tK1Sl8TwfzNN8q9HVh+YpjsZ4+HWhn7xuT9ZaX/AIV54dP3oZW+shNXwt1/fX/voUbLj/nuv/fQouFikPh74ZHWyJ+rmnL4A8Mr/wAw2M/VjVkiTPNzEPq4pct3vIh/wMUh2Il8E+G05GlwVMvhXw+vH9l2/wD3zSb1Bw17F/32KUS2/fUIR/wOiwWJ4vDehIONLtB/wAVOuiaMg+XT7Qf8AFUPtNoDzqMP/fdNN/YKOb+L/vugLGl/Zump92yth/wAUC2s16W1uP8AgArIfVNNXrfw/wDfdQtrWlA86hD/AN90BY3xHbKf9TCP+AipleADhIh+ArlT4h0gf8xCE/jTP+Eq0Uf8v8XH1pBY7OKeIHjYPwqdLmMH7y1ww8XaKD/x+x08eNtDRsfbVJ9gaTHY75byMfxipFvov+egrz8ePdBXpeZx6ITQfiHoSjInkPOOIjSHY9EF/Fj74o/tCL++K8+T4h6O+QjzNgZ/1Jp3/Cw9MHRLon/rjSYWPQBqMX96l/tGL1rz5fiJYHpbXx+kI/xqaPx9bOMix1E/9sh/jUhY75NWjQ8HNXLbXBnaHAFefQ+OLZv+XDUcjtsWrCeNbckY03Usn2UVLGj0tLj7QOHJ+tOkjkigLknHtXAWvjEkZTS9SOPVgP61aPiuaVcfYb+MH1m/puqSjqGmMxVQO/esmLyY96SSMrKxGFXIrP1v7XbWktza3c77EDLj5sk9sNWRBqWovErTOEcjkEAVSV9iWzlvA/xV0bw94bttMv4b4y25cbokDKVLEjuPWtqX45eGAPltNVc+0Cj+bV4PNPKJCN7Y9KaGY5+duPemwZ7dJ8d9DXiPSNVb6hB/7NVd/jvac+X4evD/AL8yj/GvGwpbGXf86kCfJt3Nj60WC6PWH+O5J/d+HMf713/9jUT/ABzvSVC6FbKCcEm4JwPyryjyFVwMt+dTi3QnnPT1ppAetf8ACaQ29zM5n2wPgoomRipxzg56VnXPjoSscao8QPIBuU4ryyS3jkkYsM496rXEMYJ+XrV3sKx6k3jRSCf7bYj2uB/SqFz40jPTVXP/AG3rzUxIo4WkGCcbVpqQJHdyeLrck/8AEwlJ/wCu9U5PFEGf+P8AmP8A22Jrj5VVV4VR+FV0c56D8qLgzsz4kt3J/wBMmP0lNM/t2373U5+srVyZYqCRgfhQZnIHNDmI6h/EFop/18p/4G1M/t20IzvlP1ZjXMF2z1qeLkUKQzoF120OCBK3p96pBrloAf3TfjmuYlyCMMRmnIhdfmdz+NFxWOg/t6yP/Lux/A0465aYz9kP/fP/ANesKG0jJBy351bFlHnq350XCxoDW7EnBtgPwH+NDa7YoOLdfyFZD2EO9h82M+tSHTbcRg4Y/jS5x2LyeIbYH5bdPyFPGuxF8i2T9Kzo9Ot1GQhz9aeLeIA/LRzAaaeIokP/AB7oPypzeKI1+5AhYntWNsTPKKfrU4iiCbhEgPripc2BrJ4odpBHHaqT3Pp+lWP+EjmU8RIB71i2qLHA0ij5icZp7DdGCetLmYWNceKbpeUij9zk0h8Y3inmFCB6ZrCX5H+XNTxqG+Y8mlzMDVHjHUGHypEPwP8AjVmLxbqQUkmLGPQ/41iSRrtDY5o6rRzMLG4ni3UmbCtEP+A0ybxjrULcSLj/AHKyI1AYGpkUSvh+RScmM17fx7rqg4nVfpGKtp448QElhfKMd/KXj9KwDCgGQMU37oGKLiOif4jeKJMqdVdlI2kGGPBHp0qEeL9ZcAyXKuemWXnFYYAzUwUUXA//2Q==" title="" /></p>
<h2>Immediate Consequences for Banking Institutions</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="608px" alt="frt trigger" 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" title="" /></p>
<p>The moment a major banking institution faces a crisis, the <a href="https://frttriggersusa.com/">Frt-15l3</a> immediate consequences are stark and unforgiving. A <strong>liquidity freeze</strong> often strikes first, as counterparties and depositors scramble to withdraw funds, fearing instability. The bank&#8217;s stock price typically plummets, erasing billions in market capitalization within hours, while credit rating agencies swiftly downgrade its debt, making new borrowing prohibitively expensive.<br />
<blockquote>This sudden evaporation of trust is the most dangerous immediate effect, as confidence is the cornerstone upon which all modern banking is built.</p></blockquote>
<p> Regulatory authorities immediately impose intense scrutiny, demanding urgent capital plans and potentially restricting operations to prevent a full-blown collapse.</p>
<h3>Automatic Cessation of Convertible Payments</h3>
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<p>Banking institutions face immediate consequences from regulatory actions, such as substantial fines for compliance failures, which directly impact profitability. A sudden loss of depositor confidence can trigger a devastating bank run, rapidly depleting liquidity reserves. Operational disruptions from cyberattacks or system failures halt transactions, eroding customer trust and generating significant recovery costs. These events necessitate urgent crisis management and can precipitate a sharp decline in stock valuation. The **importance of financial stability** is underscored as these immediate shocks test a bank&#8217;s fundamental resilience and risk management frameworks.</p>
