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q4GvSjeS0LpYylUdos0/FvirQfCtpFda7fC1jmcpGBGzsxHXAUE1nQw86ztBXNa1eNJXky5oWrafrmlQ6ppVytzZzgmORQRnBweCAQQQRg1nUpSpy5ZblQqRmrxH6zb3d3pF3aWGo3Gm3U0TLFdQMVeJuxBHv27iro1IwqJyV0E05RaW58l6z8RvirpGrXWl3/jLXIrq1laKVPtTcMDjr3HvX39HL8DWgpxgrM%2BfnXrQk43ZT/4Wx8Sv%2Bh31v8A8CmrX%2BysH/z7RP1qt/MH/C2PiV/0O%2Bt/%2BBTUf2Vg/wDn2g%2BtVv5g/wCFsfEr/od9b/8AApqP7Kwf/PtB9arfzB/wtj4lf9Dvrf8A4FNR/ZWD/wCfaD61W/mOw%2BEPxx8U6J44s5vFWvX%2BqaLOfIu0uJS/lKx4lX3U4J9RkelcOYZLRnRfsY2kjahi5Rmud6H25byxTwRzQyLJHIoZGU5DAjIIPpXw7TTsz3U7klIAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAPPb7/Wz/AO81KO4S2PlH9ncf8XW07/rlP/6Lavp8z/3U8DA/7wT/ABqSKb423EWuTzw6c0lsryAEmOAom4pwenzngHnNLL21hPc3HjFfEe/sXxoXwL/6HHX/APv2f/jFT7bHfyor2eE/mZZ0rwp8E9Svo7K18Y6x50rBUWUrGrE9BuaED9aipiMbGLfIioUcJJr3mfRaAAADoBXz3U9u2lkfJvjbxp4ttvG2t29v4l1aKGLUZ0jjS7cKqiRgABnpivqqWFpOjF2Wx85VxFRVWubqfSHjBi2iWjHqZF/9BNflHGKXso27n6Lw1/ElfsM8CfcvPqn/ALNXJwd/y8%2BR0cSfYPlHx5/yO%2Bu/9hK4/wDRjV%2B1Yf8AhR9Efllb%2BLI%2BrNFszqPwt06wF41n9p0eGIzqASgaJQSM98GvlJy5cQ35n0UVzUUr9Dzr/hQvh/8A6Gi6/wC%2BEr0/7WrPaBxf2bSX2irrHwO0Kz0m7u18UzK0MLyAyIm3gE889OKunmdaUknHcieX04xb5it%2BydLINT16EMfKMULkdsgsAfyJp5ylyxYsrvzSRyfhbwtP8Qvijq9reX7wos01zczY3OVEm3C54zkgew%2BmK6q2IWEw8XE5qVH6xWfMz1P/AIUH4O/6CWvf9/4v/jdeZ/bNa%2ByO/wDsyl3Z5H8WPBb/AA/8R2i2N/NLBOnn20pwskbK3IJHccHIx1r1sHivrdN8y16nnYrDvDz91%2Bh6H%2B1I7SeHfDbscs0kjH6lFrz8pVqs0duYu9OLO0/Z%2B/5JPpH1n/8ARz1xZn/vDOrL/wCCjvq8/qdnU8E/al8FmSOLxpYRZZNsGoBR/D0SQ/T7p/4DX1nD2Ps/q836HlZhQ/5eI%2Be6%2BuPIQUhhQAUAKOKAPrr9j34lHV9GPgXWLjN9p8e7T3c8y246pz1Kdv8AZx/dr4zP8v8AZT9vDZ7%2Bp7GAxHMuR7o%2BiByK%2BcPSFoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAPO9RO1rlvQsaUfiQS2PlT9nf/kq2nf9cp//AEW1fT5l/uzPBwP%2B8WPVPi9rHws/tqGy8W2kl/qNumD9mDh4lPIV2Vl9cgZOM54zz5mCpYvkvS0R3Yuphua1TU4pL/4BsTnRNUTjqzzf0kNdqhj%2B/wDX3HNzYLscN8R5PBc2qW58EQXkNt5WJ0mLEb88bdxLdOv6V24b2yg/b7nJXdNy/dH1j4TW7TwvpKahu%2B2LZQiff18zYN2ffOa%2BVra1ZW7n0NK6pK/Y%2BQPiBx4%2B8QA/9BS5/wDRrV9bQ1oRa7HzdZ/vWn3Pre/tV1vQLJ7G4heN1SWOQHKupXggj61%2BbcQ5XPHx9nF2aZ9zk%2BYQwj55K6aJPDelz6ak4meNjIVxszxjPr9a5shyipl6nzu7fY6M2zGGMceVWsfIHjllfxrrjowZW1GcgjkEeY1fqmHX7qPoj89qtOo7dz6H8fqV/Zy2upVhpdkCCOQd0VfO4XXG/NntYjTC/I8S8AfDnXfGlhc3mlXFhFHbyiJxcSMpJIzxhTxXt4nGUsO7TR5WHw1SsrxOl/4UN4y/5/tF/wC/8n/xFc39q4ddDo/s6s%2Bp6z8Gfh%2B/gbSrr7ZcxXGoXrKZmiB2Iq52qCcE9SScDr7ZPk4/G/WZabI9DB4X2EbS3PFfA3i1PAXxP1e51K0mkgklntrhIwPMT95kEAkA8qOM9DXt4jDPE4eKi9dDyqFf6vWbl5nqY%2BPHgv8A59dZ/wDAdP8A4uvJ/sjEeR6P9pUvM8k%2BM3je38da/ZvplpPFaWsXlQiVR5kjMck4BOOwA56e%2BK9fAYR4Wm%2Bd6s83F4hYifunfftRqyeHPDSMMMryAj/gC1w5U71ZnZmOlOJV%2BFnxZ8M%2BGPA1homo2%2Bpvc25k3tDCjJ80jMMEsD0I7VWNy%2BtWrOcbE4XG06VNRdzqofjr4LkmSMwavGHYLua3TC57nD5xXG8prxTvY6lmVJvqek6pY2upadcafewrNbXMbRSo3RlIwa4KU5UpqUd0dkkpxt3Pir4h%2BGLnwh4tvNEuCXWJt0EpH%2BtiPKt%2BXX3BFfpWBxccVQjUR85XpOlNxZz1dZiFABQAUAaXhjW9R8OeILLXdJnMF7ZzLLE4zg46g46qRkEdwSKyr0IV6cqc9mVCbpy5l0P0M%2BGfi/TvHHg2x8Q6cwCzpiaLdkwyjh0P0P5gg96/NsXhpYas6cj6OjVVWCkjpa5zUWgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgDz29UPNOjdGZgalOzuNq6OE8JfC3wt4Y1yHWNMF99qiVlXzZ9y/MCDxj0NdlbH1a0OSWxzUsHTpz5kVdc%2BD/hDWdYu9VvjqLXN3K0spW4wMk5wBjgegq6eZ1qcVGOyIngaU5czKf/AAo3wN6an/4Ej/4mrebV/Ij%2BzqJo%2BHvhH4M0TVYdSt7S4uJ4G3xC4m3qrdmxgAkds1FTMq1SPK2XTwFKDukd7Xn%2BZ27Hinx9%2BGsmomXxXoEBe6Aze20a8ygD/WKP7wHUdxz1HPtZbj1H91Uenc8rHYRv95Hc8x8E/E7xX4TtBY2NxDc2Sklbe7QuqE9dpBDD6Zx14r06%2BBo13d7nBRxlWiuVbGl4h%2BM/jTV7J7RJbTTUkUq7WcZVyD/tMSR9Rj61FLK6FN825U8wqzWjsafwL%2BGs2u30PiLW7bbpMDboIpB/x8uOnH9wd/XpzzWOYY5U17OnubYLCOo/aT2PoLxPotl4i0O50bUfMNrchRJ5bYbhgwwfqBXz9GtKlPnjuexUpxqR5ZbFDwP4P0fwdZXFno/2jy55BI/nSbzuxj0HatMRip4h3mZ0KEaKtE6Guc6AoA43xh8NPCXinUTqOpWUkd4wAea3k8syY6bh0J98Z7dq7aGPrUI8qOSphKVV3Zh/8KN8Demp/wDgSP8A4mtv7Wr%2BRl/Z1E1PDHwp8HeH9Ui1O0spp7qE7omuZd4jbsQOBn3PTtWdbMa1SLi3p5GlPA0YNNK5t%2BM/CGheLre3h1y2knW2YtFslZMEjB6HnoKwoYmdB3gzarQhWVpHM/8ACl/AH/QNuf8AwLk/xrq/tWv3Of8As%2Bj2HxfBnwAkqP8A2ZcNtIOGupCDj8aTzTENbjWX0U72PQq85u52Hlf7R3gr/hI/Cf8AbNlEW1LSlMgCjmSHq6/UfeH0I7172R4/2FX2ctpHDjqHtIcy3R8qV92eEFABQAUAFAHsX7LXxJ/4QrxkNJ1O4K6HqzrHLub5YJuiS%2BgHOGPpg/w14ed5f9Ypc8F7yO3BV/Zz5Xsz7hU5GfWvhT3RaACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgDzn4s6r8WdP1CyX4eeHdK1W0eJjcvdSAMj54ABkTjH179O/bhI4aV/btr0MKzqr%2BGjif%2BEl/ab/6ELw9/39j/APkmuv2WXfzMy5sT2Qf8JL%2B03/0IXh7/AL%2Bx/wDyTR7LLv5mHNieyD/