Policy Briefing for Advisors
Policy Briefing for Advisors is a fictional OPF example for policy briefing teams. It demonstrates a realistic presentation structure with catalog-backed design and content payloads.
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Metadata
Source JSON
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",
"alt": "Policy briefing background image",
"mediaType": "image/png",
"description": "Original abstract demonstration artwork for this fictional organization. MIT licensed with OpenPresentation/opf; generated by scripts/gallery-artwork.mjs (v2). No fonts or external images are used."
},
"supporting-photo": {
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OIni9ipns9Y15ffsNs/3o1U+uy49f0PXAYbugaEMhhYBJt7UiyB9gJomyNoI4CQQAggAAAg+leC6F/s8tfsIH9uUT8ufj2u0kdcGvic3fz2TiLSZ8fArdvsXN+NwCIYpwS6CaAXCdx7JUwUsB1RwEwL4EVzLgsAAIAdF82ip+OSQpvKThfUl+NlK7ZFHleM7FXR5fk1GdlvoJPt1+eMGfL8ZK51ajln14zid7i5ix1RMeX4tUgc06GKTqvEcRNc/Np6DVSYqGzvZRcHbvIjWV+y9u8A+Pj+n337HTvbd4NVCn5n82c6Ifjsyphox8LauCljac0RlMae5sGSHyhD86efT/Nc0/zr18Q+AcbcQGmNmdeeXY6gaD0ra91tT3xqQN5TNnsOz6PogQACAIAfAbwUrQDutnmx7rliJ4D28mcRwDjkTyB+x0ziJ5Q/D+J3quc6u/7Nd/HIXkRSSMUjdV39/Pd1FEFT5bBBAlsTlsAmFwkMIYBCCQwjgJcggIkJ4KdOf+UCAEBB2WnHJQUbwRMe8cpctmJ7zHvFyD4V3VGvSfgOGBAIn3rcS+LXaRQ+/VGvLB1HObpjXkO0T8Fcxasc8WpYZE9PO7Vs6eWVvCWTPp8yeOfuT+zqjS/4711p+jwWKdSNg0UI1aNhaSzV8bVUU+tk3Hw0rIqgNrfmOdcqhqW1sV+A8WjYuv72XrHJD+QSKFjbLnvCKoi6vSXYd3gmRQ8EEAAAvArgJbEA7googHYvVNHL1yx/+5qcBNBd/swC6CR/ZgGMUv5Odl9nN2/fCSx9dyMgqAxS65nazj7+ObxK4ImIJPCwRQI7PUhgh60EGnsHtoeXwEshJPAiJBACCAAAGRfAkkT/nOTPKfoXpfx5iPpdvv45j6b5Eb+7CeBHBG99/yPPDeTRQAcRVIpEYpfAqw4S2OQigYgCFkwAL5lzWgAAoNjstOOyQpvKLhfUl+EVI6IcPzXPr8nIPo4pz++qkQMqcvTvmpFDOg4rOWXNply/li52lCPI9WvtZuUqujy/NokTOlTxaZeo1EGiRI2XWz//yvNR7N0S4jU6eOWzL/jnqjR9XmUMtBxBbZyUsTPmB0pjTONtyQ9skeboiG7OzHOpn2fzGtDyAqW1Yl5D1pxS61rca7Nud3NM61xe+077Y6cFeY/Z7EE8n6KjbKfTww4AAArILjsuKwgE77JdlE/mipG9NhGWfU1W9nN00b6rVg6qCIRPT7NRILSInyR/xzimiJ8sJcc5+opevfQpCIRPR3VHH+v88lYqZS+sFNLNIvT59J/XIIRqRFAaK/34aVFBaZxV2bYU3MiSLs+ZeS4PN2tzfciEViwirRXROjJGBQXr0WbdSmJoWufy2nfbI0YplPeYzR7E8yk6IIAAAOBFAAXytyug/O254pDn5yJ/IgF0kj+DADZ3hpS/7tDy1/3VN5kVPy8iSJFNswRWeZFAw7GwswQedZBAqVrYQQKvOkugtUDEuwRGKoCXIYAQQAAAKEr074r/6N9BkwAe8hH908vfUZH8tVjlzyyAXuSPhMgu8nc3B5g/U/PNaCRQL4BCCbSNAtpLYJxRwD0BJXCXjyggnlEQQAAAyJUApin6V+7x6NeP/PE2LzmUPzsJpJxA5bNHJYGRHQX7igK2CyUQx8AQQAAAKNDxb2tJj3/dcv8ijf75kb82Z/kjGcqz/Akl8Kd/8+rgOCUw6FGwWxQw3DGwWAJxDJxCATQ+2AAAoNjsFnFFwVzJa89ehSYzDoUeV40c4Jhk75rGIRWlutfIET0tmuxpET+JckOFr+7It62bneDopK9dopKjr+yVqFbpYzUdfexM72fs+7s/5VL43Lj1/Q/81pAaWQKVsVHGSpNBaTz52FoKRKR5sOQFqpXC2jzq51eqFtbmX78uDjXrhdC4pjgWKbSuzf0261iqFtatd91ecNovlgpiZc8J9iOeU9EAAQQAACf5sxHAPQEFcJ9HATTL34Gr1he1dwE0yoFBAFu7vMtfm17+elzlr6azj33x3Z1Cyp9C/61v+TjU6AQwWgkUC+BRtV2MVQAPmwRQJIGWqKBHAdxnFsAmCCAEEAAACi+AwaN/9gIov8iDRP9abaJ/bYoA9niO/unlRpG/ji9vFVr+FK7d+NIigVYB7NUEsN3aJibyKOA15yjggRiigHt8SaC9AEICIYAAAJDj49+URf/8HP129rFz/TcgfzLf/XiXNXQP8HGJ5yg4higgBDD/Arjb6a9eAAAoEHtEXFGwkTwB+xSazLSrVZV6DjQpET+Ng6YWL4euGTmsIiX5HzFF/Y4qmPL9eM4fz/vrMrV46WYnWhXx69YVefSwyjbt2LeKoxR56KN+UuSP7sYl6H5fyJ9G79ff8HGpUY7HTVFTrUhEd8RuKLbpUefmhGnepAIRaV7Ncy0ViUhrwbxGtCIRaS2Z15h5DZrX6AGb9SyJoGnty3vCad9YpVDee4J9iedVeMq0v24BAKDY7BHRpNCmstcF9aV3VY8ggqI/7r2mcZBjivg1GznM0UX8WjSOqsgRv1aNch3KUa925CvT3q0dRSoy0tHDqjimiF9nL6vhSJE/kpyrN76A9Ak4P3BDkkCONG40fuaIII21IRooQ/OizJF+3soJ3bzq51taA9J6OGLCGBE0rTHRsfA14zo94LCmDWtftyec9s0eC/LeE+xLPK/CU7ZbmHwJAADFwvZoSn0ZtavsdUE9DrtqZP9Vhzt8r2lIL1zTXb7NRrQXt3aPr4LhGFDJE2s13+erCITpLl9VOEz3+OqPLJWqVlVmFPnrZ7Vd/ezr73+A8An47Nvv+PjQOCljVq1ArWI4igSa7xOWJVB0l3CbIC9Q5qi+XUyLcZ1odwjrqoN1HLTcJ2xcp6L7hNV7hU1r33g8bM8eA/Le81w4AvwAAQQAgFIL4DVnATx0zV7+Dpvkz1LwYSN/5Tr5cxVAkfyZBLBWFsCrN7+E7DlGAW8aBLBGJ4DVjgLYK0cBRQLYI0cBrQIoSaBYADUJ7BRLoJsAOkggBBACCAAAhRLAfbYC2JGIABqLAHxG/9r0R47Bon9f3vkeoufAwDe3LVHAmtijgG4C2BWDAHZAANMugHs8VOYAAEDeESam66p3bSVPeHuHKC/K4SYPp/YuLhW+zlW+Tg2eexx6/PV66vFXq6Ous59dvH4TkueBU73X+XgpY6eKoKhhtOn2EC9tYixVwi3dLlXCNpXC19zbxdjeJ2zuHdjk3DtQLIjWZtJeG0sDd8r2CBMvAQCgWAgT068qtBvY54DhpXdN44AoeqK8RJs1pCR8QcSvRUNL5Jejfq0axwzIBQJtypGvruBDOU40FRrwAoQOU9RPKVbQy0pXH6tV6ec3XvR/c7ukYvWTD0r5e3Z8+TUfLx4JlMfQEg3slMbdEA2UC0SMhSEalsIQmWNKqxilMESHFg2UC0P0iPICm43r9aDNut7P0e0BQ4GIPXst+CkaAX6AAAIAgA8B3JcaAdQd+QoFUMv18yyAOvnTC2C1iwCSzNR39bPvf/op1dKXFhH8Wr4irk4vgF1WAaxOoQAe8iiAB6IUwKsQQAggAAAkJX9hBVD/8nOSPxcBdI3+OQlgxNE/Q9GHKfrXVILWL/Zi9x8H0iGC1CjbLgooEkC9BFZ0+BNALSfQKoDGvMBgAngwQgHcBwFMTgD3euhpBQAAeWafHboefsIIn11PP1NfvwOi3Cl9012H/n7mHn9HzD3+bPv8dTv0+eux9vlTe/259/mTon4KUvRvIIHj358CS1/6ZJCOgetlea7TH6cbimu0PoFVnvoE9jj0Cex26BOo9Qt07hXorV+gUQqNfQMPuOwfqxBaewl66SkI3IEAAgAggKUUQLcGzz6aPDsJ4AkbAazUURVCAG//+GMKo33BRTBuAfz8uzsGAaxzEcDqEAJ43EEAj0UggIciFMD9PgQQEggBBACAHAlgZ+wC6Bb9swqgqerXJH9n+z8rUfTvPxGSrAT+8NNPrL673xoFNFQGiwWwqsMo7gYJbLO5LcROAFuNAmiRQAhgjgXwqj7PBQAAisc+O64ptKvsd0F92TXr6bBWT+pfoi0ah1sEOX+tGkc5ppy/NolyFTnvr13jhA6l4EMq+tCoUipPO7XCDx796zJX/faxum6in0tMc8zNn+MVv9JJ4MWBm3z86jjG8VXGvFo3F/r50c+bMpfqdXEy6vyr+YDS+jimx5ATKK0vdb2JCkNaOg3rVVnDovV9gKPbB/LecNtD+wzIe9Bmj+L5FRwIIAAAAugogO2eBfBAJgRQJwxeBLDLKoCS/GkC2PP1NxmO/JVOAls//8oggHoJrFGJUgAFEmguCmk1rjcIYI4FcJ/Tww8AAArAfjuutTlLnoCDCs16rEe9Wr4fSZ+GsOCjVeMYx3Tkq5O/4xyl2lcf9VMwSZ+OanPkTxZArd2LTHefdHzZ3c8auvvZ57fvZCznLx0S2HfrGz5+0ljKUq3PB5QFUJkLQzRQN28GGeRHwdJcG2RQPQ42rhfrkbBxvQnzAnXrVVnDovUtiaBuH8h7w20PWaXQfo/i+RUcCCAAAAKYZQFsi1cAaz0I4Lc//JiDyF/yEnjz9h2dAPZDACGAEEAAAMiiAB4MIoAt0Qng8YQEsN4kgD/E0AC6CAJ46/sfXAWwFgIIAYxNAK/pE50BAKB47LejmWg3cMABw8uuRY8xz0/L95Np1TjSKsr562RH2ySOcUx5f+0Sx1V0eX8dEhUqsix0SlSpyHLRJVHTpTv+7ZZQ8tS4APb0c071DaQn9+8/PkiBAH539y5rkMeRoxtjZcxrdXOhzI2UD6jNnTKXWj6gNNfK3BvyAdu19cIxF4W0aWvNUhQio1+vyhoWre+DHHkP6PbGARf2W7Dfo3h+Badsv9PDDwAACsABO5rbnCVPwCGFFj3WSJ8U7ZNp1TjaKor4KeLXyco5pqifTv5OcHRRP1kGKlXkyJEsD9UqWs6fJH5a9M8gfjIkLsS5iFvAhMr9i1QA428UTZHTRnkcG2QB1EtgnSyACsrcSNFAad4MIqhGAvXCb44GGteLOSJ4rE1ba5ZooCqEujUrr2HR+pZEUN4Dur3htoesUmi/R/H8Cg4EEAAAAYxVADtyLYAXBm6kQwD/E4AU3BQiEsD6FAngsagEsAUCCAEEAAAIIAQQAsg52esmgH2BBLASAggggAAAAAGEACICCAEERgFsVhKdAQCgmBywo4VoN3DQBcMLr1XBWOihFXzoaJM4qk/C17+M2yXKOYLCjw6JExxT4UdnN6tU0UlDVw+rVtEJRncvq1WRZaSHCj80uLT09rNzAynIAfxPCEqdA9grjaNUDCKNbZ0CLwTR5oLmRSsIkeatSkFfDNIpzTnHXBDSoa0VZe3o15OyzpR1d1SAslb161e0vg9x5D2g2xdue+iABfs9iudXcMoOOD38AACgABy0o6XNWfAEHNbTqmCSPUPET6ZNwhCB0Uf92jWOtwuifrL8VXBMkT9Z/qo4usifLBE1HF3kTxaOOo5S9auIn0I/l5fT/QMJyJ+LBMYigM6/SxSf987du3wMG9VjYGlsVRHk8i3NgyqCqqhL86YKvCEaqBN+czSwQ1srlmggl0B5ncnrzrwWJQmU16u8du3WtiSC8h7Q7Qu3PWSVQvs9iudXcCCAAAAIYBYEsC1uAeyxEUBZAm0EkPgxoj6AgQXw38lF/6IUwFs//JC4AJ6AAAIIIAAApE8Aj2ZQAL/98ceEooCl7QMY9RHw59/dkcawRyCA3RBACCAEEAAAIIAeBfBEXALYLRBAWQJJZEp+DOxHAv9d+ugfvwv4m290AmiM/nkRwGodVTkRQGFeYDMEMBYBdBpYAAAoAofsaGlzlzwTR/S0KphkT8cxhTYFnfDpOE60KyjVvhoVHRqVhqpfRfwkqnWVvzU6+avlSIJRp5O/eo5S+SvRqNLP25j03fomIfkLcCXcf8JfAReXBLZ/+RUfPy7S8piqIqhWBBvnQ6sK1s2foZrbON/mtaCuE8EakiRQXmM261ASQXmtymtXtK41EZT3gLwnDrtg3W/2+xPPrnCUSX/hAgBAcTnkRGubrppX4rALR/S0tesqfK0c09Peoav0NRd+yHR06qp9TUe/nRKVhqpfWQa6JKo5pshfdw+r5Zgifz29rJ6ji/71SjRyJAFs/eLLdAlgTHl/UUcAL392UxJAjja2hkhgjzQPlkhgtzRvlqNgeZ5VATQgrxF5vZjXkLS2tLUmWodSlbBx3YrWtVop3GbcD25755AF+72JZ1c4IIAAAJA5AewUC2CHIoBdVgHsjE8AL1z/LMEj4ICRwIgif1EJIBXOaPKnE0DDUXCvQQAt8tfdYzkKdhLAikgEsMMggEchgBBAAACAAPoXwKMWAewILYAVHgWwWieAQgnsMUpgg04CG00SeDuxQpA4JPDfiUf/vrhzxxD9a3SK/vkQwKoYBfAYBBACCAAAEMD4BPBYjAJYFUIA6x0E8Pq3t0skgGFE0P/Pieozdn31dQzHv0YBrIQAAicBPOSW/wIAAAXgsB2tbc6CJ+ConrZ2+yNfmXKFdgV9wYfGCaJDwVj4IRV/KMe/XUbx48UfSvSv21D8oRaAyAJoKQCRBbBBFwFU5O8kRxLAls+/KKH8+ZHBcN87KgG8dP2GOnaqTBuqrLWxtxSCKLJumsfqLm2OLcUgcg4gR7B2JAmU15jN+pNEULdebdaztt5Ne8Fl34il0H5v4rkVjjLpr1sAACg2h51oa7dwxIGjZtqJDs4xAeV6Oggt0qfnhJ5OLdqnRf1kuggt4lelFwOiu1s7QuzW5K+2p0c7ctQLSG8va+CYon99fewkp5+d6uvnV5ulRwLjIaoG0DRmEtI4Go6BObrx1x8F90jzpMyZfh5pXpU5rjLB14RujZjXzolO4/oyr71yFW2tHrPhqIpxHxxxQbTPnPYlnlvhgAACAEDEAnjEpwBaJbBTKIFGAey0F0BZAqvsJNBOAF0l0Hz8qwkgUfpj4PTLHz/+/fprowBa5K+Pj7dV/npt5c+PAFrlz4cAtkMAIYAAAAABjEkAOzwJoFsU0KsARhUFbLp5MzJJuptD8VM4N3DdPfrnUwC5/NkIYKVPATxuK4Ad/gSwLawAQv5iFcDDbg8+AAAoCEfsaGtzP+Y1ccyMnezJHNfT0WEVPpkKBTkCWGmiSkEWwGoTNQrd3cbIH8//6+FHjIT++LFBobfXGP1T6OvjR8DE199/n8soYFSf6bPbt9Wx4uIsj6F+XLloy2NuPAaW58ccteUSqM2tec6ltSCtC/N60URQW1vmNaeJoLZGy20wyKBpD7jtGasU2u9JPK/CAwEEAAA3AWxt85br5ySB7e2OAlguEMDjTgLY0Sk++nWRQL0A1ogEsNsqgPU6AbQcAavHwJIERtUUOk0SGOXnuXLjpiZ/fTby1yuSv15V/uos8mcvgFWKAHY6CaC9/AUXwLDy1+64H/G8ikIA7c7dAQCgYDgeUbV3WDjqguV4rKOTU26D4ditk1CO54wYjvDkgg89hqNffjTYY8Bw9MuLCnpV1ONG5RiS56MZ89MalaNLNY9N4lS/BBU55EUCo/wcN7/7Th0j/bg1cqQxNeYBKpiPgfWYj4KN0Pxbj4M1aP1Yj4ONHOfYFYUYkda4U16gGOv+CpAvCHwBAQQAAE8C2B6BADpLoCX3KjIB7LYVwBo7AewxCqBYAvuFEtj65ZeR583dzXjeH4/+3bxpI3/9DvLnLIA1jgLoJn9eBdCpKtgsf/ELIJ5VEEAAAChpFDBqAfQaBTQLYIXg5e4UBbQKYI9QAINEARUJpJsu7sYkUlkTP2Lg228d5S8/0b+IBBDRv/gF8IiHyhwAACgKjrlKXiTPqbrXocWLn0pfUcuXSkHrD33Vb7Vd1a+g8teu/Ys5/69R1wJG6QV4ShbAKzduZDYKGPXvfOfuXXbu+nVtfAzCbFcJ7FwN7KkljGNbGC+9Ab21iLFIYbu3amFHOfSbLwh8AwEEAIBEBdCvBHa5S6CbAHpo/WLb/sVFAk86SGDvrVuxRdTuZiTyR7R/+aWU+2eRv36D/Dn1AnRqB+PWE9CLAFYE7A/o1Cg6uAC2QwAhgAAAkCYBbC+BAHqPAlbFGgW0kcA+Zwn8KsK2MFHK4N2E4G1fbOQvvuhfT+joX1QCeCxiAcQzKkoBbFeSmwEAABxpV0TPho4OC8dcKDfT2ck5bsMJM11dnAoTlWa6pXw/PdUmeNGAjloTlPenUG+igfLUdDTq4BJIOW79WjUwcfHGjciuiMsa3/7wAzszMKBV/uoxjZ9hbE3jXmfCPGfmOTXPuXlN0DrRr5sKAcqaM69F0Xot12Na6257Q7SfnPYfnk/RUXbU7WEHAAAF45gTXgTPxHERdrLXqVzzZkIkfEqDXz0i6dMjkj49IvHT0SgSPx16+Tst0/rFF4UUQLoZRRkD/biYx8wigrrxNs9FnWm+LDJomm+hDJrWjHlNqSJoWoN2a1WVQdMaL/eAUAwd9h+eT9EBAQQAAD8CKJDA8iAS6BTxsxFATxIoeOknKoEm2VEEqPvrrwslf9QKx6/8NbrJn0kAhZFAB/kTCWClRwF0lb8AAgj5gwACAEDxooAuAngiqAB6iQLSNXBOAkg3gTgIYFAJ7Pvmm0LIX+dXX1nEz6/8NYSUv6DRv8qg0T8IIAQQAAAggPEdAycWBQwrgabjYEUE+3MugV1ffx25/Hk6+nWJ/lWlLPoHAUyDAHZQUjMAAAA9x9zo7DBQ7oHjFjrZ8S6JEzZUGOhiFd1U7GGlykI3q+4xUmOhh9X2GqkzIAtIn0aDAVlg+jVOmlAlaEDi9EB+I4GdX3/FP5/yWbXiD+OY6MdLyvszjqt+vLUiEG1ezHMmFX9o81otQBJA4xoRrSNaXxWmdWe3NpW1K0mgcW277YVjIhz2G55J0VN2zMuDDgAACki5E54Ez8oJM7ayp1FpwE74uli1ATvpo+NfPWbpo8ifHjkqZZKURhU5+mcRPz3yMfCARvetfOUEtlHOn+7zaVFAbRwsIsjHThtLiwiqEUBtPsxzJUUAtfkUzbcWCdTWh2j9cAnkkUBtvdmtSYMMmta0l30gFEOH/YbnUfRAAAEAIIgAdkQkgJ3BBDCMBJoF0JME9kUvga1ffpH5FjHf/vgja/r8pkD8wslfg2f563GWv57g8udJADv9C6BY/iCAEEAAAMhxFNBJAKOIAook0EsUsLY3rAT2epBAqwheuvEZ+/L7O5mUvxvf3WZnrw84Rv0s8tcXkfx5iP55lT9E/yCAAAAASnEM7DsKmMxRcGAJ9BoN1IlgT8zXxkUJRS07vvrKd9TPk/z1RSN/aY3+HUf0Lz0CWO56zAEAAMXluBueBM9KhQE32ZOoMmAnfBI1BkTCJ1FnQCR9PazBgEj6JE6qKFXAVk4b0CTwzEA/u3LzBvvizneplj+62u3CZ9f573taL7K6zyX63FoFsDRGovHTqoClsa4XwCWQVwJr82aeU1UCeUWwtg5E60QVQV4ZrK0vuzVokEHTOvay7oVS6LC/8AyKj7LyTvorFgAAgB3HHelgx7uMnPBAhYVOVtEtUelAlQH55d3TxaoF1BiQJbDXSp2KLvLXZ6TBgE4C+42cVBFE/wY0ThvQIoFn5NzArxO6Q9grX9y5w659flMSPwPa59B/PnEUUBob85gZI4HSGNcL0OZHmzPRfGpRQG3+ReuD1o0WCdTWld3aU9anJoHGNey25o+L4BJov7/w/IkPCCAAAEQsgHFKoB8BrBYIYLIS2OsogV5E8KsS5wd+/t137Nrnn3sXP6H89Yrlry+I/PVEIn/VPuXPKoD+5M9eANshgBBAAABAFDDtElhvJ4EhooFOIkjQnboD337L7ty9m4j03f7xR9b3zS1eoHI6lPh5jfpFLX/d7vKH6B8EEIMAAADZigJGcRRc0xutBPqJBnoXQasMXvviczbw7Tfsmx9+iFT6bv3wPZc+Q0sXgfT5Fb9Syl9UR7+I/uVUAI+7PtgAAAAQJxzxKnhWKg3ICfdC0TNSbcBO+DRqVeSCAYPwadSr6AoQLEfAEo0qumKQfjGnVASFIQP2nFHpN0DFGC1ffMF6b91iN7+7zSXOKUr447//zb67e5fnF964fZs3o27+4nN2/vqA5XsrP9Pp9xIXfEifUTgGlsIPaexE48oF0FAAIp4rVQjVIhBpju3WAF8jahGItn6c1pkqgmoxiLZevaxvoRTyohD7/YTnTfyUHe9qZwAAANw54Yj8Yus2UuGBSgvyC7dHosqBahVdlKe3i9XYUKtiivr1GalXEUT++o00qthE/waMnOJ4if71sdPXjZyx0C/k3GcD7MKN6yr0z3b/rv77mX+enfxZf3/pc5k/q20UUB4z81iKI4HW+eFYIoHS3NrNPa0LYzRQWjtO60tZg1o0UFunFR4x7wlprzjvJzxv4gcCCAAAUUpgd7ISWO1TAmtLJYG2IuhDBgVCaC+G7th9L+/S5y5+dvInEr8GgfilVf4qg8qfBwHEcwYCCAAAhYkCVtgJYLefKKBRAmsikEA7EWxISARPuR3Duojh6QCi5y59wcUvTvmr9Sl/ngSwO3j07wSif+kWwBOuDzQAAAB6KhzxGuETU2VAzsMSip6RGgO6vC+L8GnUqZhyAPvENHAEOYD9Yk5yHHIBB8Sc5vT54kwATvvG/nd2zP3rtx+jBmEOoP0cWHMApTm0m2MugYY8QGmNOK0lgwiquYDauvS6loViyPMC7fcPni/JAQEEAIBIBTCcBFZlUAKdRNBOAr2IYFAZjJag0tcrf3Yb+esrnfx5FkCB/FVB/nIkgN3tDAAAgD8qHJFfeD1GKj1SZcAUkentZNUO1KgIjn77xNSp2Bz99htpULE7/pUZ0DjJ6bXFVrKuGzmt0hcD1p/nJKcnHTF+fkPUT4g0puaxtj8KlubMbk6t86+tDaf1Q+vLuOaM69HL+q0QoYqg/b7BcyVZIIDd7exoRys73NrCDrW0sEOtLexIWysr72zDAgEApE8Ce9MhgfU2EtjgIIFeRNBRBm2kUCyI9jh9vdvPdpM+J/Fzkr/6WOWvK6D8dfqWv0rIHwQwjZK382ITW9dwgS2tOMPmHGpk0/bUsY931NgyeVctm7m/gS08doqtqj3Htp69zA40N2PhAAACC2BFIAEsrQTWuUqgfxGMTAZ9CmKQ73fSb7QvbNSv36EAJE75641B/nrc5Q8CWCIBrHB9iGWXXZea2Kqac2zWgQZH0fPLlN11bPHx02zLmUvsaFsry/MYAgCcqXREzonyJHhiqg3ocrUsomelVkWQ+9dnTz3HIQewX0xjv1tBiMyAmCBydjoCgkmhzefQfU6n8bAbQ6ccwPo+53kT5wI6rxGDGBpyAbV153WtCqVQzQu03yd4jpSG3Ang7ktNbFnlWTZ5Z22k0ufEvMMn2aZTF1l5RxsWFQCQQE8SGEwAk5bArgASGF4Eg8pg3Dj9vqHFz1H+XMQP8geKKoAkXusbLrDpe+sTkz47lpw4zXZfvorFBQAEMP4oYAQSWNsXVzTQWQT9yGCphNDtd/IqfRLd8UT9YpS/aASwHQKYWgHsaWdZhQo2lledLbn0iZh9sJFtO3eZZXl8AQDeqXREfiH2WqnySLUBQR5XXyercaBWxSH/r19MPcctB1BmwEgjp8cRV9G6bodLvp9HTnIE39/l92r0hHVM9ONV74j9nNjnAUrzXOMCrRdxPqC2zryuTcu6Noig/b7Ac6O0lFW6PrjSx6GWZrb0xJlUip8ZikpSrmAWxxkA4I8qR+Roiavc2VNjQBDVMYiemDoVm4hfvz0NHLeonyJ9IjzIniHq58L1CHH5WX5+b0X8LOjGyGkcneagvt8pIijNrdsa4BIojApq68vrmhRKoRoZtN8PeF6UnkwJYHlHK1teeTYT4icSwe3nLmPRAVBYAcyQBLqKYHdIEez2JVSehTBCgvx+tp/Xo/g1uIif83FwduQPApgaAfRe3l1K1tZfyKT4mZlzsJHtvXKNZWXcAQD+cM+XMrZy0VPtEevL29T2w6FNiLXlS5dNuxG340nnFjBe2sCIj4B7AxFPexfnfn+ux8CubWB6PB4Fd9vOkVtbGEOLGJcG0TU+1qBo/do1jw7STBrET+oFcMf5K7ztSh7kTw8dYVOzaSxCkDQHm1vYpxeb2KZTl9iauvM8qr64/DRbcPQUr2hXoH9eVH6aV9Wvrj3PNp68yHZcuML2X2vmF4ljLINKYKetBFYnLIFeRNC7BIYXwSiFMFp85v25Sl+P9zxAF/GD/JUWeo/TRRIHrjWzvU3X2J4rxFX+/++/2swvmKBC1XQKYK84MbnUHO1o4w2Y8yZ+ZjaeusjSOgcg+1Dj8s1nLnGJi7of5ox99bwf5vrGC7zynRqLYsy9FnboXpx9Rqp9YE3u77JQ2++OscCgW4gqJANijIUOPbbYStN1e0TFH/Fh/Fm2v5fDZ2lwRBsnu7FUo362aPPlNrc1/V3CdSEsCvGIec0aZdBHsUhGIMnbfeUq/6N5RfU5/sfxjH0NbJKPdnOffCo9M+cfPcVWVJ9lm05f4qLI/5gu0ecqq/JR6ZMU1FMv7+Jnrhg+2NLM0jgXIFvQBd/bz1/ht91MLUHkfO6hRra27jx/sBV9LtxzqIwVvO5y56XC16bK16ma1FLt2+Ut4jdgT6PH6t/GQJW/zngp+Aj6vcNWAzcOOI+be0RQVwjiAS6BDpXCtT7XmVAIbSqIPeULphSK2lHx5rKKM1za4n5u0h/nK6vPsU8vXGHHu9oS+5ypEsCj7a38BVIk+dOztv48JAb4hpJ5t529nLqIOf11TKkOlMbBCyQggb4ksKZEEuhLBAfc8SqC4drBxEDo9i8ObWBs5K/eg/yFE7/SyF91Bp6hn15o4