<h3>Impact on Capital Structure and Investor Hierarchy</h3>
<p>Banking institutions face immediate and severe consequences when crises strike. A sudden loss of depositor confidence can trigger a devastating bank run, rapidly depleting liquidity reserves. This forces emergency measures like asset fire sales at deep discounts, eroding capital and crippling lending capacity. Regulatory scrutiny intensifies instantly, often leading to costly fines, operational restrictions, and a shattered public reputation. The urgent need for **financial crisis management** becomes paramount, as these simultaneous pressures threaten the very survival of the institution, disrupting the broader economic ecosystem in moments.</p>
<h3>Communicating with Stakeholders and the Public</h3>
<p>Banking institutions face severe <strong>regulatory compliance penalties</strong> in the immediate aftermath of a crisis. A significant loss of depositor confidence can trigger rapid withdrawals, directly straining liquidity and capital reserves. This often forces banks to sell assets at a loss, further eroding their financial position. Simultaneously, credit rating downgrades increase borrowing costs and restrict market access. The immediate consequence is a <mark>liquidity crunch</mark> that can threaten daily operations and solvency, requiring urgent intervention from management and regulators to restore stability.</p>
<h2>Strategic Implications for Investors and Creditors</h2>
<p>For investors and creditors, the strategic implications of a company&#8217;s decisions unfold like a high-stakes narrative. A shift toward <strong>sustainable innovation</strong> signals long-term viability, potentially rewarding patient capital with growth. Conversely, aggressive leverage writes a riskier plot, where creditors must scrutinize cash flow chapters for default clues. Their continuous analysis, assessing management&#8217;s strategy against market tides, determines whether they become protagonists in a success story or casualties in a tale of decline, making <strong>informed capital allocation</strong> the crucial theme.</p>
<h3>Risk Assessment for Bondholders and Shareholders</h3>
<p>Strategic implications for investors and creditors revolve around a company&#8217;s long-term competitive positioning and risk profile. A firm&#8217;s strategic direction directly dictates its future cash flows and creditworthiness. Investors must assess whether management&#8217;s strategy creates sustainable <strong>competitive advantage in capital allocation</strong>, which drives equity valuation. Creditors, meanwhile, analyze strategic plans for operational stability and the priority of debt service, as a flawed strategy heightens default risk regardless of current assets.</p>
<h3>Valuation Shifts in Contingent Capital Instruments</h3>
<p>The strategic implications for investors and creditors form a critical **financial risk assessment** narrative. For investors, a company&#8217;s long-term strategy dictates potential growth and dividend sustainability, directly impacting portfolio returns. Creditors, meanwhile, scrutinize these plans to gauge future cash flow stability and debt repayment capacity. A flawed strategy can erode equity value for shareholders and heighten default risk for lenders, tying both parties&#8217; fortunes to the executive vision. Their continuous analysis of strategic moves is essential for safeguarding capital.</p>
<h3>Portfolio Diversification and Hedging Strategies</h3>
