# :newspaper:[lt]Naujienos[/lt][en]News[/en]

<!-- feed.db -->

[spoiler=open: :calendar: 2026-11-11 17:00-18:00 [lt]Informatikos instituto mokslo seminaras[/lt][en]Research seminar[/en]]

:compass: [en]Institute of Computer Science, Didlaukio 47, Vilnius, aula: D103[/en] [lt]Informatikos institutas, Didlaukio 47, Vilnius, D103[/lt]

:clapper_board: [Teams](https://teams.microsoft.com/meet/3173833699495274?p=ecWQlsALGh3HWxQAA7)

**[lt]Pranešėjas[/lt][en]Presenter[/en]:** [lt]Tomas Juškevičius (Vilniaus universitetas, :flag_lithuania:)[/lt][en]Tomas Juškevičius (Vilnius University :flag_lithuania:)[/en]

**[lt]Tema[/lt][en]Topic[/en]:** [lt]*Koncentracijos nelygybės daugiamačiams skirstiniams*[/lt][en]*Concentration Inequalities for Multidimensional Distributions*[/en]

**[lt]Santrauka[/lt][en]Abstract[/en]:**
>[lt]Koncentracijos nelygybės yra reikšmingas įrankis ne tik tikimybių teorijoje, bet dabar įtraukiama temaį tokių specialybių kaip mašininis mokymasis programas. Dauguma klasikinių rezultatų šioje temoje yra apie vienmačių atsitiktinių dydžių sumų nuokrypių nuo vidurkio neasimptotinius tikimybių įverčius. Šiame pranešime aptarsiu bendro darbo su M. Šileikiu gautus rezultatus daugiamačiams skirstiniams. Savo darbe  pagerinome kelių kitų matematikų (Pinelis 1994, Hayes 2005) rezultatus šia kryptimi. [/lt] [en]Concentration inequalities are an important tool not only in probability theory but are now also being incorporated into fields such as machine learning. Most of the classical results in this area concern non-asymptotic probability estimates of the deviations of the sums of univariate random variables from their mean. In this talk, I will discuss the results obtained in a joint work with M. Šileikis for multidimensional distributions. In our work, we improved upon the results of several other mathematicians (Pinelis 1994, Hayes 2005) in this area.[/en]

[[lt]Stebėkite kitus seminarus...[/lt] [en]Follow for more...[/en]](https://klevas.mif.vu.lt/~bloznelis/seminarai/II_seminaras_2020+.htm)
[/spoiler]

[spoiler=open: :calendar: 2026-11-10 18:00 [lt]Informatikos instituto seminaras „Kibernetinio saugumo aktualijos“[/lt][en]Institute of Computer Science seminar "Cybersecurity Today"[/en]]

:compass: Institute of Computer Science, Didlaukio 47, Vilnius, aula: 102 ![img1](data:image/webp;base64,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 =500x)

[calendar]
start: 2026-11-10 18:00
title: [lt]Informatikos instituto seminaras „Kibernetinio saugumo aktualijos“[/lt][en]Institute of Computer Science seminar "Cybersecurity Today"[/en]
location: Institute of Computer Science, Didlaukio 47, Vilnius, aula: 102 ![img1](data:image/webp;base64,UklGRj61AABXRUJQVlA4IDK1AABQmwKdASqwBCwBPm0wlEekIqIhJrK8SIANiWVu2OZwCJa82ZvxLXmTXT9kjGX1eB/3/896hHKvmL9X0qbp3qb/L5T/TXnI9LP9X/4fsNf1b/H9P396fU3+6vqoeoj+w+pR/Y/+Z113o++cB/9fam/tv/r9NfU5/Qf+Y/wX7X+8/xq/R/4z/Ff7z/E+pP5D9P/h/7x/of9R/hP2x+VHOv2Mf93of/LfwP+o/wP+X/43+K96v+t/p/3Q9Cfz7+E/5P+I/cn/afuv9hf5R/NP81/fv3R/xXx+fdftl4t++f7v/1/6X2EfZj7B/xP8h++n+j9/j63/pf6r1l/Xv85/1/u3+wL+f/2b/hf4P98/kn/h+IT+Z/4f7efAH/Q/8T/2f8v/rv3K+m3/D/93+y/K73Mfpv+r/9v+t+Az+c/3H/rf5L98/9R////h96v/09z37v//z/i/Ct+1//3O/73Ml9UlcDfe8XfKy2pMMwKDnL+PUt3Ml9VBzl/HqW7mS+qgajAoc7S/dI31Ea7RQ/+xkxdvuSZp+NIoTY3v9qHEDTnnYObRqRQ+0RnC3e1ScVHpRwAIpzI5vXDwK7wpSN8XQhUZh3BZbcdfcgU8Fvnga2GvGUWs/cjKp9ibPRrShQs36FSTAYzcBo6VIqgbh2Pkgx78epdFPHqYtzS/j3eDmOUvqoOcv49S3cyX1QEsLD7Yn7ELq22lchP/rDy0o6vChpAEcGJAp+9O9ARJqDImcdLO6AKWKM4dPEpRI0ThSO/jwqBqiUu4ycjf4M63CMEPZMLw0JiPASkpiFfe+pJZ05BiKVk2FgIq5mF4rNiN5HdGHl733GClFjbEe8JDrOrXFT2WcoX7Tzv8iyNR6Mee6DlgpEi8bzMDdnIKKJXSoZ0NyeASzWCOVH7tfM4iHvSyLA5rrfWhwqf1mp/xfiNUg0P0stk/P2p5eXlvSL/aUOIOSMOw5bE826p05msr2b05YrLzSs1zQz9c0Zdk3g81arJx2l/io94v2WLnLCWZCxtxCYecbAI0TwX3yPkz8ySilujMGdj1TDa16EMFf8XG52YBQQUQPeyEHa3lMahJ990zYsh8RMheooNKdrQA35j2bkMn4v8j5ziNeE02Al9AAiKg/2ZgfUvHDkJyD0Kl58/8JenPzwqK9gvY+wqQnSgbxqy+Qt9OYzT6+xQeSLyj4HfsTHkS31wwJVzRyp8OX14SxOe3/0MGgIpNGEuTZGWex0EfzfdB5u/6FlWdCLSPReDctKqCWt/H1YBVWdoZoyhvTI/p2/gKNAsFQAOckiSmh7lNS8Tj6SDrVBzJ9gsbHJdAN2edTvhs5tfhdHgM7NHDPmq2eoZkyp5C8sFGOWVdSajFqLTL4SHofZBcqLouku0+SSiaaPdq0s1oVdtiRa7Q/umUNmkKLrPu6rBH5gR24TRXjr+Xh5QzrGlwDAr0ipkQc6eqDcn5P3ZRw8MnZK6S7Eguzj2kU/aFh23qkmh1y/u9N3G+l4FQAmOYWeWD1mXkSpKOlPZ41HZXIdck5tdAbwMTyCqzHQYba4VfvR2W6Hmk5Z/7ZmkWZxte9cRAjbYcTpx77nJRgz6137qb0uM308y0QrdM9cGDtN9n/E25OkvRt+L3NRp0X2gCXZo4cBtaGXFgyxBXmP/3kDcbJZK+p7dPGO5IwXiPR04NYobhf5Zu/5pHXqKZ7yBBAQDDACVI5oq4/S2CusHJzcleOE9hxFXr/ebMhInNgNr7cnb5KlUqpoERAg4LJZ5NcfQhptPn22dPeKYWKErv9YKggN5Tk1HittqGObLdC5dH+NBkY4F+SyftsEjcCy9GLDrfLb8vm5nTEyUguc7WCiftwgKBCZS0MiwOs1N1LBg0yMFw6s/qBoMyITua/gaVEC32vb7u7JobE4rtK5JnoaHbKqE1Lt44W1ipIkfK35bonfMtP1GOjUkLbBzj2HKI7LjL/0cxR7rhZAinKBHDZCWvVvaDdIh8YuGIWpbzUegF5sA/kRNBjTqc3bOMOyqozI3ovD04U+BDMp++/BGW/9X06ZrvWSz/1w4LdtxzCkY4for94WhgljRFqCJyu4KhPxuJ9w4dsEXLojzNnIH+fOERhc9fdCx23L/L4npwLAzYNOwdJ27ArCf8Ic8cq0nZYueLyOqAcNvGF3z+roC2kl4+QLwD2w0gwuccJYLIAdWVUOsIzYjhLisJb7flXIDPaLayXK5UyfCjdtPFBJpyStnTOvBgDK55r/I9CFAhzSRH4tpRllWSxRcWgLiKoPHYlQa8VJE7s2ctLnPL6EmgNDm7oZWLyZMgLNP4W/JxOMUqbdfNPyc8iAIEXw1wdWvQaoMxUJz/nGBzHTJ/ZFHZZv3yz1exjzRps/tK98r9IJUKU5w5xVNrEGSdL85QC5/rl9QGVMvGcU9E8rks5PQwt1X4osHisQjZATW3jYOCBZouJfWBoyjvAEaT8zE6seLNjQEZmJ0dzC6jgxXXAx+EdhCyd5mSLnx2LuXT+1alZZxRVRKwp2d5nCjEcu0TbvCa//SlwvilgLNP7rQIhkRbeEY5WVXZGHq1jHtE9KQIaL1uIVwuC60k3etQcc/isrCBX6wSY/dpvEzfU1wJih3TW72h01lok+RtuMMcAcZzbgZYQKd6UE3RK06KRfDdoYxeqSRHggGuD+MxILgcZVI2ZG1yGaqDF1su0z4zlSr7A2HsY5pE/hOrjzTbYmq/paMiHvSeeI5n/vogTJ46Wp2zCdIJWRDhBLArsphoudT/ngT74jqp4yS8BaVnyXjyndtWJo8q3elZiDgqk2w2SuGtNt7B39hQzatxq7kwBhRXdrnx1j5cViIjnoEihOHCBLJ3rlxHaAB7x28UfR5IPMJifxbKXjacGAs30X0rOzkSinWi20YxRLRLEDilTyNYUYN4RhUGZ6jTXZqHxYRPM+bEWweMIHYdrd5cPahe7F2XXllN7t7vq45xoJGBxzcRlvvkGqJv8lMo4vky1klpNjPq1sLU+y/tK+Y9jphTxbzlWwTQdzVg6/jEwmY4gVFOCF8tM0e9QP4HquZYEZBh7zLFk32qs6DTh0phkopcfFpbuAzudzxdqOmxFNTj97rGhHhv0k7cchrfeEacXwfNqb1fW4vohb2yldEKYA/It4uPzs17P1fAbcmuDHKc4XFbEmOFMwJYTDCToHmNfIdKXeq0+OY1S1C2Rq9535q7fZu6vJh/sGR+49WbzOb9Q8J++Gx+iQpTMwiarHGENO/nB2y6BuHQTekgxxlirJeEcA0mFlZOmrBnwE5ugTZg5gvEC/G0CbQGfyByi22rTSi3lP/745DfJBxbe+jynuEXF6KjEegpyNc+NvWJMXUIL7Pe1SwKv1EgucAennmO4TKOCRcSA9H7WWtPYI3zd+1sUtKQBNmFZzaASe1WqR1Gf9DR4+MR3YQiHEeqj2kPxkfjB37isW2wb2F8JdXQuL6bTw/Nbc3GVRn+yz2n8M3orRiPUFNujV5OyMEVW/mK5zIScxKsCNg0qBvsj9PcfyywBcdQ5fHSLgSHI94KGJjHzV4D/orcmiKAmMBdnTLJvogZRBuZd5CkSy3+TVLc//Wgzh+swAMO1BRjBi3XufPzSwWqURMURS7UUkKPTg1F+B6SWpzxSHsLpLvAZf/VIikqIbTMVwgbVHx8SP+a1GZUzyPDwie4wO93drT73rRwBDwKCL3AmdU729qEX8Yavhd4RLH+d3sxbb9MINYaMny/yYyCasE9pwKVsO+x0S7PhIf9r4aF+a5OdjspD4UiXydeSMwovlvFhqzSMuvEEK3p+loMy1Hhkz46LFajQgiTGKJoZZGQsL9O0bwfAuA7eU5D40IdOaq3uDHh2QJraaz2Fk89PD/mvzTl8PCK32aQttqjdOJ4mcjzewfUZB6AXruI3CW9T2jMVyy1x4l2W7aFDrd7vlIHVgVhjJZvCkigepAMontAuY+Li1a/5CtZtsYwsW0n5WH5ckTkADZ4N53DDkUfT6mtoHHDAr1GkzVKl2oFhniPmL5ctqV8K2AFCWkA0Xz+vFLW7TI0sWaTx8wX+x4pdpczIXDyelv38+ySbUCZc8fydhvC8bKcd6Krs80rj+d2PGe