hJf2m/wDoQvD3/f2P/wCSaPZZd/Mw5sT2Qf8ACS/tN/8AQheHv%2B/sf/yTR7LLv5mHNieyD/hJf2m/%2BhC8Pf8Af2P/AOSaPZZd/Mw5sT2Qf8JL%2B03/ANCF4e/7%2Bx//ACTR7LLv5mHNieyD/hJf2m/%2BhC8Pf9/Y/wD5Jo9ll38zDmxPZB/wkv7Tf/QheHv%2B/sf/AMk0eyy7%2BZhzYnsg/wCEl/ab/wChC8Pf9/Y//kmj2WXfzMObE9kH/CS/tN/9CF4e/wC/sf8A8k0eyy7%2BZhzYnsg/4SX9pv8A6ELw9/39j/8Akmj2WXfzMObE9kH/AAkv7Tf/AEIXh7/v7H/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uLeKW5t4tDaVYjIivtDeYN2N2M4HI6VMMxxNaPPTpXXr/AMAc8PGm%2BWcrMtQfCzw3deHj4stPG9xJ4Zgjm%2B13baSVlilR4lVBH5nzbjMOcjGD1rOebVYVHSlT97tf/gF/VU48yloVNA8EfDrXtbs9G0z4h6k97ezLDAsmgFVLtwMnzeBW1bG4ujFznSsl5/8AAIjQpy0UtfQf4m%2BH/gTwvrk%2Bg6/8QryPVLQKLlLbRGljVyobCt5gyBkc4H0FRRzHFVoKdOldev8AwBzw8IO0pala08C%2BDdatNTTwv44vNQ1Ky0%2Ba%2BS1uNHMCyrEu5lDeYecDjg1VTMcRQcfbUrJ%2BaYlh4SvaRjeCvA8uu2E%2Bt6pqtroHh22k8qbUroFg0mM%2BXFGPmkfHO0dB1NdeLxyoT9lFc0%2By7epjTpOSUpaJmwNJ%2BDijyG8YeKnkzjzl0mMRn/a2l92PbrXN9YzB6%2By/H/gGvLQ25tfQWb4Wte3Om3fhbxDa6/oV9fwWT38MLI9k8rqq%2BfCTuTluDnBIxkZGUs4jCMlVjyyXTv8AMPq9/gdyK58MfC%2B3uJbeX4jaoJInKNjw%2BSMg4P8Ay1qvrmMa5lR0/wAX/AH7Gne3N%2BBeufhBcWvivU7W6161tfDml%2BQ91rV1GYlCyxpIqrHklpMN9wZ7etQs4XsbxXvvp21BYa07yfuj/EXiPwrrPjGx0%2BXXLzTfBGkR/ZrG30yJzM0YOWdtwQB5Dlmbkjjg4zXPRo4iFGTUL1Jb3/AcqlPnSbskanj/AES88Xy6InhTXLK/8GC/isLZLaJ0bTnmdVDXEbneXOfvkkNjAxkCowVaGEjP2sbVN/JmlWn7S3I7owLjwh8MrfVpNLn%2BJOoRTxzmB2fQSEVg205Pm9M9663jsUo87o6ev/AM/YQvyuWpa1r4Y%2BHvCsMQ8a%2BMp9Muri4uI4IrbSmuAyRSGPeTvXG7G4DHQipp5pUr60Kd0t9bfoEsMoK83Y574geEdL0HQdD1/Qtfk1jTdYNwsby2RtnRoWUNlSzZHzjBz2ruweLnXqTp1IcrVut97%2BS7GVakoJOLucbXcYBQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAHb/AAI0ldZ%2BLXh61lVGgiuvtUwcZXZCDKc/98Y/GvPzWr7PCytu9Dah8R77e3El3dz3Upy80hkY%2B5Oa5KMFTpRj2Ph8RU9rVnPzIVBLAAZJPAq3JdTGzlojyr9pbXTN4qtvCds6m00KEJJsJIa5cBpW98cJ7bT60ZRTvB4l7vb0PuoU1RhGitramb8Bfh5J498UCKcY063IafP8Xt9MdfqB3rfNMYsNST6mKhKrU9nE%2B5/Degab4f06Ox0y1igjRQp2qATj1xXwGJrzxEnKbPpMLhKeGjaK16mnt45rE6dTkfiP4D0bxlo89nf2kRldPklxggjpk/17V3YLHTw01roefjsBGtG8dJHwZ8QPDN14S8VXei3QbMTHy3IxuTJA/UEfhX6Bh60a9JSieBS1TjLdHR6NI/ij4OavpEoknvvC0g1GwIXcwtZXEdxH7KrFJP8AvquGtH2OOhJaKas/XdP8LHfBurSae6/I89Nes7SObyZ3PwJuoIviVp%2Bn3ZP2PWVk0m6A7pcIYx/48yn8K87Nov6tzreLTXyNsO7zstmcZfwSWl7PaS/fglaNvqDg12YeXPSUn1M5q0miEdR9a0nrHXswj0PSP2jv%2BSln/sF2P/pPHXj5I2qDt3f5m%2BLWqOu1j/ky/Rv%2Bw63/AKHNXFC6zh%2Bh0Nf7Kcb%2Bzl4oHhT4taRdSyCO0vGNjcljhdkmACfYOEbPtXo51QVXCytumjmwlRU5rsZnwu/5LN4a/wCw9b/%2BjlrXGXlgZ335QoxXtl6nS/tZD/i%2Betf9crb/ANEJXLkStgk/X8GXjl%2B91Kkvib%2B0/wBm5fDUzr5%2BkeIoniXHPkyxTt%2BPz%2BZ%2BY/GZ4flzWNVr4l09B%2B1cqHs2dr%2BzRcPYfCn4larD8tzYWYuLZ%2B8cot5wrD3Ga487hzYuhD5G2CajSbPHvh3ptrrfxA0DSdQQy2t7qdvBOu4gujSKGGRyMgnnr3r3cbJ08PKa0aV0cNGKc1cT4iadbaJ8QfEOk2CGO1sdTubeBd5JVEkYKMnnoOvWrwVWVWhGctZSS39B1rwqO3c7z9o77Xfr4G8S3W5pdU8M2zSzY/1ky53n6/Mv515mTe7GtTT0i2bYuKsm92SeGtWVf2VPFWlBgH/t23J/3XEZH6wmsq1K%2BaQl3RpCX7horfsn6eL/AON%2Bju6B0tY57ggjIyImUH8CwP1xWme1HHBvXexGAinVRzHxQnfxB8XfEElqTO13rE0UG3nePMKrj8AK7cviqOEgl2MK37yq2%2B5c%2BBkkdp8YNCt7lh5VxcPYyZ6MJkaLH476yzP99hHPsaYa0a1mT/F5J9L0jwX4bK%2BVDZ6L9oeIZ/4%2BJp5TKx9Sdqj8PSs8onzudZLdr12Q8ReMVHsaWleC9DuP2bNX8bTQOdat9XWCKYSsF8s%2BUpUpnb/GTnGenPFN42pHMVSb05f62LjSTw/P1L/7Id2I/i0umSxCa31C0kV0bkK8ZWZHx6ho%2BD71zcRR5sOptaporANqTvtY8r8Q5Ov6iT1%2B1S/%2BhGvWoLloxl5foclSH726PdP2vbqSK08H6XEQlvLY/bZkHHmS7EjDN6kKoA9BmvEyBL2tSbWq0/E7cZL3Ix7nAeF/C2jX3wM8XeKbm3d9T029tYraTzGARXdQ3yg4Od3cHoMV6OJxNWnjKdGL0dznpU06MmbH7Jlw6/GCz004e0v4JVniYZV/LXzUOD3V41IPbHGKw4iinheddGvXXT9S8ArVOVdTzvxoceM9bP8A1Ebj/wBGNXp4Xm9lBeSOerb2rZ3Hxl8TjxX4I8A6g8vmXUFhPaXZ7%2BbGyDJ9yu1v%2BBV52WYf2FbELpdW%2B82xNT2lNJlPxv8A8kN%2BH3/Xzq3/AKNirag39eqei/UKjXsked16ZyhQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAHp/7NSg/EC7bumj3hHt%2B7x/ImvIzp/uF6o0i7Qk/I9fokfBXukXvD0aS6/p8bgFWuYwR6jcK58S3GlJrsdODipV4J9z5m%2BJ9y958SfE1zIrK0mrXTbT1X962B%2BHT8K9LL42wtJLqv1PtKztOV/I%2BoP2LbKFPAt3ebVMskxy2OfvMD/6Cv5V8zxJOTqqL2OjKYr2s32PoAdK%2BcPeFoAY/BzigTdk2fIH7a1hBb%2BLNNvIwolnjIf34UD%2BX619rkE28M79GfM4uPJjZJdUv1PN/gpPKniPV7ZHKx3fh7U4ZgOjL9ldsH8VU/hXZnOtKEuzRrht5LyOF47V6sYq0fQw6m98OpWh8f8Ah2VDhk1W2YH3Eq1y47/dZ%2Bj/ACNKP8RW7kvxSiSD4neKoYxhI9Zu0UewmcCoy6XNhqbY61lUkc6Oo%2Btdc9Y/Jmceh6P%2B0d/yUo/9gyx/9J468jJf93l6s6cXujr9Y/5Mu0b/ALDrf%2BhzVxr/AJHL9DeX%2B6niUNnd/wBnvqkSN9nhnSFpAfuyMGZR9SEb8jX0TlGU/Zv1%2B485JpXOi%2BELM/xa8KOxyzazakn1PmrXNjv90qf4X%2BRth3erFnV/tZf8l01v/rlbf%2BiErjyL/co%2Br/M1x38