<p>For investors and creditors, a company&#8217;s strategy directly signals future cash flows and risk. A clear **competitive advantage in the market** allows for smarter capital allocation, as strong strategic positioning often translates to durable profits and reliable debt repayment. Conversely, a flawed or opaque strategy raises red flags about volatility and potential default. <em>It&#8217;s crucial to look beyond current financials to the plan that will generate tomorrow&#8217;s returns.</em> Ultimately, understanding strategic direction is key to assessing long-term viability and protecting your stake.</p>
<h2>Global Frameworks and Regulatory Variations</h2>
<p>Global frameworks, such as the Paris Agreement or the UN Sustainable Development Goals, establish essential international norms and ambitious targets for critical issues like climate action and corporate responsibility. However, their implementation is always subject to significant <strong>regulatory variations</strong> at national and regional levels. These variations arise from differing political priorities, economic capacities, and legal traditions, creating a complex compliance landscape for multinational organizations.<br />
<blockquote>Navigating this patchwork effectively is not merely a legal obligation but a core strategic advantage, turning regulatory agility into market leadership.</p></blockquote>
<p> Successfully operating within this system requires harmonizing global standards with local mandates, a process demanding both robust <strong>compliance protocols</strong> and adaptive business models to ensure resilience and integrity across all jurisdictions.</p>
<h3>Comparing International Standards and Implementations</h3>
<p>Navigating the world of international business is akin to sailing global seas, guided by stars like the UN Sustainable Development Goals. These **global sustainability frameworks** provide a shared compass for progress. Yet, each nation&#8217;s regulatory harbor has its own unique contours, shaped by local culture and history. A data privacy principle celebrated in one country may become a stringent legal mandate in another, creating a complex but vibrant mosaic of compliance landscapes that organizations must chart with care and adaptability.</p>
<h3>Case Studies: Historical Precedents and Outcomes</h3>
<p>Navigating the world of international business often feels like a captain steering through a strait, guided by the fixed stars of <strong>global regulatory frameworks</strong>. These universal standards, like the UN&#8217;s Sustainable Development Goals or the Basel Accords for banking, provide a shared compass. Yet, each nation&#8217;s port has its own unique tides and channels—local laws, cultural norms, and enforcement priorities that create a complex mosaic of compliance. Success lies in harmonizing the broad guidance of global accords with the intricate, living reality of regional regulatory variations.</p>
<h3>Evolving Policy Debates and Future Reforms</h3>
<p>Navigating global frameworks and regulatory variations is essential for international business success. Entities like the UN and WTO establish foundational **international compliance standards**, while regional blocs and sovereign nations implement distinct, often conflicting, rules. This creates a complex landscape where a product legal in one market may face stringent barriers in another. Mastering this dynamic interplay between harmonization and local variation is the key to unlocking global markets and mitigating operational risk.</p>
<p>**Q: Why do regulatory variations exist even with global frameworks?**<br />
**A:** Global frameworks set minimum standards, but nations retain sovereignty to enact stricter rules reflecting local economic, cultural, or safety priorities.</p>
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