1tfJZAsZe7Q+QSK0//JeySOaYArAd8HqyvyGfmnIuBouYrPrYDJC/qS19kDnMSg7oBaWwyoC44F6d0Fl6ODmCo9OQvHNazDMaYe8hCT6X/yYBS+8vt7PlS8pgcLHM5dFOBFNztF7E+SfzkTBVioXHhOqJrzvNDvY0n0tbmAWVHTSSciI3mEQZgt3aPZqMhM+tfp3o6f8ZcJpNE3Axf7nMQ11IASKQphvR23/KBthEf/QZuiV/N4n/Q2PTZuynpaikfLtBdr2dNRPz41QXbLHvIvTi0uiLtWaRUXGuyr+M8C7//Kd7UJcjZ6H+eFPDaV0IE+AW5cAprF2YglhXCkIswptO7pKMXuyU7tP8sVpIRwoAP1N7u6jK7E1cvfpcxYRYO+Ho1YkszoXUn1tszrqagvpkcqhdAetOtFDWPpYhLDQ913r0eQQQ+TIAuQKKdB5OEuQRUfJk6CmPRcuN5Xio9zC540KYoJ8AglhotUlV+Ffhoq5bkeo8dNIY9Ayqs2vSH0HewMvwhFCEZtymXG5bA29cCECQ9PUrZzVTzGn6cisew8ZTxoChWmJ+EjNzFln36+JO5gkCyw5SCk4vmsWQRMuAdD5xMhQjBptoMK3VTs0eS8hLzqQ6plVuX+gDbQRyafpp9NYvQWAbq9tLyQuyO/xxEvZ2SDG5V1ALfTBLicEODCpDLnX7VEc6ZDNGkC8Vgi+lq1PZhpAScriRMUB4qDEcvD7XNJElhfDg9PLCvzSMRK3doCDrZvNrToSG9BviqsJYbDnORBq8ReKY4dL5blEvq1yJpDcr6aK4DZT+6aofA/zyY8/rs2QnEPZA9DeGw0CDolLMqTeCJl7llC1QSjFMkjKFeDdIRZ0D8O3DsDFCgpmBrhxKwHjUHyXy46lZFuw32rqiIyRLGX3bWj5YnwspIEMaGWaKNdUXrwIn3K79xwCpKR1q/h7fUTwsm0OQc0vjWHAb2ybTHGGpChBK83R9OPnggQ87GVPcAWXdT4cvhJWJUiMbcsRJViBM0jse+BAld1KCQwjEpO824uNnreyujjJcQ87EG/aFxIdsMo45PCup26DQb5hWAXhYLdIjnOOxDET6WxaKbF1S3hE17v3ruKidrjJRij9+DyIYUKsMZg+rKES4hvjfc7zlL4PZLaxdHg4lJqrvTbXe26P/F8a4WK1innTJgZ+yit+uwq7aWW6jUnNiS/2btO5CkbVTK16CW+8rKsLmcdvPiG40qbQIZO2M0vu13kVxmydmlLTvPDbLpYdCGJcJ9L4kbSjrteC912XYrRTtnPH7r88AjX9mJkituXF7c8Jz6nBFranNyVUc/MpA19qbVP8AA+PL/rhFt9GLr4z/hbijxNktzE0UObncMUNOfOLdrmfu/OwhNxShEi5YMAPnOBLFY72GczYz9/ldOhxDLpd97eHlGQv+qIccORjPCKmdwnq4sM4FCMpppzOqUwxJUWqNq8MnjsWLuNLnSt/DJmB5W0PAritTfmiVdbxVT9E5AaV/g9oUoffymvjY4b0xsb1ja5HqzQz66cWuzpQx8XBttChranpuRoXq5IDPdDml736qH0nxZ1vwa8r5Gsdb1y5ENMOZ+g5u1dHYhrkvPHWG/W4lR07aq6aigc3ddzCNQ1+BlUTgvNV6JyH3KYyzRtatf8UBWouCROM1yVAGhVYH3sdhHLpWLXgbniKpVcW9tVoTQapgjx42aeueRCubQvyVaBxndrNgPLID+h3RH/k/oTVesUuFjIVCL04rCD9Z+0SrExnOfaKBCg2il7CAu/RbX73tCwrVHVd0ZAxivlEAlH2QRCvL+/U2Us5JB5TZFi3CbO/u9NbsgCYEAY29VTTtuskIjzOjB8/rCiy6YW+SqA0Juizsqx8KMdYCEvFaMgg9H8SvJRwoxkj8w0Shxk0LehEE/NNI8YUp/zMT2ZNfY8Q5yc8Qpay9LhnhGJ9pyfmH74eAiPdXNL/xPLzVEFSqRUvV/R6sOcTyzZxuUTBDzQ9Jr8ffEo+SifsHIk7/jofI7SMX//Ub3bF2qE4KOAYya9+yCJqFQl2a/K7vOlS1jR3FendwxYiNh+z4vEUBMP4VMU+aT/kL4b3K7a3fUvTMpRnrBwBYUqBtzuQd83UWXL6jC+6H8z3enoYfELwFpXWj24SUUUiG5IoJu+XPvcCEJRaiy3KVfK7QcggkFZRg+XG+oCLjE/GyfpRutGsDrTEggOs9+ndfF6Igzuqucx4V6oJCKmSyoOcv49S3KtaqUV2HGMIBTCswANwFxCHqsWrA6U84qy5TeT4aTPKssgSeBHbKQLMZppm6HGjaW3iQLW2yf3Ku/kJXRwi7JwRr7yghi+vxxePL0ORJUFnooKQx4Ym+3DyTdZbt3zLh3kmVUZU4201s17EfqekZSQy8nk0MOSAHV7h6x6gQnS+CqRArEFRZs7U/b5xS6z5Z6ikmImhqXhRFUNpMnVmo75ZP3XjG5EO1wkv3w695qNGmz495FpIz4/pItKBHgRLB/SLkdL4h1rEdTm0y9dBkeQQs6nZLPcWBUKV+vjw2EZsmXC6rEc2Ryi4Vl5T8607kk88pBWbhFhGHRG5r5JPpIM29Al66eh++Mfz5Tr4QYaVyrdMpr98KwTYxJKTYvULD4j1LdzJfVQUvwykGo2EyuyEZxcCmj7mBqkR3NwoX7ixZ3km3+f5Gdr4Su5gbkOiH643rCgwzkdDBGoCUyPR/KKZwbRBmVQJJlWjnKVZfNu1FQQd6W79u6ECXPd+Ilyphk+ptgfT8C6akTyYdK7Ht5HwVvlBroTRw95aiSJQEcK6OVTHNm4YRhPm8+P7X/SsAEHkcSswsNR4auft9T4pcMH7PGg9QeyJru780d+XCmhkev4/mo+ojyiR8zEPu56qf0gsRSSsB4dcE186oZ+0jJAtzS/j1LdzJfVQc5mqj9uRI0YbgRPXO039s9Phz4Pfv+Y5nkh3fzcQiL7E+eGRIRHVPIcFFwp7tXQvrG9ODBU8utENBjIYBmRUSV8FbZ/4AAP7zQcAiI1GnMno4xxcIbvXjDXnM880fCPhTjC165/F0P/W37xNxhGAAAAAAAAAWIRKlBfitD8zU+yyn9i/C8T61/hZEZI8qX3KA7xJ4iw9TFhWjz4wTcN+fyE9zb3MsqJWs43xMZRaBChMkxf3C+5zkTOsX3sjsX33OdSQucGBHOBfrtZOWiQqt4PHAu66cjV3hGgCJXBkRs2vCOpg3/Xzxmt/gM3jJMqQSTMXpeLoQtsJUQFXE8XLURWpXPK3GkArIEFJBLK3KFTC/Wj1vWnZMqEfXSWVk/Whn6DMJzPc49ArJEwpS3mMfxoy6jctikkM5NU3Zf37jqs4dDVSNdvkqL7Zkh3htSPMNKcoeIbje2jWcTeDBcMH8nTUthrRvZuQFr6wdSvL+tKe8F4tiDG75FgnnElnaHxEdNxP9RKGkXFceO6bkQ4aD6yVJl8oGSx11gqlVES8OrrsnmKpYVVCBum4gE7HSCck93R7Hbb/dDzvIazkDqgomDRLknqGYVqprXAjQ/pTH6TFJhopFuC1Pd5DSJ+Myk08ZEFy73hKWD4zdbERubyIYFS3vzqOxzC8SNiIyLxElR2V2CMggPmyUrxqY5xXZ1gVxpsuSLtHQJAWpojF98pCgvcnPiORsgPyfLLNo6vu5hLrAHkJXz90b+buGfJCULStIgXZ6/yE00XampHl27Fo3/RMf69nQRDaQ9kv4uI374x3nDHzzf03TJrppzWMi8HpOgacS+sPEtYajEcAkOnSlGB6K49NTywTdjY/rJjErTt8AmrGpLxbkfQuJy3O7wFQuWL15isyVgeWlM2QR/zHxXtEiZn+234Wpr/zeHWs1JEjRR0yNbSDckf9Y6PITP1roWSPJXO1Cn9+P02OGUCilu3OnYGsXp5IzygwhNX+uQj539GBLtZ9L/qyRHoDFh6Mik5K1ZAfCS+grxKrEKTPNFyWpOhdyJw0ZH5MS8Xx1rD4nMxLfL6VyzKb0JU51Hua+ORT/UfsxzSpg32Mr85fhtiVi/WhcliEp2oBUIA3efopffs8TQyivJT6Ro4CN+E2QT99PuPRIXrLpxrRCdwFNR9YnS/fnHa98G0fZiPiibkGrnKnYnAKeZBsWXc3GG0joh/DE1qJQV/uivIo6fZGxjdVIY7ucdPshp3DeGbZARQnaU3Pw59i/4mMAMeFXxqRxHCgXmgdvD2KP/lwLk8TG9ll8D2Gft2+D2tkRJ7djG74L3tIshlNxmjjGYXS9m5ps4eiArkxuZSGPPWFKvsFSRgAGzx7DgQIIPAAAADWDFV6KevwN3nvY3cs+ON74mtCuJVuoGCpfsHtUWoNrm+D6LPWCuqiwPTfr4ec/lxesLUYgQjCV24coLTeIzuJWaL5PkPwApVtQhYnwioFG1gb9l/gpp/OK22cDi7Vx893lpNQcuB8kN/RayynU0khKyIi/Oy96KOdfQ5+o7g9gLhE9f0lbYcxc0mLNqWS7Z86n+5p5vP1lbRFLEtBQ26AWD1gE8fAZDk6tuFtE5sxmNBhzTidroBtssrjr7s/4S4y0wvuYpXaLnXTS7cTzPqCG1NsA7XFno1EgeEybxbsDSuBFNZisM57ot2hGTcvr/D/Afm0Z09jpRLHAkvJ9O1FQGfEcOvIVQdwKvYwL4V+//AOAS0fYixPxZXrHPa4iBACPQCJ2UQqOjeIH4acOhT0vgOIJHUEa6i2ZoN2EHdfGBEvGwpvjuAzUdRDnbSfT2Gbvp1a+OZ2GWS8GYIcP1dZhMDamTkTwgDV0Z2qZhLMXQcBgtCO5NQBLwmWCEeGVCRP/X1vpn307emCI94wJY2LXg7kJ7bPqiadgo1Hxr0xqmTDCUgPty7ikX2HkSMACXP7GEPL1bCFK7AtCPbnHLKThbS9hEXuPt52Wi2CBvJdomLnkIDmIK6x3YBTlpBwAGS2fUDARPB0ho0nkDN+qBotYMG9rXKpomg7+7NjruS+hAegK2dSpz3XcQtAgpkAic3h0kzY55/F4/Zk4nDgQOztWe+tbi7fvbkF9aNelXoWIosNzPPm4ZG6W0JMW9Jp7w7/4mC3dw12APs2vV2/Z2j0TwWxMDPzG/ECUOq3g1+qfc7n+yp4FrVGemSxRIlCPTHGny/VxbHhrg/MYHsYyUuHJfmCsz1PgvXTqao2ES4XToOyIaIaCT6QFvmNeHvn+xAliWyuYYKumN28A60EKRJoPYGz842M6g8gUM2bfxb6KK6HSuTli1TDY/6jv8z7mM0I1fAI7oYLKk9Aso1NfJKALH/Rh3+esYgJewsBXh0ISfJVqRZW8sC1nazCefxfI3vO4Krbu2C4TLekSv4/0Z2wxNo7bsCaf403Q1FngtQ9q1muviT3cf1eiK/pSbEU+QU4AurVooEZe50LyDw6hDWLlQ68Ae7Fbjf65R7YnCwrWl/SU1uhds1G6MVjddrOW+Fw14QQK4BX+eUbkksCA1KSEJRCucVQ6vIyFrdZBDKfqf0klqqat4f9Xfcv9FkhH8vJu0dGQ9PpQ46qvY+fy46zTmT1Su7kNukMn4Aw5T/x+vV9cBWt0P5eax+7+4UXOLtxuAQ2rVaFXM16hZx7hxfradfC6aG6Z0mcVAG0g6LtBfyOe9MvsIgW/2Cz9VHeE1EJ6dTCZKdHaq8zCGqgH8AgZgbMYRFr5Q7YJYwStvwN83euEF3NV2av+fd7rQ1CKaD/gHq/cpb0iUtay1NgEefhWg9olqQfoJxCFrVPykdheWhgTCxQJx1gDDSxjPISFn4fUI7gY3XXinpd0T5MlQDn/Q48GDwuIXss8o8Avvn+wszTwBM3Jadfk/UAiykH1+Et2xpGDcEns9P6gg9sPTiDDCKQLkDC2bQQJmfOzT+I4XOWn9fi/RGuTeQ6pCsfftv5FO8SWKkfZZbNZ8Di04ihiJ0wWT+sZEKBrgsW8oWbQLHn5zwigq9dQNkkzNiNYGD2ns0jnkD/mHbOBxuzSlXxUSie40ZK8kueDZ30gEODN6f4zWfm4nLTZnhbgTqlO6RL4NnvsImGWcUCyXIDX5+d+Xmd4h86HtOCU1Yk8VmIEUklC1ujveIrUYTdKw9S0/0UsoLwTjKSbJNprxqONOVxr0fQWN+l5Qy/5D9XAzCkKfLUqRDtzOnbdrAqqb8xf267ZAXUDMBKM5awn3S3MVt0G0xyikEL/pzX2EHHaRI1vdlYMJqchaEIYDecWiXbStvH6OTGMxCJIGCDGYLhOl7F83I1IT53d2UXuSSS9uewwC03TdpY2REw5626PiC+ISnfZYd7b3zRgXL1A2fn6aVQWwliyoKWtUC3dXpPNwGyxLbOQApdLd78r0d7P0fBQbmYuqmyFGjTA4e9IF5auwduBYrBfo3YtDTRcZnQKK6/E4USFRKdbKDsIj88nisfiZvHr880OnyniEbOPAv7ly/V336jCBc/ZjAdxMAshvEXqXCOrraKn8tCI37wNg1i9A/Em4V1ggBL6uSYJ9NM9DWytFr8AmlOMC/mAtwjkxgrnRKSziuE1EpEWoILcsqoENButyEJDHG6AQDbj2az/tp+IyT0e6PLwv9z3VntRdj0c6OU0P8euXDbGE4OXgeOcDHoVXgT73AdNj3PYckNBO5JKH0HO2E5PWWczLuHb5PZVZ2bDyFBYh0UZ7hy3rhgmGYSqpkrVX6cOPcIEyrSlfwGUnY3yWeUoNMGVdnfgE4IRoDD5iQvKcGlIM+ZxLTb7kkAKoY+o1dGHxCcoOtc+UQ6jVgJ4CPutJH+T4Yn11zdnBEnMkF4HL1tP4kQ/sEfKo6pjR3nkeAa7OJU0mJ2rNVDXZmQT1vsVmo8lChYzi2usx7joQnb9cFKMsIaXGdK+RhRWX67PgUiKcAmZI8i4lK+cZlWKYUw2mBpOmtzJIr41Yu+U1dfxRnIW621nA7z4P3y4vKe4p93kryK19Pbf6QjnqmhCivsCTcKVsqyc0E4Y1e+A6lr8DORSaLXaozDVt9I7cgNyHB2dybnvnG9yLvMF/t0KHRwyNGJ4iY1AyXDuRfj8EgnRkdqQiHVaQGJvLyZpFiHCusgZa3msRBSFZsuum59+t7kxuHw7rcYYJ6e9sH2c43bYvZ6fCvb0rPI/PXDfNiTqtkFjMFq0JlQCancBjqmCX9dPwGfjLKE5AGHmVOHhG62ZL4bCy9nZmD2ISjYOP/620qPAKkYn6ZotHEl7cvEa1vP5cSK4BH5iofmmZce1nX99gUN//M9yIe6Xjt4zBPvQh1cGr3OanJ58ZhO2TCGzlHHM6rpzlpluRaf0S7dMUQ3Mb2rGpLBc9i7nShFTVD7VyB8EoC8U6FwDViN82ZVW9NnBdBIK42/IsCOTFuRknY1H90UJEp1A88IDiLvc2tivMEmCgtYm6it00a54PzsAjI3SYA0d0Gjp/OQcSvCAChMounJiYhXMK+zi45QKU7hblPc5yu9A5GyqNEL2OXZBJ8kmHbSt7R7uhv0Fz2zwc0aFG7hgHnNVt2wPJMmUkQrg0HHDkFLM1o2sf/cJiLWvib6DacpyBGcUQ66+fHGzhP3S3uYCDQpN04sBB0D42g3JL18IfkRqB+8onO1zPIkAnT+usdPzbFMaO88oxHU3Tg4EzjqnmuJedsmshC2aZnTjcWamsWoBrIZ68I3e2a5hzSUswCdLvUmWIP4DlE2azzTlmi7Yunvf8tntxY+8QL0JU2r9KaTE4OERpXBTuufFb24DhpX6Z1XUjbRWdlnrXf5zA4nedWlj2p0RBzG8zugTjErvk2vyaRiGnhn9r+pGfaJDV9nXm5qufdo1Jt5z0BjhYjDPGUvOa8I4P1wL2l+WooZkmhDnOyR60RNfGCxN8GdYy9aOV3S9ZXFSF1DJ+PPzW6SKeIhSJ25sjkT8LD7q+NB8u3gnugrQWH1iEkhA/ROnXYIBI8mpd7UHOUgiKS1TnX9BJrS6M4njFfnOls6zHyQGIOLkHvoLuSrgmZkdvb6nf2F0YqzGnTiyVGgKz+5WmP7lsaLOhJDQ6AMEqxZtAlyPXlaPuJC8i8uDRXxLuY7U8Nl3wRRSkxT1MUCDzROGVoXVfbbs/EaehJSREAtL610t2RpUpRbfXaZ8FobJTwsJKYmOBoN+ekwGxfgFxXLAnK9Mqz5/PGbw29fza1OMgLfgLdiQOjjNpOewlpQUUIUMNGmlBYPQWbJ9j7bas0dvCQthHsW2Vv3N/Nh1qSW/G+monyf/n+6DA7IIFeWpC2a4uwb21sk07J/DnKXXfqnW+c9hBg9ZE5QVAEFNglULdVayh8CUU+Dmrq5NOHz7R1aldTttchEpQe8YJJ3B/nCDS6hdYnqFR+ATwSxd27yUfEStf5O1a1dACK06rZUzmgAFjaSPRdNetHyJT0drWB+ypWzQRCMcBHPhHnDdLMYk+w6T7qLA0o6TXgGLmSGoi9mqULKFGVoy+VcGDBDpwEviprJrxnIp/EkMeH9rxkHHbPc9/sMKQAq0T8C/3eu6bnZVj++QnRpexV/AZhE1Y4GNhvh6h2+4HH9pN8JdSdd3HgplbofwEZmyUdTGt2yGGEExtO/xKYZqYqGcsNX+q3eCbT64LznT+wUELaok8Pk5vPQl9yX5VfeCTq9ayJUUa2wDfe1AoGV6zeIMFZx0A75x8y+ecbDi1c+vi//d67pudlYBUjg4ZxIfvWScbZxszo3VduD+Us6deLGLcujmaLwjOwfD0SzRfrlEEKBsC1hml+HTQ+/d8DVQr0sY6GC7bE19t/NffFDc49hJ4mTU82D/3CewQGbKXckN0AlGqrruzYvFgfFiZpPAsyE7VL7FaJ6wXvTqtBF93Xie+U80GJdq2faq/UI6EWlmMnRGeZ8Akbwqn3V0S7GBsAvbQmFHJRD+JnmfVl3ZTVLEAoGFHI7Pao+vxKuQfLeDjHogj8a/qFSGn8M01guUyDLFcaEXC+f/M3MxTSDo0WlwRSx+fjobgSoXZsWdv0MZhkoqyUnYym9MHlrW/C4MbDS66Q4Ji7UCpTQCka0lD7Yu7psDgfNadig1khEZ5kI8V5CbAOpw2V13S2RpAyNmJ2Tdos2LMU+Pm1YSJsoiBoM/2sS5S44pmw+MwGELUjeQY+ZpmeT7rJYwYl/2fFXrvd71GrOjyof6gi3M7tBIFsQDrgCESCI9VpUwxprd9fgdCJm2Ws/c0kpAazXtFSbsPgfPr+9Hh4HqHoOxNh7NhPgcmVZjtMq9QA4p8FTS7Uf2azw65IBRabCUOUXHMXi5yDeDIXdJqRtz8Cgey0oWq/RHE1xKKDPRHGtZz0Sa18Ly3Vtd8/3VxcgEk/Qpp3eobujTlmFN/kIhUqb02YgrJHkC2mDXRVl49DNQ3jZvoJ51a6uj4DPegP5C6HcAmheVoJtHJIt1QMxIp3zqXjSnxbgvqAfezYWkRPE4CV8N+JKRM4tYvZU5wI0pqwVzzsfEnEZcmcYRTW8Ia8YOGN5WanjHDwvRQTdgShQtdSMWr38JDzueG/JhVyOs+x7YIszknY0iBYCT7IlatodJSf+Piq5A4TMWZeapD7VL8xWpwRup+Nq7mBlUSNtf88P5RjBvmugthJS99xEpIlYCuNrNTpLDeQsXqS+7729+ZTVMXrbdKYFIJnZe82tCcIsqpKssj/94yC01vfoB8po8NLEIJJfQ8jOJGJJE0H8xRsjw9ilOJXqniCm2wH1nfue/nu116t1DDl6a6VOXrT6vMAWSv0TlvU+ohIptp4TRkD+CoDdhmUfsCcbCwAbwYMz5vVYOMrrhlAncUc4lS8E7iGfchQW/30fIQZ1k9brEBQKIOqejgFgvrs7Z8fIsOH4vNUE1gqyaBzwgBTXZuNI75QTywdHGWe72XmZKmCVzq+787LHqyKKqsMQRIGOHwAWv8OQhpVsygw0r/UcHwM/pbrun5TD9YRrzxxY+ugMI2k+N3ck3UGTFNjlREE+RS5YRRGetFknRXZiJDBhkvCud73GJQyub5v7IcFJvXmjagAuNW4Wt9CWN5qnLv07gHoQhM0mxrKYm0B5Q0n4tsEoKhKu8flguJyfjytV+jTHzqQCMpcoCepovzlU0F3dTaTaBuUyfxDqkaA7xUMkqoIq5KpMPBafHe11ZIpXJ2USXUbUVTPvWOMHRwspPHATZo2X0zIX4wAq3guRWDhIxTYgU/WIAJyz6I8BKrP4dPy8m7vxMBZtkHeVdtIkbkOv72+57/7SEvXS+b6TwAFyHf0NNCvihIN+0