Y8yvbe70%2BV7O4V4WZUkZDxuDKGQ49wwIPoa9WMozXMt1p%2BhytuLse3/s%2B5/4Uj8WMf9A0f%2BiZq%2BdzZ3x1A7sLpQmjzH4O/wDJWPCf/YZtf/Rq16%2BZv/ZZ%2Bn6HJQ/iJB8Y/wDkrXi/H/Qbu/8A0c1Xlv8Au1L0X5DxP8SXq/zPTfjjA1z8Cvh9djB/s%2B3t4W55UT2ysPwzCa8XKZKGPmn1v%2BDZ14pJ0ovseSWGpmHwLq%2Bkhj/peoWcxGeojjuQf1dfyr2/YKWJjVfRP8TjjP3Gkev/ALGUMNp4i8UeJrp1jttL0giR26IGbeT%2BUTV4fEEm4Uqff/gHXl2jc30PMvhGsV18WfDb3UqRxDVIZpHdgFAVwxJJ%2Bleti/cwUrfy6HNRV6mvmHi6SHQPjDqlzproYLHXZJrZo2DLsWcsmD0PGKMMnPBU4vrEJtRrOx3H7YMUUPxStRCVMb6VHICvT55pm/rXFkDvhp3/AJrfckjXHfHG3Y6b4XXaWX7M13c30eiy6Qutv9tXU7eWZDkQiPasRBzuxzXFmEJSzG0W726OxtQko0PeND4Qa34fvviHp1v4TsvBMOpM5JaDS7yKQQgZl2s7FQ2zdjIxmubH0alOk3VcmvOVzShOLk1E%2BcNfP/E%2B1D/r6k/9CNfU0F/s0Xb%2BrHnz%2BNntv7YX/H94M/7Ag/8AQhXjZDrKt6nTjNoMwvA//Jr/AMQP%2BwlZf%2BjEroxr/wCFGi/JkU/dw8k%2B5X/ZOx/wvTQ/9y5/9ESVWfLmwM7d1%2BYYHWsmcT4isrjUviHqWn2kfmXF1q0sMSf3maUgD8zXoUJqOHjUe1jnqK9R%2BphyvMsf2aRnCxsxEZyArHAPHY/KM/T2rZWS5l9ohttPyPQPG/8AyQ74ff8AXzq3/o2KvOw/%2B/VfRf8Atx0VP4cTzuvUOYKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoA9K/ZqmjX4sWdlK4jGoWl1aBiejPC238yAK8rOV/s3N2aNqK5m0%2BzPbrG2hkE91fXKWWn2kZlu7px8sSDr9T2A6muKtieSKsrt7I%2BSwWXzxVRwWiXUz9H8VeBZrq3utM8d6UJI5VcJfxS2rAg5wSy7fxzis6s8RyuM6TR60cmVOopRqXaPCfjXBaxfFPxDNY3tpfWl3ePdwT2sqyRusv7zhhxxuIPuDXrZVKU8LBNapW/E9eumpy1PYv2NvGdvZzXfhi6lWIyt5kO7v/AJJP/fQryuIMI5xVRGeDrKhiPJn1crAgYOeK%2BOPqLpi5HrSuBHcTRwxvLK4REXczE4AFUo8z5VuROaguZnwr%2B074sh8UfEORbV99vZAxg543cZ/RR%2BORX6BlOF9hhlfdnyqqOvWlVf8AVjL%2BFCRaboXjLxXcwvJFZaLJZQFTjFxdkQr9cK0hx6ClmUvbVKVHpe/yR2YbSMpHnxr1UrKxzXu3Y6v4QWL6j8U/DFoiF92q27sAP4FcM36A1x5lP2eEmbYdXqJGR4wvhqni3WNSDBvtd/PPkd90hbP61eEjy0IIms71GZg%2B8PrXRLSL8kyI7pHo/wC0aQfiWeeumWP/AKTx15GS60JLzf5nTi2ro67WSD%2BxbouP%2Bg63/oc1ccXfOG12OiWuFMb4ReG18T/Br4i2qxGS6tPsl7bADJ3xCZiAO5Kbxj3rfNMQ6GLpNPe6fpoZUKfNSkcb8Hv%2BSr%2BFPbWLX/0atenmNlhanazOfD6VUjrP2sT/AMXz1v8A65W2f%2B/CVw5HrgkvU3x%2BlZEn7Q/h1LCz8F%2BI7ZSYtU8P2kc5zkCaKGMfhlDHx7E1jkuJ53Vpt9X%2BYYymopSR0v7MqRXfw18f6NJNHDJrEcen2zyNtXzpYZ1jBJ6ZbAHuQK5M8bp4qlJdDbBK8J36o8f8L3cnhD4g6ZfarZzpJpGpRTXMGNsgMcgZlwcc8Ec179VLF4eUIO6a3OOL9lO7QeJ7mbxh8QtUvtKs55JNY1Oaa3t9uZD5shKrgd%2BadCCwuHgm9Iq33EybqzbXc9U8alLnw94y8KJcxXE/h3RtGQiM5DPbHy5yv%2B61w4P0rwaD5KtKs9OZv7m3%2Bh3T1Tj/AFseF19P9l23PMTSR758FoYdI/Zu%2BJfiSeUKl9GdPA%2Bke0fmbgD8K%2BWzNupmNKl0R6eEtGg2eQ/D3w43i/xppvhyO7Fob6Up55j3%2BWApJbbkZwAe4r6DGV1hqMp2vy9Dho03VnYb498OyeE/GWp%2BHJZxctYz%2BWJRHsEgwCGxk4yCO5qcFiPrNCNW1ubp%2BgVo%2Bzkz0X4%2BWF/qfhTwB428uWe3ufD8FlczqmVWeIt94joW3HA77T6V5uV14061ag39ptHViouUYyXY5%2Bx8f29r8CtQ%2BHhsp3urvVFuhcZXYsY2HHXO7KemMHrXZLAyljfrDeljCNe1D2fmdd%2ByPpv2TxrL4u1KKSLTbRBZ29weFe7uJEiRF/vcM2cdO9ebxBWUqapR3OnAxalKT2PHvEClde1AHOftUn/oRr26WmHj5L9Dkesme9/tW2EuraLoGs6dm4j0a3Sw1JUGTbtJFHLEx/2WDHnpkYrwMkqqFarB9dvvOzGR5qcWuh5b4f8AGdlpvwj8S%2BDJLSd7rV7q3nimUjy1EbAkNznPyjGAevbHPsVcG6mMp1U/hTOVVrU3DvY6r9lKyktviJF4qu8waZp3%2BjtMyna89x%2B5iiX1YmTPsAScV52f1k6Lppe82vuN8FFxqKT2OU0s/wDF9bY/9TKv/pTXfe%2BAdu36GKV61vMsftA%2BHU8M/FbWbW3RVsrqX7Za7T8pjk%2BbA9g25f8AgNRk2I9vhtd1oPGQ5Jy5dmTeNv8Akhvw9/6%2BNW/9GxUYaSeOq27L9RVNacTzuvVOcKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoA0/Curz%2BH/E2ma5bKrTWF1HcIrdGKMDtPscYrDE0VWpOm%2BpUHGM05HvWsavp/xP8AFk2iaOJrXwDpD/2hq04BVr1s/KmeOp%2BRF/3m%2Bnz0ac8JDmqa1ZaLyR004QjfkVk9Qv8AUvD8skhHw%2B8HeUWJRTpuCo7DKlc8VpHD1aa/iyv1d09fIz%2BtNu0Yo5/xd4T0Txf4ZuLrwvoFlpPiDTC00lnZh9t7bEfMVViTvQjOAeQTwSK3jiquHqqNaTlCWzdrr7jVxVePu6M8c0y%2Bu9M1CG/sZmhuYW3Iw7f4jtivZnCFSPLLVHDOCqXjPRo%2BlPhp%2B0rDDZxWXi23cugA%2B0LlgfyyfwP5187jOHVUlzUHY3oY/EUFy/EvuZ6FP%2B0P8PY7bzFvJWOPuhc/yyf0rzv9XsVf3rHQ84il7tNnjnxd/aF1DxFaSaV4cheztX4eU8Fh7dz%2BOPp3r2cvyOnh3zz1Zx161fFq0/dj5HhFtDcX17FbwK01xcSBFGeXZjgfiSa9qUo0ouT%2BFfeEIbKGx3vxPltfDehWPw202ZJpLCZrrXLhOVlvyNpRT3WJfk46ktkDv5mBUsTUliqmz0ivLqdNa1KPs4nnoB59a9ZrmOZRPQfhIDomleJvHMpaMaZp72di4GCby5UxJtPqqF2PpxXmZjJ1atKhH7Tu/Ram9D3Yuozz3%2BteooqNkjBu7uH9al638xR0dz0ofF/UJre3XVPBXgjWLmGCOE3l/pRlnlVFCrvbeMnAHYV5X9jxUnyTkvR6HW8VJpLlRZ/4XbrbaaukSeEfBUmjIQ8eltpP%2BixyAsTIq787juPfHsKhZJT5udTlzd7g8bNxtYhHxo1%2B1WJdE8O%2BE9BVblLiUabppiFwVDALJlzuXDMOxwSM8mn/AGJTqStUnJ/NAsZJLRC2vxiuLS6hu7L4d/Dy1uoHEkM8OjFZInHIZT5nBB5zTeUQqJxdSdvUSxet1HUW7%2BM%2BqajItzrfgvwNrV9tUSXt/pBkmmKqFBYhwCcAdABUxyWEFyQqSS9Ryxbk7zjdkY%2BMmuSyXS6h4b8J6nZzSxyxWV5pvmQWpSJYl8pdw2/IiryTwBVLJqMdpST7pq7D65N/Ermb4o%2BJepa1oLaLaeH/AA14ftZLiO4m/saxNu8rx52bjuPQsSMYNa0