m3lpqWgnzCl4FDKzZG2lmIIIIVWiyp+euju4YMtLRAb4ApF2SjSl5W1veT4af4XLiSwhBIYcTTQvwh2+5Qnn5W4EchdeOHzGO3zKX5RRv0gf9LdxNSrl/Kc0/zcpKAY+VEckcGyNEwCnadD/oxsaLwAyQFCNp++xP9QyOrapsggHXdQMQkk0CSBfVFLYDLRQD8iGEYGA0lh7LIXQPoGvFX++hE/yJ836I9Qyl3O4rNzyYkzkabXlFX3dbBSsetSE2TPJQx8oquNlXKOQDo40d3GUwQokThv+a+Ua1OEOaxxRffi7bdS65M6Aw6CN+CNBhU/gtfNGq+7c5LTk0G8fT79eHgTRGmsvc6Nsxhq68DvGhKtQ6MgOq/ptOy9g83NbFXNOV9FG2mGcga3ng3/3CyZANJkQPK8Qa03IEHF5HhnW2H2Cn1OaqcACUyvBIYSQY8ymG4h9P4ZzJ89FvGD/DlCudF5riuYvKtWPS3MhACWd7ZG3o6iCFByKoSoOFBqRFH/SKJilt2XmyCBCUtgnCIYRgZLJ4X+f8dg0udf/PxE/Yomf1Q4sbr2XO5OS9xYV+9fBBMVQDp7h8yFu06OFjcEKd+sy8mtN1EURG09e7mAAhi3BLqI4EDCIhhABu0FUY9Y6vRE8XODS19A8YP8CaHcuEXlqCegvqypE0Ac+UZHHl+KoIPnwk36tBZrXHDMQQ81atUACQwugXFGA4OIYBAh5AURclFDnXxfcWNUIhdQ+PxLXzDxc4/6hTvyzar80fsQp4rWQjsqFnQVwBrPD6Ng0EOb7r/FpER8JFx5hsU9dyAZ9l65mumq3iSho53yjtbczH2tK7rqTc/RPXfqDXQ5Y5A7bzSqdLtS29vJjra0sj2XrrKtpy+ztbXn2fKKs7w7xOwDjWz6nno22SV5n/53OiGhf5++jhr4UkNy+n70fY+1trK63k5BlNCFASONoZDGxO9YcvlzmyPdfAZZD7ZSaKgedl6rSe6byu52tr7hAv/jEM9F51PDXRebbMexrKa/g8XF3qarmISYJ/cYvQxjnEMQH8e7WjPbjiANfwAdbm3OxTqodcX0Uh6wUheAegMeo3zX/dN4XYvSlbe3sZ0Xmti6ugts0bHT/BmW5LqZtqeeLTp2iq2rO89/j/K2Vlv5iy5qGGDcPEcFjfMYZB2I1pNVBp3XaFJ75Uh7C1tZfRbPQJ/MP3pS+LyMTQA3nkQeU5JVwhCqbEGVW1i74aEmrvuvXoMEBnz5xymC1AOOotsUqaGoXFrTGz6hF+SRkzz3ds/lq6yquyO08AWSvut+j4XDiV+W5G/f1Wv4YzmiTguxCyAmKnlWmiYWpBOKik9PwVVDeeyZSX1FCyWB/XFJYKe/vD9ZXuj3IeGjo9esp/1QTtnqmvP8+LimpzNe6QshfvFG/Uovf59evFLo62Hjgm5A4QJY6+nB4w3KzZm6pw4DXLKmug2ssruNRTmnIBpq+trZssozWKcJVA5vP3c5s+ukzhVBDpcnofNOgwHn/LQjLS1s08mLbMGRk7leVyQhGxousEPXWuTj4a5I8JcPqM1LmPkVSqEwN9B5Lcb2rOyn244u4g/luNf04cboBHDnRbR4SQt7LjdBulIECQnWZbJM2V3H01Cqe9sLK4F1MUggFRnQMSld5TetoH/sU4UlFZnspAb9Pe0xS1/M4jfgX/zikr9j7a1sTS26hSRJWe1ABwsLhfyLOHjvLN/Fnv9wPnv+/bmBeXnKMvbR9urom0I2nGdRzC0IDhV5LDh6Eg+aFOS9HG1vydTaqfOE4GV+3Up9CBqud/JThR3nLrPF5UjtsUs/2HzqIheYxs+6jOjFzzedBsLMo2hdiIXQfd1FvdYpLQZpYxkVwPlHivmC+3BLBRv9/AQ26tm3Q/PiJ4viqfw5clLKLYKMJc6mUxfxgIlsr51gE1buDc30bYfYmvJKtutUfQAasiOBA+ElkLoL0DEcyQ3WoHdm7KvnAZGD15pD5ASWQvySlb/qvna2+cxFtL/KqgAeamku3FUret5dvT8S+SPGvTU11t91/7WrkLKEONzWzHMx8XCJhomr9rHRL7wb2V7jPPc2G/PCBDbu5Ym+eHvSLFbZ1ZxZCXQTwcMtzbxiF011I2pgvrOWLa88y3ZfauIFFX7Erz4CopS/qNbz/mvX2PIq5EKnRgDrPD9kNLaevVT4gcuSABLUdiTIXAPv0LE7HirR8tLkpdHKn4mnn3+HPfOidxlcd+RwSdZWvSds8r9sjnaJ/U1X2eqac7w/HtZbzC2Ljp1i285eZic620x5gZ2chogQCqFtbqD7ugq7do93tvJ8XET7ciCAy1HJaCuAM+etZHMWrXHlvUlzExdAgvLReJI5ZC1SDly7hoq1uARw0uJYBdAYFXyHjX3JWQbXHjpYsnUWhQTSzUx0J/vSijOFPsFJQ5uZdfXn2cGr1+IVvxLJX2VPG9t29hJyoFMvgNc7mBcooZ3yGzBoYgF86c1P2IYtezyxeMWmkgigwr6rV5nXeQfOrKpBV/qkBfCVtyfHyqvvTGGvT5zK3nhvilUADx8s6Xqr94wmAJSus+HkBeTzpRQScSqCoJO1Yx0trOGzTl/Ui3A8HnZfP0HWJjkCfYaFx05hXvMkgJ9eRBsLNwF88Y2PPQvgwuUbSiqAxNr68xC4EOy+0uR6PymIXgCnzFrqeZ9FwYSPZhsig6UWQC8ieKy9hUdflp44k9hdqR9uPs5e+GghG//O9Eh4dsJM9taibYVc89Reh3qGUvsomsvoxC9a+aOcPgomUCQTec8ZFUC3xYB797wfAb82cSp7873prjz7ygclF0DeOPpAA8/PqPcVWSg21NB56Qm0LCiVAE6bszxRAXz34zmGn//x6u1s27lL7Gh7c8nXYgP950A7O9RyjW09c5Gvy1I14n/hwwWxHM1/sOk4ikl21bJF5ad4HvfeK03sRFerVQhdj4g7XHFbbxXdrWzPlSa2vuE8v1sWz6ccC2B5R4vnI98Ptleyt7ccZq9t3MNeWLedjV+ziY1ZvZaNWrmSDV+xjA1dvoQNWb6YDVm2iA1Ztpj/87AVS9nIlSvY06tWs7FrNrDn1m1hL2/Yyd7cdIC9u7UcRSBJXgtz9hLkzgPbUPxUcgF8+/0ZbOGyDYmwYNl69sIbHxt+/hvzNmnNpuUX8/rG82z35Sv8mRnn+qMX8P6rV7ns0R/mc1J0RRY9w+IQQHrOYh+IpZDafFEKypbTF3nz/yOtLayqpz2U/NUOtLPjnS3swLWrbPv5S2xt/Tm+xqfhhq/iCKDTi+6j7VXsrc0H2Yvrt3PJI5l7cun8yHlq6QI2cuVKNn7tJvbqxt1s4tZjEMAYobyN6t42iJ6AI23NuI8y70UgHtELoFOC/+Ljp9jq2nNs06kLbMf5y/wFTS/Vw63NPHpIsqhA/3y49Rr/3+nfo3+fvo6+fsnx0/xe3UkpTzeAAKYrp5CK0ugPhIVHT/I1RMWbK6rO8D8cCPr/6TYTWqckkrRmp+6G5BVaAMn+yfYtN15sOcwje6NWropF9rxCUcSxq9dzIXx/2wkIYAzQywfSp7EaVxNBAH0KYBExC+BH0xbyXGc/zF28lo1+7h0IIACJCeBnHYygIwz9/0BRPoq+0ZFtKaXPCYoQvrh+R0mOjPMqgEo0sKKnlSlro4jsuHAZbTIggBDAgAJInQ6C5FxSNwUIIAAJCWDDZx284oj+YcKWo+y5tVt4rl5apc9eBlewl9Z/yt7fVgEBjIjNpy8wWh9FghLq5+C4FwIIAQwlgAuWrg8kgC+8/hEEEICkBJD+zysbdnOBypr02UG5iW9s2p+4AKa9EXQQZu6v57lJeRc/qqxbWoHqXgggBDAKARzzwkT2ytuTfPGiKfoHASwtr89Zz16dsSoy6PthXFMmgFRskRfxM0MFKnRE/OH2SjSCDgm1mJDaD+RL/Kr72tjqWrQ6QiNoMRBAFIEUkefemxPLfNL3xfimSADzKn9mqDXNuxFWEme9EXRQ1tSdY7X97ZkXv5q+NrauHgUeaATt0gj6w1kQQAhg4Ygzio7xhQCWjGdWr2PvbDmCRtAh2dBIN4m0s8YbHZmiqreVra2D+KERdLBG0BBACCAEEAIIAcw4T69aw97efBhFICGhKFpVT2vqxe9I2zXe+wqbHo2go2oEDSCARRHAiR/NZh9PW+gb+joIIAQw1SJIfQ4hgOGgSnKqoG280Zkqdl68wuYdxrVFKAJBEQgEEAQVwDBRdAggBDADlcPrfN02AgEUQx3lN5++yCq620omfVS1bHeH9TvLdrKXJi+NlTcXbMbDBQKIRtBoBA0BhABCALPEuDUb2QceeglCAN2hyBvJ4LGOlliFr6a/ne2+3MSlj+7ItPt9JkY4Z66iMB8SCAFEI2g0gs6HAE4IeAQ8AUfAEMAs8vy6bRDACJm6p47fPUn3TNNRcW1fOzt5o9M3dHF5eXsL23XxCq9I9tO0mV7eSYkCiQseMBBANIJGI2gUgUAAIYAZ5KllC9mrG3YXuhF03FI478hJtqziNL9zlyqLN526wKOGxMaTF3jFLhVv0PV0M/bVh/p5EMBwfLSjmt+0Q1cvTtx6lFfTv73lMHt78yGJLYf5f0f/G/079O/S10AA0QgajaAhgBBACGAmGbFihaViuGiNoPOAWQCfefFdNnX2UjZ19rLQvPzWpMwLIEnbm5sPsFc27GLPrdvKxq5ez0atXMWGrVjKBi9bGHj/0NcOW76UjVq5krdhenbtZn5t4+ub9vHrJz/cXoVG0CgCQREIBBBAANPL2DUb1FtFitoIOk8CSD3eouoXR/3psiKAH22v5n/QvLxhJ895pWsgS30jEN3aQxX5dBf5qxt3swlbjvDoIRpBQwAxvhBAAAFMDRS9KHoj6DwI4MSCCCAdxVK0jSJvWbvze/h7n7Dh499gI8a/yUY++xYaQUMAU5se8d624zwF4s1NB9hrG/fwP7BeXL+dPb9uK997dBsV/cE1bs0GmY38v6P/jf4d+nfpa+hr6XvQ93pv2wkIIIAApu7FNG8+fyGhCCS7Aki898ncSBj38nupEsC3Nh/k0bQRK5Znep8NmfgBGzbuNZXX35vK5i9bx6FGzWgEDQFM8g8pynWlCPXzaorESjZ0+eJEIuSjV67i0kj329MfdBMjvNoUjaAhgMBPgcicmfyFRNEJCGB2BTAvRSAfbK9kr27cw3PsnizxcW6cAihCHyFEEQgEMAooBYFEj6Jzo1etZkOWLU7tHqGo/vg1G3nubhTXnKIPIAQQeBRABXoBQQAhgEkK4AfbK/hDn15Qed1nXgTQyOs6IYQAohG0OxRJoz+enl27KXMpEnaMXrWKtzJ7c/NBnvMLAQQQwBgFkDP+9UBRCAggBNAPlCNEBRNF2Gf+BdC6J4dHGB2EAGa/ETS1K3pp/Q42ZvVaNmTZokLsIzo+phxDrxFCNIKGAAK/Aqg7koIAQgCjzek7xBPHi7bPQgtgxNFBCGD2GkFT3h7JT54j5b721LJF/FlCeYR20UEUgUAAQUABVF42IzxGHSCAEEDhEe+2Cp7wTT30CvuyilQAw+cOQgDT3wiaektSpwaKkj+Vo3zYuBizai3Pd/xAbnEGAYQAgtACqL1kRkIA0QjaZwWvVMyBfRanAAY5KoYApq8IhNqvkMBQVW5RjnTjgqSZxnIkBBACCMILoJciEQggGkET1ANs+Ipl2F+lEEDRUbFABiGApRdA6rlHffKozdHwjLc5SitqhDyGynrsFwhg4QTQqUgEAljcRtB0/Rq1msCeSpMA2h0VQwBLJYDasS7y+JISQPMfRFEVUmG/QACLKYA2RSIQwOI1gqaiDqpCxF5KvwAa9u6Umby9BlWSYk/FJ4Ak2yTdzyxczoYsX4y9UFIBfI299eF09sHUueyDafPYR9MW8DY/aAQNAYQAhjhmUsLrEMDiFIG8tnFvbnqNFVEAB0+arP5ug5ct4nln1EPu/RJd2ZUXAeTC9+xb/I9jOilRxpues9gHpRfAdZt3Wtmyi63fsht9ACGAEMAw0cCxb07GYsy5ANLx1VBEMnIlgGbo2r3n1m1hb24+wPPUIIBu0vcWj/Lphc8MBDDFAqhjPZdBCCAEEALom6GvvsP7VGFB5ksAqa0C3RmK/VIMARQ1331h3XZe1Z13IXQTQC3C5yx8EMCUHgF/IB8BuzKffThtARpBQwAhgH4EULnwm6rbsDCzLYAU2Rj9wTTsk4ILoJlRK1fxPwje2LQ/d0fGZgFUonvmI12/QADTIYCBUpxsGq7jXQQBhAAKBFCBesAVPacoiwI4UslhGvcaFxfsEwig40t2+RK+16nZNx0bZ3XPT9h6lD39xsd87Uvr//XIxhsCmFUBNPfCfQsCCAGEAHoRQIUX1m3DIs1AI+gps5eyF978yDCnEEAIYKDPu3wxv7KMWgO9smEXPz6mRsel3jsfbK/g98hSERMda1PxywhdDz56hsUx3hDA7Augvg0aRQXxLoIAQgA9CKBybyM9dLFY09cImirg1m2RkqAnz14MAYQAxgo1Cac+eOPWbOStaKhx+Osb93JJnLDlCO8p+f62Cvbh9irXvfDR9ioudSSXFMGj+3Lf2LSPSyflI49fu4m3KRqxYgWvdnb73SCAEECv0Pd/du0m3tsR76XSQc8NCGDKBVDLH1rJ3kHvsVQ0gqaKN3MVHAQQApi6Z9TSBWzwsoUG4robFwIIAfQjgPq82Nc27sH7KUHoj73RckN1CGBGBFCBjl7ScCRUxEbQEz+ZzSZ8PItN+HimhadffBsCCAEsLBBACGAQAVTfp8sW8qv9Jm49hndVbBE/TfwUIIAZE0AFyhHyctQDwhWBUBWbUtjhBwggBBACCAGEAHoTQEQF4+PNTfv5mIrGGgKYUQFEoUi8Aqiv6A0CBBACCAGEAEIA/QugPoWBclGp+AjvL//QDUX6Qi0IYA4FUAGNpKMRwBE+G9VCAONl8EefpEoAn5oxHfMCAYQAJiCA5lt26DYltEdzq9av5C4wxEPhFgQwRwKoRQS3F+4aqrACqFw8H2X/MghghBL43kdsyGsTSs7gjydhPiCAEMASCKCep1et4dGtj7bjPacv7Bi7ZoPvsYQApkIAJ0T++1FCLf5achbAsMe8EEAAIIAQwGQF0HxpArVCKmLQg9o4UVR0uMsxLwQwrvyk1ydGk1f0SXyRhXFrNvAeYRBASQBHRnjMCwEEAAIIASydAJplkIpH6Bg0v++xat4XmHp0RjFmEMCwkcDp09hT00KQ0ANOqqwqbkNpun919LS5ieWKQQABBBACCAFMTgD1ULsTio5N3Jr9ZtPU7YPe3SS4UY8TBLBo+VQF6rdEeRHULoc+M//skyZDAAGAAIKcC6BhbS5fwk/CKDqYlR66dEsKCay5bx8EEETGyJUr+HVSecoVJOkjwaVNb5FfCCAAEEBQKAG0fLblS/iFCvTuo9u1Sl9MUs1/D/p9KMrntYIXAgiiC5mvXMUXIN0nmrXw+Oub9vH7Ud02DgQQAAgg8DCfMT0Xh6ZAAEVQIQVJIbVQeX3jPp43H3UuIRWq0Pv1zU0HeHSP3lkUhCnl54YAAuFmoCgaLdS03TZCm4gusaYG2HbdzSGAACQsDK9NiEkAZ2F8S1Hg+Oa78TwX33w3YylTi3gPQmo9Q21WKKWI3j0vrd/BAyavbNjFXtmwW/7PXVzsSCKfW7eVjV+zkY1ZvY6NWrlSeCKVBiCAwMNR8UouhFRun3SEkJJ4KXeDNh79HqE2MwQQgHhelJOnRL+H3noPY1vKOf1kEhv84cfR8Qn6aEIAQfYrn5ct5DJGIWz6a4cqlCj3juTQb8Twg20VvCCFonqvbtjNnl+3jT2zer3rFTYQQABS9lyYP5s9NWtGNMzG0S8AEECQvRfB0gVsyPLFbNjypVzkRqxYIbOcDV+xjCfhDk4w0RUCCAAAAEAAQVGPNCCAAAAAAAQQQAAhgAAAACCAAEAAIYAAAADyL4D/WjoPAwEggBBAAAAARRLAQZ/8i/1m+rPsj/NQcg9yXpwybzYb+uwbiQgg3fOMMQcAAJBqAdTz0Izn2Z/nf4jBAbmVwMGfTJZ6XMUEtbHAWAMAAMiUACr8bNJg9ujMl9nfFk7GQAEAAAAAFEEA9dw7ZST77Zy32D8X41oeAAAAAIBCCKCe30wfz/6EI2IAAAAAgOIIoMIvJg9lT8x+jf3vYuQ7AQAAAAAUQgD1PDh9HPvTfLS9ACAJ/rF4FvvvhVPYXxZ8xP4w7z32X3PeZk/Mfp09Outl9vCMF3hV/wPTxrL7p45h900dzX41ZST75ZTh7JeTh7FfcIbqGMZ+OXk4+9WUEezeKaPYfVOfZr+e9gzf0w/NeI49MvNF9tisV9n/m/0G+93cd9gf573P/rLgY/b3RVOREgJAxPxz8Wz290XT2F8XfML+NO999vu5E9hv57zJHp/1Gnt05kvs4RnP81M4vr+nSfub9i3tcdrDfJ/L0D/Tfy/t69H836evo+cDPScox5+COJTe9Ye5E3nxJ+X8U1AH7eEggIGigvSiwIsBgODQA5gk6/dzJ/IHNFXm/3raGC5q93zyJItyz4bnSS6W9099mv1mxnPssVmvcCGlPwhJUv+5ZDbmFACSuyWz+Z6gvUF7hPYK7Rn6Qy2Ne/vnk4dwcXxw+ngui/815y3+u/994VT2f0vmYk4hgPZQ9ID+isEgAyDmfxZNY3+a/z7/o4kk776po9g9k55KmeBF8CKZNIQLIkUv6LNSz1F6EeIlAvLG/y2Zw6Nof5j3Lo/KS/v6ab4H8rav6Q8/iiiSHP5u7gT+vscffBBAUwXxKL44MNigyJDw0HEOHeOQDOVR9IK9RIbz4+bHZ73KI57/vXAy+xfEEGRB9BZM4nuaInkkQpROgT2t7OnxXIApYvi/i2dizRRVAPVHRbRR/mfRdAw8yPcR7qIZPDePcvJI9vBS8A/lL9HxGEUMqesAis1A6SL103nuKwkNiQ0JDvao//Qwyl38f7Pf5Okt+COvcAKo8cD0cbhtBOQqukc5PSQsiALEe5RMkRaKFtIxMh2hY/2B6CP