YWlo2UaVBJOYKl8Tjbt5fKTP7e3QOjCU3J70UuRsnhzMgc5WZ5CTcS3JeS9fHSI2QFAshJEAaIcCZV25fDEGR++DBV4d9mff5EPK9hQKuYCRbzO5N+h6eRkApo1EG3VpF+qu3Vod78Jd7JsouaW+YZtMUHPy93+d9RvcLPJ55SnCP8Brc0CP5JRKl2hDZdrkQ1oujvIPHajYZD6bApmH63f1P7/LsJeUc1MfjMHqgWmlqy/C4vZurT1lNKP5z/7DZYXwRNKC4WE9krvpS8f01Vo7Ky/oPXo7o3Xr6lDybKOT3WMl6837VF3tB5JEPA3tOVz9jo21VlQhnASpOMWYY0awFC+epGbsVdhYux/vxNwk6v48goAcLRMex29xccRnx3mQDGOnXezxyrj0GDd9+lbxwhnCZzwdNi/C/C6E5OUcOofPxfG/Q8BLWiGeez6qyxlpGzxZgM4it2hYVUVTbyMKLG+AGhyJvGtaWDJiExwy+Ma7UV97OudcLt61ZTc5OlFaSJp9Zd1Iz7QlfKe83LcVVuCsahum7j3phPvkgahVhBbEd15DkaYjAbT+jjSIrkseP+TDWwv44jGBDBi9hcJnLZNieHjpsp0DDUsfeZXPit7eBn1TZwP3NTPfTFpVruAjr98+GkqDvYNgs3hMHxL22ozmmdmUqWnH1obcSFjsWeem5a6Pya5558M7Es8MA2Lkuc8RNUQEOGWZVku0a5oarYIL4PR/w6LMDs2twh3o93CzOo45xRGZzV9ActQdKC712PQGBmCv6CxR8DSJHFnoCDSfXIpQvvJ3W02KJm5jlPEN10ylzmAsGFSRrtkNXMbJe6G0vKW4BT1iAXlLcktlmpyS4tKqN6K3yS5RyZRu3O+GPUbXXRTr99tJD/hyDacxcfRbGnU9OP7NAWZ6yTBsLg4bBai8prKisahRe+VWXw6QQRvgB4T9T3cThI8Tv0K7YE087Yud0bN1hNzXOrIPFN5TxBQLZx5NGrxwlgYqJxSuWPVVUuMuEoOKTIo4WOh4BfPiDw7d++1NdsfQeGGgBFoBCbUzgabzAI5mG5QDc7592fSkVIdx3WFVU+BMtqA0rpBEyVxZa69QDyKAOYptKreeXtVpQvUJhFBosk2M2x6kOTPtsts08weI7v49otNL9RRH8RJAQwqAxUqskrhCw4Nevc3FgDvhIQAT6VceZLCm8JIq9pEES2/vtCcXY9Ru0hNuDf/MQlnObwlAx7B/xjVC18j+Ot/qBmTC2XhLtn4jLb7+xptuw2NmMJ0jeFXOyKFx4bo4YoDo5/mq3yaSRPqPq/ewd9BQlmRkyFMUPwYK812JoGKIzI6GWRzRMnln8QxMy5qteLmvUjlLXG7xij71cbKEY0dTi/KoQYlPaXFQUefwrdSu/XagCIiBaTvxPtPrJ2QpZvKhZuEBlYiO6Ij/UG4et0nklHSDxlmr5d9ZIHymmuYCiTWQ2gIrEi1e7SyoFLPrmcKgXXrWSH2iyMtm7iU4VIJk7ZymWdJi2muxgndg0X0NLhYyCyzBNouxkNsNGkjWLmt5NXvWpzIHvixx4Rz8P8Tt+JZJvV0PZf9IaEtw4++dZdT+YtI2cakEYxwWmIlvaY+oQznadkZDuzCXmzqGHvbo33gH34YSGGTQ+4put5MN0sGDucTOKFClBccz6NOGiIpeDsnUR3SJUVIl3G8xWLjQF/HgnBPRqhApBBFEuVCekRnYzyvYxpVQe0eCOeW+2UNikwCD7qYNKHIWOneVPG52FQN356DyujGxxaUDyE4bX3AJHqNMvYGPyHqowWlOY/KIfIPf9gaAd+KSAB/1G7fy5wx5cOlqFftyZcNjKVb9Bsu1oobYwmJqMIfLESsqrK+deh27FSWEqD7Oq8jtRw0vwgJVpIkNLq+Tp+KiBDiYDcDLpMjMc1sHgdW8Emq3sWusah6JWEIRKBmkBiahbujxiPHi1RKIcm8JPxlxWoiGnb9WCd9P4xUbvbpfzibZ0M57GcjW3wE4MNFJ817Wmp0SULwMiQPdejZE8NsriQ5PQCOBdHpCONLMQdvP2LAtCy4+ebq8xlvDs8XGnZHVjqJWc0NrDzJ4Ts1jhGBljmxZ2mo4i8S5BUODEs0p2pTrL+qGbmX4FrTrJ2Jo29Zl7Ihio2m10y54ExqcOjVjJzfXaK6n+peMSk/WHo6y/30023rQAmpUjyq7netqENcumBVwKkenn4eWnzugrZ3CmKyICbd44n5wFcaNx2QSiCj4wyJf/9nJJE/vCPvPx6Op4f7srwy51AAYm+l+7+sxVQPRtRjgjvFFlj0c973fG+4ey5gwICPNeuRAzHU1ONXfUz5ItpRf9L3qH6IfypNrr7TucjNn861dnH4Qr5OSIojsVNeYIneZuXKlSB4SknivBKqrXr93nE3M0onmOEgqVgY7PLJYJF+sXPSerGxOPR04gkYG4OJiNee4S+VBxUQwBpfhSKFyUo403h5hoLPlYaxRyvf+GZ/jCzpWJEFSnfO0Bdir7vjXyt4BHVqVQXygyRNvx11XdEgw65SC2qvcXy4sWdvbUiXirFeBEx5lHUh82Di4ip3LoZWZSGR3b2NrIvkyExFnSaxrHGPMaJXok+a49xL5WTeNM05JRifER0y1XtedJWCsXCiZpO+ePIesLIl7jSDKELtpXHmRWgNrqlioVsO6zxCzlnCghdMac0VWMq27xvOZ6L+jbxQyHEx9kAF84R8y1AAAjcpY5gSmifmfDYrJVCZn2MeMVx4moZt1qhARYzzyOHnd/T/7/8Hc9ytbBqlLMA9qE07ZwabdZ+NkzM6Ajhx9LV6Zln+5jraYJ+JqQvb7wKKU97SKa3xd+P6KJMdjeTFzT9egcpbXPyEBT+UH4/1XBeOAFafrH1ayN87y/vIMQ/PHDAJxWzerOaZi2z5wpG50ZkNLFl0zNzgB30KiOw0h4RWx/AyTxLSyXzDe3g29gdwOMyuPs8/jgNG4Rc0O46iwZL1Wa/tjcYoNCDjlDT4gBX0Lh+VobKzE9+JUjNuXr/zbwbeTMnaEd6zi0Ivajxssw4Cef01so9v80T58XIsplXWIJeEUmC6alNBb1VmcYt5iQD4tFg0NCoOYUP3LWdjjDCIe6nDHw4M6kI7+8EymaAimC5mw5Y55b5KQy1hGovQP7ooujZ0AML2BwbaqcLNoklePdE3+PwkpvVYBFAurxqIB2Bw7g+kmzuFskL9EG0Trgm/m1DXgDGlJsZUhvJH0Zj3pTFERnISqY1pvEUeJu9XakhcsLaG2VvpFtJfIGlbhWRUaEBChVAKhcpLDwWvaYtZUY60jRxqzQWgfbW+Ly4x/ZM8Ye7FQ3PUIS9FUwnYeTzZh8FdzMKgtpEWgogM38YTioLSBFtdo7jKNgNONIcCErn///yOcnMyTw0m6AxJ53WyWhSqHrDRRDSBsNJtxf4rbMYWlRCdYH6/z7gJWDK/ZuZH7zRUAEhtXN8UXnJy65PQ/ZuQtPorAQOWP4pqA+ypmrz1uXprFAPHYLxBTIypkk2lGx0Vc7iLE9HOG8aOjPS/0NK86Wx4apSPzdg0px5ySlOV4t23ZRcnoUz/L5eIBeKw3XaA/owFUYpkwM5scz0ISYpW6ZHzUesjXn8f/eXInFJ5UjsT7uHKUGZMGTEIiuXDodo9r15HPjm/Osw0Bxlk1Rv/x/fglDYbuiJlbFMZMueYPL/JnRcoMH+Fy8PTLX8dulZ4oNQG+Y99PzSnhBEvtqFlfXPqd+gIHX1bNPid/Qm0uAOnSPgQFI9rnhNkJHxgTUpoCRdieTEcrOkpcQ7U+Vimzy352UF+/wQJz4nsO2to+qIuLDMIHNkkNY3Qlw8oaXOU5HZyk53JnB6xWbZhuo1UBQ0MoQfoW0vU+ui48zjTD1cPtkZ3HosUx6U0Dn0q3xPRFyLPs6HBqywz5nfllQmCSfRTdburYo8/4QbupQW6qoT9x3j+9+FBKCkLlCRYDmLPMD+FLBQELEyR+xVdMGpLChEHj0lylprbNe9IW1TkR+zGZIw0Mja+T5Cecu3lMHJXL9qS2Da1rvjU0i9DvMBXvFLhmyfj4TGt4GLyf5lU+PVicUUN+5834QNE3VHT6VTcOU/GBXQyqVaBUBbBBmyjnd5IIqCY6NyjJmFj5PNwFaL62G2q2uuLQ1jZ36/HsrBJNRnuQkH+S7nb9KA0W/7kxTF3iApILz1SlSurTu5Ex8nw48PVUElJMh0HfAs2eLUFwc3XaAkEE1KFii/zBWFwZjcSM9aYjEP2O5l/X5ZjdEvz3+8V6TxoOCb0aMIGFy7IMlcHMYu1htJ5EyPaGUuBkCkrsXRIBQCbcFKpoJCyLhWhVDuLwjrdvoNntkYKvB/YFDEjjloT81v6EIqKexyvgiI9ZWwXimUSGBDw9dEzthHS+BWMMslQIqX9sUn9eCYTG6IFzzTnUFgzZLOdcCUElegBJAQNzuE0rBbwGlW2XDTDFraSkoBjXILnkOrHKUS/4MxbvlkYK8IMm4oEhFZL4O4M9OkwvcAlzqfzXkHBVsiS5yL0CkCNiFzoRFgL44keMXPH3zMMjRDlI6SKBvJEUMc2DC2XfMSCt3Sa6QdAAJ7N2cZWEhJ6LKtQqCP6ZoQs0SHqaWwSgc80nWoEE4YFOyiuynvKy2oWMugcrHZuv9oAFKx7+D440373uqrLZNgMkuxTATMLnwu4sdH0TYpsOch0W6eaxNiL/pdpZuhq2gdOIoHAF4vj2V+6gijR2nS399hGm3AkPuqQYlxWSjrMwsglDS6ZbcnLD06f0JawmqxVxpstGq3rv3HVu7+1wng8SdVuPUEkLC5qxjv5/4J2ykwLmxaJGbMiwe6DreovFEfJD5/k9bfRkW2iF8zCPF2vW4ktPqzW+Ik7mEZF+Y6RRdlDbHP0l+/x2cWP8ex96wXYHIShAXLNj7uZ15LRhanwh5Zy7d6c0EbejOLifDR9TBc2MJWi7RmNffBigNJgh8yDetCgkrFv14J7N8UMgoOKFvjbmxwYo+vm9Q6+wHBMG6UPXPkC0/nLEZ0xwBNEWZ0NwPWrFqacEHst+8RLgufgoDLNUADgCtoGfLdEYrBVMJ3vAcbo75PwpLibZMkcmtqdCsNNa/I8PcQEUIC+2ZiD5VWIjgd89Em70Ntpb/qZJAKGFAuAdjEj4qi2dNzhcX/VFKuqjb8gLipFBQPjci4LcCCl378I6fAZ7OsrV1Bj5ie8TBeSAlslABJhe1UrBNyq3ycgnopgG9luAqHSyi7KSDnr8zA+AGlZ2aychBia0ENqDzhaIpccZ1zhWX1jzztQYD5ZHZpBt8KMGKC+FE2t4zY2ZjeYrRdAf8nuJCORd4C54+XKXnb/Gk+XH0MQyFYkl0dhag27I/sWVTmmPYistbTMoKRYlIpfOHSB3RMYtC+aTXRU6oQwxKGvxcR/FehLacUorXBoxFooABEJnOKaNhbfxyAs7TtPFjVFqMkE2tmnixj98rkq/cwxRXw0SYG3Qzr0eaz3IivrqcB4PhGx1acE28tv4iT6Rti9w++KZQ/pmlr2/7Czb/RdICZsPd9h0F4+eRfvIijuhIfKvZYyZGqky21CkL/oZu9AZNPh4gSUV20D5HJk+Y44Ij7hCMOrIoWJoyTtdXgw9DzjoPFNwwTtl3jqwGHTFoppLbIRdip+m48TdF6LmGwQaipd3DZnds4X263rZvqeHZPMmpq7i5E1soj32H12YlslrEFc2l+XwMfuTbAJy0v0jbFShvNZu5ucahgkyZyam0g699YFA/yyY5084mGsucn0XWO+Au0ncEgDbCcG010jd1VjFQg9B1bWLOaigWPup7GliuwEiX1ruEJEtrkzI5QOv3O4NLruAHlcg1zdwT/DI9zMHmhQ4flxZTX9ippkrvPJnp2mFRZANhWpy2i3cUcMdM4Fdxd0rhzljH4RqWf9osKk6Eq2EehSPpaqGj4Aw1ypSZS/Zqc9633Dk3jnOUo9TqGCfKKafvrPpEdWAF5IRwTbQeLeZPGHsyq/Y1HH5/2vwzLxfVs6M51alqefVhgqmnMqPjPH0u8Zx5/fsiz5bhfJnC30WOeoIJ2yXZ9mN0DneDeFmCbq7QF5TVFy/GXkBKK0o4CwJdUsjnhaZtfR3bY+GOv1fp0GotCQKk+ii7+igIDssbrHZwPJdt/C764r+mvqaFWUVnMrJF2mYcSj31WQNyLgh81qJLN//rewiGnQgr0lG1bN7RPDwYtjGRoLSC8quc7pXzst+D1I7X2Zd8Lp62NFQlsoAnLD8tllUyKbTbnTQmLB0ffq8WaWI0BO5zY0LnBzHlbD7A54ib8hR7CN1BmRS4BTg0XwJP8fW7VdufT724K26j2Ar6nrG+fiNEpJhdfyQ7Zt7+yz5GXWBCfmCRzWdyvftiteumB3xj+Y8ytqNnn31C6VTUOvZQhk5eIpQQQoy/RriDDsrgUuheyW6HgCsdkbdKXH48JLvy8XaLLI60G6JQe4reGftvSAd8M+Z3HUQ18vIBuzK4VLuQJk6JuULHASFcXG9EAoi0ZJmEXrodHo1zBixDN8o6txG/sWVqbH9zVUd3YcpMcSlL7lTcJ0X7uNGnIAVwWmTmNmsL+ttORPkWwTNUw1Jz4WtwLUcGg4w5lq9GWNWfDoI+omQPcm4XFUSYjAfnHtzdAD1SH+RV4lVGhG5iQQLkh6F8HUukV41HdLGLJWkPVrlwNmwaPbIqFHF6Ea1wZ+W7WK1GbHLHRnZ3cTso1lYNDgieXzPsJlEBEeCCailLWQmWvPi468P2Q9x/sdjL2tvntLssxlmagnvXAoycUa0KYxqFxbbafP7a61FoV