srpxqKrUlKVv5ncmeJlJWtb0NG2%2BLt9d2yQ%2BLvC3hzxVJHGsaXd/aYuto4AMqEFh9eT61H9lKD/czlBeqY1iubWURl38Wb62s5bfwj4Y8P%2BEXlQxvd6dbf6WVIwQJWJKjHpg%2B9H9lRqP9/OUvV6fcgeJlbRJHMeCvFmo%2BFNZn1Kzt7G9NzA9vc299D5sM8bkFldcjIyAevauvE4KGKik21y9tDKnVcHfc6j/hbB/6Jt8OP/BH/wDZ1yRyjmelWf3mzxbf2EWk%2BN2ux6Y%2BkReE/BcWjyMXl0xNJxbSuSpDsm/lhtHOazWS0nL2kpy5vUPrs0rcqILf4wahYyfaNI8FeBtJvlRlhvbLR9k8JZSpZGLHBwT2PWrllEJaVJyafmEcW47R1Fu/jFqF/cfa9V8EeBNUvWVRLdXej75ZSqhQWO8ZOAB%2BFJZPCKtCpJR6a7CeL6uJFN8ZfFxuovstvo1jpkdubZtIgsV%2BwSIXLENExIyWJOQQRk4xk0/7HoLSUpX73Vyniaj6aE4%2BJ%2BgBxK3wm8Fm467lgkEefXZuxj2p/wBnVdvby/An6xH%2BUxdd%2BJninVtV0q7aa1s7fR7hbnTtPs7cQ2lu6tuBEQ4OD/eycE8045bhqcXGUrt9XuKVepNqVrW7GrJ8Wnldnk%2BHHw6d3JZmbRMliepPz85qFlC5bRqyt6j%2BtuT1SuZ4%2BKni9PGV94pt7m2t7i/jWG5tkgBtZIlQII2jOQVCjHOT155q/wCysLKkqau%2Bt763B4mo3qjUb4oaJJIstz8KfBcl13dLeSOMt67A2Ovao%2BoTS9nHEOy6W1XzKddLeJi698S/E%2Bq3%2Blz%2BZZ2FrpNytzYafY24htIXVtwIjHU57nJwTW1PK6EINaty0vfUzlial9EbY%2BMl4t8L9fAPw/W8WQSicaMfMEmc7s7/AL2ec1zLKoJcntZelyvrTXTUrr8XdYngC634a8Ja/OGkK3OqaWJZVV5GkKghgAoZ2IGO9OOVUIr91OSXqP6zUnvEw/HnjjUfF1vp1ncaZo%2BlWWmiT7NaaZaeREpkILtjJ5O0d%2B31rsweAhhW3F3cu5FatKpaMlY5Wu85wpAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUN28/IeltT234G6hb6t4C1TwhaIINXguTqSKo5v4goVl6ZLR43AZ6McDIJr57MITo4pVp6pq3p5HTFe0o8sdye44JGDXTuk0cUN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1
ISUPOL, Revista de Invesgación en Seguridad Ciudadana y Orden Público
Nº 11 Diciembre 2025 • pp 1-11 • ISSN impreso 2528-8032 • ISSN digital 2773-7470
Innovación en la formación policial: Diseño de los laboratorios docentes
de seguridad ciudadana con soporte de realidad virtual en Ecuador
Innovation in police training: Design of citizen security teaching laboratories with virtual
reality support in Ecuador
• Fecha de recepción: 2025-09-02 • Fecha de aceptación: 2025-09-09 • Fecha de publicación: 2025-12-12
Pablo Edwin Bolaños López
1
Mariana Isabel Guamán Tumaille
2
Jordy German Poma Uriña
3
Resumen
El estudio parte de la necesidad de contar con infraestructuras educativas híbridas en la formación
policial en América Latina, referenciando el laboratorio docente de seguridad ciudadana propuesto