1E/mxJuXd/gyR+tig/MLHZr3M5fofqBsojgCqoeIpw/mLExVHIHvC9xaPBtCNOXiYlw56QVPVMp0uUN7V3yGFwLfsvcTz9AalrsCqaFH/keyRmS/xP+4ghAUQQD20CfHwBuk80p3O81ipsCmPydz5lUIlUoi0k6JDlatKZA9pGdmA6gfoDzs6LcSRcc4FUD0enjYWPQVBSaGINOWd0cuCctHwMM6DFA6Wj49f40dOlKeJtZ5T2Vs0jUeD6XiRet/dg8heLqA/6iiHkCK3WOc5FUAtaXQYb4BJ1VaYKJDES4MaopIk4GFbkJzCyUN4PjL1WpSqFSGF2ZW9V7ggIGevKHt3KG9mTRF+OEIOBVAPTTT1VsKEgSj58/yPeJSPclHxUAWqFOoihTg+TlfOHt1YQZE9FGgAY3RwDA8Y0VE/9krOBFCBcjf+MPddTBwIBCUWUx4QXYWEYyHgJ6eQjhLpjwXq+/Y39CqM/cYMaipMBYJ0FSFVi2IdAj99CGmv0h/42E85EkAFaqKLnoLA2xHRVJ43UtTE759Nfor9avpQjn/xeZKDl4pDr8Lpz/L+cHQURdGHNHU0eGrZAo7frxu6ciHnqeULYv391Fsz5r7LW/tQQ3C0UQKRusInT/I9SmkCuKUkJwJoLhqhoxpMJlD464KP+R8IRTvalWRvGPv1rJHsoXlj2GOLxrH/t+RZlUcWPMPucRA6+vp7pw9jD84ZxR5dMFb9OvpnT3m7U4ewB2aP5F9L0PfynPM7dTB7cM5ozs8n+zvau2/GcI7v494pgzl+v87t50liOF693YSiWf+3dBYbsW4xZ/AK72I1dNVCNnrjEs7wtYs8f+2ItYvZmC3LOPS19M/0vZyE8Kll8/m/q3wd8fSmpWzU+iVs+JpFgaWQCm7+suAj9ru57/Dj2wemjUMzZVCyQhLK9UYP0ZwI4CBdk1h64CIqWMCq3SXz+B8BlCtalL58brJnB/37bsIn4lfThrpKn/lrnlj8rKNwKuL3m7mjjaI6/xnP4/CbOdrXPjB7lOevo7FTP5sPUaWfoXwd/WyvX0ef6bdLnmd/WP4q++uKt9mfl77D/jB/Ai8+ody2fwr6npGQjdm8zCBkitCRDA6xkcEhKxdavsb89SIhJMlz+jqhFK5ayP65dBb728JJfA/Sy5WO3yiaR33dkGoB0hvBH8mdga70gwDmzPIp5As5ynM+30zem49eNEWTvcc9yp6Z/1r6HHt84ThPwmdGH/FSpW+h+/ewi7DR9/jN3KeFX/P4ovG+5Y94eN4Y78+IWSOFUuxakDZvjOFnepVA+kyiz0pjQGMhpbY8yaPWlG9It8o8MedV9o81H7F/rZ3Enlo3jQ3dMIsN3zCXjdw4n43eTLK2lI3euNQig8NWexM5sxCS2NH3HLVpEf8ZwzbMYUPXz2RPrpvG/m/NJPaPNR+y/171LhfYPy1/nf1u6Uu6ORvH1yaNJa3Vn01GgQbIVvEX5ZsWrQVd2aCcn//TpP61wIaftypAuhs2z0nhetl7OITsKcL3x5Uvsb+sfZX9fcOb7B+b32Z/WPGS7+/zxOLx/HfyKn2qkM0f40v8tEieu5CZo4ZOUcooBZB+hlXi3NcjfSanz6wXQYNwzh/jMs7Ps/9a8gL7/dKX2G8Xv8genfcse2j2OPbHZa+xP694nf15xRsG/rTidS5vf1z+GvvDslfZ75e9zEWOvscfV77M1witlb+seZWvld8ufT7w+qO1+zCkEGQQuuWJCr7yfiNJ2aDChHtHcHn4XxwRZ7NVSw6Tw5UjWJKDsLKnF76/6oRPgf75T6te9vX9frvkOfbbZc/5/j3os9w3c7hv8Xto3tPsl1OHBJM/n0UuQQVQOj4OJoH02egz+hVBGktz5NHT/C2lufM3f39a/TL7n43WtROFEOqlkNb8vZBCkJHuI+QOeWxAXVbMCR3DE5L/uRhVQWk82qW/vKhyK093c/48YtkzC9//6ISPXth/Xfs6F77fr3jRswQ8tnAce3TBM/w/KeoXRPrML/QoxS8q+QsrgGEkMIwI0tgGkcHHF4/nc/rIgrH8P73KI62dP61+hf1t3WsGKZSE8LVIhFAkhT+HFIIUX1BB9xXTUXGaKv4hgCGqiEk4UCJeyqrdT3jj3fumjoLsOQnfMqvwBZU9SfjG8hw2qrx9aO5oX8e7qvTNGC6M4kQtflEc+0YpgGGOg8OKoCqDM/zLIM0xfc8H5ozic/+YjznXpPBlSQp1azBKIYQUgiz5A/Wr/HtGq4rLMInGyaTIIEWhIGbxQcfwv5OjfFnv5h+X7EnC97xB+MLInl74SByk33lUpNIXl/hFLX9RCWAUEhhWBMPKIK0BWgv09X6F0E4K4xBCSCFIO9TaiEcH572fmevpIIAFPPcvRWd/ahHx6MyXeC4mZM9N+F5jf133eijZMwsf/e6/5NW7o3y/5DXpsz+SJzl5KAbxi0P+ohTAqCTQqwg+5CCCkgw+GUgGH5NlkH6Hn8tCGUQILVIor2UuhCujFUJIIUi7Q9A9439Z8DEEMPvn/i9yicFRsQfhWzyb50hQM+Z7M3qsG7fs6YXvj6te5i9LSfZeCCR7IuFTpCKU9Ln28fMgfnODiZ9I/p6IQP6iFkBFAp+IQAJVEZwbTgQHyTe5hJVBZS+EEUKzFFJeIa35OIQQUgjSCrWno1uD6KKCtOQPQgADQG1IqIEkVahmJdQbJ9RVnfouUvj73ikjsyd7U55Sj0Ql2Rsf+UtJET7id8ufZ79f/mIo2VOO8B40CV8S0peE+Anlb3E08heHAKoSuDgaCYxSBKOUQb0Q0tp7NKAQ6qWQ+N2yF/jeiEMIld6SkhRKR9605/EuA6UuRiWPoGBJqdLOIIARCSG1KqH7QPN+Ewkt1D/P/5D/JUNNmOkGlmzJ3mBN9ubHJ3vKS4cqMLkULH02lOzphe9eQQ5eEtKXlPjFLX9xCWAcEhi1CEYtg0oO4r0RCKHaumbpc3wMae/EvT/pGaBJ4WC8z0BJcwgfmvEcv02Hjo2TOG2EAMbUVfyB6eN4ZSsdG2exQuhfS+by/EeK7NFfKQ/wi9qHQvbs5GzBWP4z6Mov3kolgiNjTfjE/dI06fP3sx6Spe+eSU9GLiFhxS8J+YtTAOOSwLjm4B5ZBh/yLYPjhDKoCeGwSISQ/6xFUgsb2l8krX5vsYEUgsxK4ZThvFiSAi6SS0yFAGaTJ3k+HBk+TSaJFbU/+d/FM0panEGSRyFoKmWnKGZWL2pPWvbohU4/68HZo3iFZhQvOjfhS1r64og+pUH+4hbAOCUwzihsHDIYhxAqrWzo+z3A999oSCEoFFRMSbeVUJ79f815h5/K/X3hVN9RQwhgasK/w3jVENk+5dJR9RCFgn8/dyI3f8o3JGH828LJXNposumvAc7Cqfy/o/+N/h36d6kUnb6WxI6Ek+SO5JMSUWnxZLn9Silk7/6ZI6R2GTOlZPikhK8U0lcK8ZPk7+lE5C8JAbSXwKejK06LMSoblwzGJoRzpD163/Rh/D8hhaCo/GzSYP6Op3c93Sn+qMEnJvBUNRJGOmaGAALInkD26AX2iymDQ1c/BhG+UknfoIhakaRd/pISwCQkcFDMLXjilsFYjox11fC0h+nnQwoBsAIBBJC9qUP4Sy6Kdhfmn8GFz+Odp8Gl7+lQ0ldK8SuF/CUpgElJYBIiaJTBp2ORwUG6O7K5EC6IVghpj9NngBQCAAEEpZS9GQnK3hyj7A2KqL9ZGOHj4jVtCM8jLIX0DYrgFoosyl/SApikBA6K8TaWKGWQ1jytfU9HWjELofJZVCmck6AUzoAUAggggOzFKntpEb40SF8axK+U8lcKAUxaApMUwSRlMCkhhBQCCCAAYWVvcYKyJ2jwzIVv7mjfshWl8KVF+tIifqWWv1IJYCkkMGkRTFoG4xHCcfyZwYXQ1DD6HnkPJSKFiyGFAAIIIHu8t54ke8NtX1TxCN+oQMInSd9Q/vWllr40iV8a5K+UAlgqCSyFCIaWwTmj+B7y+zM1IRwVuxDq99f9SoeABc9ACgEEEORN9obLsvcMeyIB2aOWK05C8nOlSjclwpc26Uub+Inlb3ygl3yWBVBZJ+Y9lIQElkoESyWD8QvhYMdxvi8BKXyCS+EzshQOhxQCCCAIL3t0HPNIzLL3yIJnpPtsXWQvrcIXVPooAkQvwntjkD7lyDlN4pcm+UuDAJZaAn2J4LTo1wit+XtlGTRHQ+OUwVIKoV4K6Zn3SMxSSM/uByGFAAIIbB9IslTFLXv0kPcje2kWPoP0LQoifcNikT7v4jea/WJqsi+Eh1Ikf2kRQDsJfChBCZSkZLDlBpakRFCTwWH+ZXBReBkstRCKpNDPGASVQqVHIt6BEEAMRNFkb076ZC/twpdm6Uuz+KVR/tIkgGmRwDSIYBpkMA1CWBIpnAMphAACyF4Y2Zsx3NeRYtqFL5T0zY1f+jTxG+MufiV6sKdR/tImgGmSQOXZ4S6CY2IVQYMMzi2dDKZFCFUpnAEpBBBAkDHZi1/4noz0ZZxm6