por la Escuela Superior de Policía “Gral. Alberto Enríquez Gallo”, que integra investigación criminal,
inteligencia estratégica y gestión de seguridad.
Se establece como objetivo, examinar el diseño pedagógico y arquitectónico del laboratorio,
compararlo con experiencias nacionales y establecer políticas para implementarlo en 2027,
mediante una investigación cualitativa-descriptiva y comparativa basada en revisión documental,
estudio de caso y validación experta.
Los resultados confirman la pertinencia académica y operativa de la propuesta, aunque enfrenta
desafíos en tecnología y formación docente; su operatividad demanda inversión, capacitación y
cooperación interinstitucional.
Palabras clave: arquitectura educativa; innovación policial; laboratorios aplicados; realidad virtual;
seguridad ciudadana; simulación educativa; tecnología educativa
Abstract
This study explores the need for hybrid educational infrastructures in police training across Latin
America, focusing on the citizen security teaching laboratory at the “Gral. Alberto Enríquez Gallo”
Police Academy, which integrates criminal investigation, strategic intelligence, and security
management.
The objective was to assess its architectural and pedagogical design, compare it with national
models, and propose guidelines for implementation in 2027, using a qualitative, descriptive, and
comparative methodology based on document review, case study, and expert validation.
Findings confirm the academic and operational relevance of the proposal, though challenges remain
in technological sustainability and teacher training; its replication depends on investment, capacity
building, and inter-institutional collaboration
1
Director académico de la USECIPOL, Quito-Ecuador,
pablo.bolanos@gmail.com, https://orcid.org/0000-0002-7296-4197
2
Coordinadora de infraestructura física de la USECIPOL, Quito-Ecuador,
arq.isabelguaman@gmail.com, https://orcid.org/0000-0001-7439-4477
3
Analista de diseño en infraestructuras y edificaciones de la Policía Nacional, Quito-Ecuador,
jordy1994p@hotmail.com, https://orcid.org/0009-0000-7448-8481