VN+xzSLX5rlL40CmDYJ9CeC8c9pWmRQEsInUyGEkEIAAYTspVL2jML3dETCJyc1k/BFLFm/4tI3mj2eYunLivilXf7SKoBplMC0iWAYGXycy+DoyFsO0bOIC+HsUZFU+0pC+HQgIYQUAgggZC9x2cua8IWWvunJSV+WxC8L8pdmAUyrBKZRBFUZnJ4eGUyjEEIKAQQQshep7KnCN1MWvkXjImkJ80CMwpc16VNk4OGMiF9W5C/tAphmCfQqgg8nLIJplUG9ENKzLYrWL/Ss5UI4M1x7F0ghgACW4gE6NUHZm6+XvXAbLy7h+1XMYhVa+kokAFkSP3v5G5LKPZh2ARwkF/ikVQLTLIKD5Cvb0iiDiqj+KoVCaHw3jZbfTQlJ4VRIIQSwELL3bMyyF92GyqrwBZe+8fyz0oujlJGfrIkfl7952ZG/rAigrQTOezpdz7gUi6AC7enfcBkcnyoZTLsQZv0dBiCAJZC9bIbUsyx8WZY+z+I3Z3Qqj0+yJn9ZEsCsSKAqgnPSLYJpl8EsCGFpU5YghRDAVMhe9vMn6HvRBeYPRS58QxPLlcuy9Cm/vxfxS+tVTlmUv6wJYJYkUPlD0osI/ioFuaFpl0FNCIdGKoT0zKdnf9Tvk6zlsUMAMQiFSZaVhG8E3/yPZ1T4jNI3PpPSlwfxs5W/jDyMsyaAXAKnZkcCsyaCwWVwfKIyGIcQPq4K4YhY3jmQQgggZK8ElVF5Eb68SF9exE8kf49nSP6yKoCKBD6eIQnMoghmSQazJoSQQgggZC+ml3uehC9P0pcn8cuD/GVZALMqgVkVwazJYBaFEFIIAYTspUH45svCN600wqeI0m9yIn1exe/BjIhfXuQv6wKYZQlURPDBDIpgGBn8TYlkUBXCabIQzs+GEEIKIYDhZG9mgrI3O5kGl3kUPi5J04NK3+hUSp8qfvPzI35C+VuUTfnLgwCqErgomxLoWQTnp1MENRkcHUwGp5fuM2VVCA1SODtBKZyZXyksy53sLUlG9pJ4cedV+PIqfXkVv7zJX14EMA8SmAcRzLIMZl0IB+muII1dCpfkTwrLsip7Udyx6CZ7/FqyhGRvkNxHkAvfvPwJX56lL8/il0f5y5MA5kUC8yKCWZfB2IRwniyECfXxo7VE7+4HYpZC9c76jEphWZplj/oU/SZm2aM8modV2RuW6AvaKHzjIxK+kakRPlX65vqTvsdl6ftVyqUv7+KXV/nLmwDmSQLzJILS80+Swcf9yuDcdMigUQhHRiSE4xMXQk0KpQbb9M5/PGYpJHe5P+VSWHIBvEd+eGmyNzZm2RtTEtnTpDbfwmd46OVU+oogfnmWvzwKYN4kMG8iGF4G0/NcjFcIhyS+xjQpHBOzFI5VpZD26j1FE8B7JimyNyL3slck4QssfYuyJX1FET9J/sbkVv7yKoD2Ejgm058pbyKYt+dlnoSwdFI4QpLCSTkRQFoUicneotLLXtGEL09/0UL8iiV/eRbAvEpgXkUwjycmeRNCoRQuSlIKn0y3ABpkb26Csjd9WElfuEUTvrzktPjNYSyK+BVF/vIugHmWQF8imNHnTd7SZ/IohKoUTk9QCudGL4VlkD0InxtZr2qLV/yeyo00FEX+iiCAeZdA6QX8VG5FcFCOuybkVQizKIVlkL1khO8Ji/Cl++FTROnzLn6jciV+dvKX5474RRBA5RmWZwnURHBUbkVwUM5baNG7UC+ET+RICNMuhWWQPZHwhZ8k6iROpeb0cvklCV8GHjJFlT5N/J5xF7/JT+VOEh4umPwVSQDtJPDhnEkgf9FO9iKCz+TiWZVXGRykdAaZNpTvy4fnh7/JSxLCMakRwjRJYVlRZS8e4RujCl9WHiZZvNsy6pzGRwoqfkWVv6IJYJEk0KsIPsJFcFj2n185uzvdNp1BFcIxuRTCUklhWVFkTxW+WbLwLS6m8EH6IH5Fl78iCmDRJLBoIlgkGYxcCBfLQjhrROqef3FLYVko2Zunl730vSh/CeELLX0P5kj6IH5O8jeuMPJXVAHUJHBcYSSwiCKoyOCDBZHBOIUwjUVw5FqqFIY8vSzzJ3sjUyt7ivD9etYI/rs+UXDhg/RB/CB/EEBIYLFFsIgyGLUQ0ljQ/vh1SoXQKIUjfUlhmejiZoPspfiFCOGLSvrG5VL6lPHwIn4/K4D4Qf4ggEWXQOJnHkXw3pyJoFEGxxVGBosohMofPEYptM55WVZkD8IH6YP4Qf4ggJBAiCBkEEIYjRSWDSqk8A3JheBA+gKK3+xiiR/kDwIICXQRwdnFFcGiy6AkhEMKKYSpEkBJ+EZGJHzjcyV898hy8xCXvmchfRA/yB8EEBIIEUyJDD7L3000NvfkYAyMQjg+IiEcmTohLKkAQvhcpG/Sk5C+CMTvgYKKH+QPAggJDCaCD0AEo5HBFF9xCiFMWAAjF76UWjWkD+IH+YMAQgIhgpDB/MlgnlymDIME6YP4FUX+BkN0IIAuEjgYEggRhAwWxHUiFcCinJtHJn0z/EvfY1z6RmW+chniF6P8zYf8QQAjlsD5Ywo/LhBB+4paeic9FkQGZ+RPBrOU3lY2CMIH6Uu7+C14xvFBAvGzl7/HIH8QwIAS+Bgk0FEEnZ7h9MwqmghCBrMnhGWDAgvfsxA+P9I3D9IH8Yu3ShzyBwFMQgLvwdhABOOUwXn5lsHohTB4i7uy5IVvRK6FD9IH8UuN/E2B/EEAQ0rgFEggRBAymIwQJt/zuMw8SRC+MNI3HNIH8Ut83UH+IIAlkcCcv5QhgmmUweGFWHdJ3XpWBuEL9/K9T5Y+P2P12EJIH8QP8gcBhARCBIs9VqoMLhzn6x1K79z7CiKDcQphWdBv8vji8eyhggkfpA/iB/mDAEICIYEQQchgGoSQHOzxEEJY5lf47p81onDNZENJ3+xRubmZJBLxmwHxi0X+FkL+IIAJSeBCSGAsIjgDIjhIV39A707IoNeCrSHczfwKYZl9k2FZ+GaOKOTtAZA+iB/kDwIIIIEQQchgJoVwpiyEi8a7C2DRhQ/SF5/4PepJ/PDygPxBACGBRRDBJ11F8FGIIGQwASEsK7LwhZU+2sS/xN2qIcRvJPsZXhiQPwggJLCIIjjpSf4MhAgGz4N7ADIYSgjLBhVa+sZA+mIRv7GO1eIQP8gfBBASCMwiON5BBMdCBGORwTGFlsGyQZA+SF8k4jcc4peg/P0c8gcBTAk/hwQmLILDMV6QQQggpK/03Afxi1n+noH8QQAzKoHPQAJjFMH7IIKQQQggpC/N4ocXQPB1/AjkDwKYcQl8BBIY6hkAEYQMQgA9/MVEE/Swb+kbC+mD+EH+IIAYE0ggRLCQMjjWlzM8LMtgXk60MiuAkD6IH+QPQAAhgRBBiCBksAACCOlLqfjNgvhB/iCAABKYmAjOgghCBgsggNQ0E9KXTvH7NcQP8gcBBJDAkj0zfg0RTK8MZuByg1QKIF2ZE0T6HpWl7xeQPogf5A9AACGBEEGIYAT8QpbBRwPLYDqvOE2NAEL6IH6QPy16DfmDAOZLAsdCAiGCkMGUyWBJBZBL30xIX5rF73GIH+QPAggggZkTwcchgumWwZmll8HEBTCc9I2E9EH8IH8AAggJBBDBFMrgyEzJYCICCOlLmfgthPhB/iCAEEBIIERQe9dCBIsng7EJoCp98yF9mRC/RRA/yB8EEEACcy+CiyCCmZDB+fHLYKQCSL/o/ZA+iB+A/EEAASQQIggik8H7Y5DB0AIoSd8I/9K3ANIH8Su2/D0K+YMAFlwCH4UEQgSLLoMLgsjgiEhkMJAAQvogfgDyBwEEkECIIMiuDHoWQEgfxA8E+GOJ5G8B5A8CCHxJ4IJnMn3HKkQQZEEGy+KSPlpIv5iKlxzED/Jnlb+nMD4QQGCQwKcggRBBYJHBwXwu4pLBMkhfRsVv5nDHOwohfpA/AAGEBII4RZDeQfQuwnhlUwbLIpE+HGdB/IC7/E2G/EEAgaMEToYEQgSBqwxOiUYGyyB9ED8QZSskyB8EEMQigZPxbIMIgihlsAzSlwfxG8HuwVhB/gAEEBII4hZBvn9GQARzIINlkL50cr+r+I3jmxBjlRb5ewryBwEEiUgg9lR69tEI/i5yEsH7IYKplcEySF/axG8Ee2zhOIhf1uVvAeQPAggikcAFkMDsi+A4/m7DWKVLBssgfRA/APmDAGJMIIEAIlgsGSzDgED8AOQPAogxgQQCiGCx+P/IRBqGIWGPwwAAAABJRU5ErkJggg==",
"alt": "Policy briefing field context",
"mediaType": "image/png",
"description": "Original abstract demonstration artwork for this fictional organization. MIT licensed with OpenPresentation/opf; generated by scripts/gallery-artwork.mjs (v2). No fonts or external images are used."
},
"demo-video": {
"src": "./media/civic-futures-lab-demo.mp4",
"title": "Policy briefing walkthrough",
"mediaType": "video/mp4"
},
"metric-data": {
"src": "./data/policy-briefing-for-advisors.csv",
"mediaType": "text/csv",
"title": "Policy Briefing for Advisors data"
},
"watermark": {
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}
},
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"folder": "presentation-types",
"density": "dense",
"scenario": "policy-briefing-for-advisors",
"generatedBy": "scripts/generate-example-suite.mjs"
}
},
"catalogs": {
"custom": {
"narratives": {
"policy-briefing-for-advisors-arc": {
"name": "Policy Briefing Decision Arc",
"summary": "A custom arc for Civic Futures Lab.",
"description": "Policy Briefing for Advisors uses a compact evidence-to-decision arc for Civic Futures Lab.",
"beats": [
{
"id": "context",
"name": "Context",
"type": "text",
"layout": "text"
},
{
"id": "evidence",
"name": "Evidence",
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},
{
"id": "decision",
"name": "Decision",
"type": "list",
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}
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}
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"fontScheme": "vrinda",
"background": {
"type": "theme",
"slot": "light1"
},
"tags": [
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"example"
]
}
},
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"civic-futures-lab-signal": {
"name": "Civic Futures Lab Signal Palette",
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"accent2": "#6D28D9",
"accent3": "#0369A1",
"accent4": "#334155",
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}
},
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"description": "A mixed audience of non-experts with no assumed domain knowledge. Prefer analogies to data, use only simple charts, set large text for accessibility, and structure the talk as a story. Keep chart density low; 10-15 slides.",
"seniority": "mixed",
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"recommendedNarratives": [
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],
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]
},
"media": {
"name": "Media & Press",
"summary": "Journalists, analysts, and media professionals seeking newsworthy insights and quotable statistics.",
"description": "Journalists, analysts, and media professionals looking for newsworthy insight and quotable statistics. Make headline numbers prominent, attribute every figure clearly, design for print, and add embargo notes when needed. Moderate chart density; 8-12 slides in press-kit format.",
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"technicalFluency": "medium",
"decisionPower": "informational",
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],
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]
}
},
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"description": "Use when the deck should turn strategy into coordinated action. Make sequencing, ownership, dependencies, risks, and checkpoints visible.",
"outcome": "The audience understands the plan and accepts the next actions.",
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},
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"voiceCues": [
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"Lead with the recommendation, then evidence.",
"Quote concrete numbers; avoid round-tripping ranges.",
"Prefer full sentences to bullet fragments on key claims."
],
"avoid": [
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"Hedging language ('maybe', 'sort of', 'I think').",
"Marketing superlatives ('world-class', 'best-in-class').",
"Excessive emoji or exclamation points."
],
"samplePhrases": [
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"We recommend approving the Series B raise at $30M.",
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"strategic-narrative"
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"business",
"executive",
"formal"
]
}
},
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"type": "theme",
"slot": "dark2"
},
"colorScheme": "cool-horizon",
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"fontScheme": "aptos",
"dimensions": "widescreen",
"variants": [
{
"id": "light",
"name": "Light",
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{
"id": "light-alt",
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},
{
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{
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"accent4": "#FCBF49",
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"followedHyperlink": "#D62828",
"hyperlink": "#003049",
"light1": "#FFFFFF",
"light2": "#FFFBF7",
"summary": "Warm orange and red accents for energetic commercial decks.",
"description": "A warm, high-contrast palette built around burnt orange, red, navy, and gold. It feels active without losing structure.",
"tags": [
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"energetic",
"approachable",
"commercial",
"attention-grabbing"
]
},
"cool-horizon": {
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"accent2": "#1B4F72",
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"followedHyperlink": "#551A8B",
"hyperlink": "#0000EE",
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"summary": "Cool blue-green palette tuned for professional business decks.",
"description": "A balanced cool-toned scheme with deep navy, business blues, and teal accents. It works well across strategy, finance, and technical narratives.",
"tags": [
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}
},
"fontSchemes": {
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"languageFamily": "latin",
"languages": [],
"major": "Aptos Display",
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"textSample": "Modern clean design",
"type": "sans-serif",
"description": "Aptos is a sans serif OPF font scheme for Latin presentations, using Aptos Display for headings with Aptos for body text."
},
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"languageFamily": "cs",
"languages": [
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],
"major": "Vrinda",
"minor": "Vrinda",
"textSample": "এটি ভ্রিন্দা ফন্টে লেখা হয়েছে।",
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"description": "Vrinda is a sans serif OPF font scheme for complex script presentations, using Vrinda for both headings and body text."
}
},
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"tags": [
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],
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"contentAlignment": "center"
},
"direction": "row",
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{
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{
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"bleed": true
}
],
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"preview": {
"vectorSrc": "https://www.pptx.gallery/layout-previews/cover.svg"
}
},
"text": {
"name": "Text",
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"tags": [
"Text"
],
"direction": "column",
"regions": [
{
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{
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"description": "Explain one idea in continuous prose. Use paragraphs or flowing blocks for detail that needs to be read in sequence.",
"preview": {
"vectorSrc": "https://www.pptx.gallery/layout-previews/text.svg"
}
},
"chart": {
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"summary": "One to six charts, with an optional note.",
"tags": [
"Visuals"
],
"direction": "column",
"regions": [
{
"name": "title"
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{
"name": "charts",
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{
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],
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}
],
"description": "Give a chart enough space to show its evidence. Use the title to state the conclusion and labels to explain the measures.",
"preview": {
"vectorSrc": "https://www.pptx.gallery/layout-previews/chart.svg"
}
},
"table-beside": {
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"tags": [
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],
"direction": "column",
"regions": [
{
"name": "title"
},
{
"direction": "row",
"regions": [
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],
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"preview": {
"vectorSrc": "https://www.pptx.gallery/layout-previews/table-beside.svg"
}
},
"timeline": {
"name": "Timeline",
"summary": "Dated events or a roadmap along one axis, with optional notes.",
"tags": [
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],
"direction": "column",
"regions": [
{
"name": "title"
},
{
"name": "timeline",
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{
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],
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}
],
"description": "Show events or milestones in chronological order. Label each item with a date or stage and a concise description.",
"preview": {
"vectorSrc": "https://www.pptx.gallery/layout-previews/timeline.svg"
}
},
"chart-beside": {
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"summary": "A chart with the takeaway beside it.",
"tags": [
"Visuals"
],
"direction": "column",
"regions": [
{
"name": "title"
},
{
"direction": "row",
"regions": [
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"chart"
],
"role": "supporting",
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}
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],
"description": "Pair a chart with an explanation of its result. Keep the text focused on the pattern or decision supported by the data.",
"preview": {
"vectorSrc": "https://www.pptx.gallery/layout-previews/chart-beside.svg"
}
},
"image-beside": {
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"summary": "A picture or video beside text.",
"tags": [
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"direction": "column",
"regions": [
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"name": "title"
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{
"direction": "row",
"regions": [
{
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{
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],
"description": "Explain a visual alongside its supporting text. Use the text to direct attention to the meaningful parts of the image.",
"preview": {
"vectorSrc": "https://www.pptx.gallery/layout-previews/image-beside.svg"
},
"design": {
"imageFit": "contain"
}
},
"code": {
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"summary": "Source code with the explanation beside it.",
"tags": [
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"direction": "column",
"regions": [
{
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},
{
"direction": "row",
"regions": [
{
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},
{
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"accepts": [
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],
"role": "supporting",
"flow": "column"
}
]
}
],
"description": "Show a code example or technical excerpt. Keep the excerpt focused and use the title or caption to explain its purpose.",
"preview": {
"vectorSrc": "https://www.pptx.gallery/layout-previews/code.svg"
}
},
"list": {
"name": "List",
"summary": "Bulleted or numbered points; one long list flows into columns.",
"tags": [
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],
"direction": "column",
"regions": [
{
"name": "title"
},
{
"name": "body",
"accepts": [
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],
"role": "primary",
"flow": "auto",
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}
],
"description": "Present several related points in a clear sequence. Use bullets for independent points or numbered items for an ordered list.",
"preview": {
"vectorSrc": "https://www.pptx.gallery/layout-previews/list.svg"
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}
}
}
}
}