7eeEqUt6q3pFHUOC+wapjoYu+PAx4/ofRb+eZ2NB2pDg5APJq8dbosE7NW9NTX8PHTGsiW/TMS3B2ph8lmUAnt8/Mto5MH9+knrgbJ52CEL01wBrQnxHczLjEXahP0cPscBsH1MbKYiBdcA40hndbR+QnoHJ6TM6DlKaj5HW4qFAxDAmWZDAfFa+VzupIvtXemDsetQfi/NjEgJ9IYtMhy71su2viczqCXVskKp067ONzu6obKbDVwpcpocdRYVxCraZZ0iF3zWX3ukjZYzP486f8jgdaQrWsfrpC2RQ8RmdW2GQvuf2qrPcTmHDJ4+LCLgGu0OWJET23LUqbIn2nebNv92Y7Q+apSXmKLkOE2J24arrAFVrSgRs4ZO/ZMay70B1+nbvxZhKeCKgqvF8V9//XzMHq3CjLF83GQ3dBaBAUWJS+V5yQ/tyJSCsudHX89LjQnIHY3+8aTqXf7srQtFK3ecHS6drn41nxj3n89WGUul2aDXuZTJQQfWcOEH+SVquMq3YX1JQaYmXWIRuDNwswu1Tahlztl03lRVkzCxaMALzcmKcKKjmdZ3GM19J5sBBFLR+nO/WKRvaHmQgO8zDUZn7Ic22KBeBXOP8lBavZJn1v1olF140RuJFxZszIXb7t02IaXOUj+YwR0gF+8Dhl8+7Q4/uPzDutzbuOh7oAav2H0bquZKt56yF7MEkfnuiDsd74W3B2Ohd5r3jvk6u0xXdTpswmWQxxzB44wGGkCu45eHy5NokBNuzqqISfdvRx/dLaOkO98awve0Y8EjlNVaMccXhHZ8X4nRO355lI1xu5bA1ZJWeT7yGxZYTq5IAv/CGuJDVDBzAFEPTQjUih2V16gN8XSEIq6hicLzBpYQMb2NQ2aNdG37IzNCKfRekmgKMzi5t3tbrD3sC46bVxilkrSR7lduwzXqNfNqgNLqnOej2B21JWhNMWJ6SjHsjYxp47TY4s00MYWnpng/tul1Wc3LLuf2agnikTCi4uLtQplTVHsjeQPOmCmjDwU68GcwAAOVRGRLWYukL7IEg5DlGyYtGx3shmhiPJMNpvREEmgVwqE9LNSX50FK0WKjFnso4y0tqaiis8Qyarh1EekinFhlDZ6XJEJ57XIe7aUZMT4Z0TXRNlFZG5WMBWaHXX3VxbOwXj9Id+XimwQwXaX4ZkD02gz2Sghpyx41ahX7KCZQLcWQIiEt0d9xxgpdc741Na7D5VuvSd3Czq21EplqC3qAr3q4KRwRa5nfczatSvJ8VODGW+RUf486xnYn8PjiWyCKMsbOQ3uMghwgodWyDmo7TXUIHHD7PMsxQqO704IGU04pDv2gDKiZ5zNpj75o/PHyzy1uvW+JgZBFSL607tztAjLerTZcwKfjajDJO6W4y4nO1kN8nMoZ/lUdIVFbiqsU7buJpJtdseZzZIO6zJEGW9ufQ9F1HlZWUq3tGtIMaTE1GaaWnj7EVhSwMQrXgGpIjOvZmLVkEtn4ejxjG07SE1Bj6sxPeJeUsdRH3Mec6BwZ5I6j38koXgUeVMsn7pN1IJb0R403wYkv4GwzUgpIZYc5XoOT8AaNbt9uhD2COKDAqkeKMnaJB86KkbAeHZ6UArKAqMwzitUsoMKdvIcB/0qwvyXR3gD4lQx5MK5fQrj9KhadsmiMHUw96tSr+9KnKHV1fz1WUN/3/1XLZr6PqYqPSM2N9qHZpM/+Om9lO7kBzQHkYcgKq8xWjbNJwUMSaGXBVMPlu3LqGhQDdIg3cJmfomx7KiC38jp3HRam2ee5Wv0FRBhNz5P5n1xgnUyII2tN+TYr+Y6UpKaWaA3ktHNqGmfIT6GrNhPWCAEKUWWAApL8KfANQfSbBx09IacWAbztlJAdoZB8rjN/wakQpKpD9Po8+KFBXBuLe/xK05iFUgRCHwLOktxWIlGdjcfuC4rMBVDsp82Sm8AiU3F3fVASViG9Wn/7w7qk9VqaExlbiDpE0vMUaFUtGVKKwlVOKRLC4kG1pi77eX7i25fnztRrxz0QTcBOdniTHDbCjNp2QTltP36Y6ryK7YKTrAE1r+ZbPyvLUIb8oUv8vV6gxFX/l6IMRVkG1fv4gwWG6XIZHrUOtBLrJRJSOYtzcrasbq38lr58CwUE/exVFJi3bsAl3iT5OiD2lQHZf6AXBZb6bTz1QhaT5QhVuxcH+hZQ2yEENyMkmJi+QLM0Zu7P1u7TLZ2fQ1YlDfTVUUzGmC+GkQe5tHMkwKie6SdogXjaE0DTdwd+vSjB/a4JHYYNvC6Xe4Ae51kRoRdpjKsy4oXLkaddcOHoga+FWZh0L3XBi9603Fv+mc386e03EOXj06xDLaw12/faks+27XdvDAfQ4SxK/81DdsQ6plArHaILxqvMgGedYSJ7yEJRy07gdJst+EPBpPrIWnM76TSNA3hgvPHUJ3XkXeN7AskClAAAJFxjyj7gW1qOPYxhrRneTUGIHF/YNvqWyfdjSpy8DPs+7NvlSJ0zF54C4D5q47d4wzUhfgqPyCVq2VxuMMsjgBZcalLMMUY+5+pecZgn0RMNlaVDg7ggbYA4MHxZIThMD0OBE+gqT+8PMKdXXiFI3lEQE6XoyNAxv23rLQv8QDwKXXWATOJyuLHy7TLZl4qp39QLo7P/oeerbaksornNFsa6/eaQr1BnV0kGRXbdZkJc2usRaIYm3RuJuJmUO4gpE2720WR0T0p9ZuEQHc9/CXQv8URjfNVB0eF+vbRFvEN3JcJbo79Uknliurs9Rf2lr0grBAWTFoOYyFKaEB1TJgTqe7sHHyCBiJZGFCX9K1mh40L+0bP/rp/Yl0mZO9mbUwDDxM3Vvyf8oihU3Z5lc3nq7VHErAGu2m5S1IFaPlfqvGuib6CTtMMQZPf5ThzxQ/87ZK/hp6Ai/YrYBTOxfwiEAA2loSeksvf5PmAC9OIFwPngb7lOujx3W6PKn1R8VwaUdroRS4HPTe5YTvjw3+5TU/ncNbocDxTzzvDDVqSI3GObypoHwfH/hXT0zr56eIW+iRYoWUmAV0+5nO4DpxXU/dYgFRTO7yIG9s9l5hwQ1u0T7GUGGphSfZk54h08lrRbhMr5RPazaxCGncZ4Y/d0FxxMQ5IyVc1fvNOOjg2G4/bB6xul8JpRHTqvN6+29qfOOVhL7KDLAAqijInb/pMThf30bFmBOPTK8J403q+ORcWrNb+2486KLu8l28VS5Wg4WqR5h0lx6ekJxzVbmy1wvjudVZp/QoQ9V0apycj5V55w6OxOu+vQyjvln3TP0REL30P89QUYDoX4hZv27MGpaivwF72m8wPhvCxU6oCfvzobFIbbRXn5FDMOOQLHt7lRVwj2T2b5/UG66n7waTRHTkZy5OK9NbHQz8eTZirQ1RJFpsP2y4kQf2l+/bb2niiPEVOj1oKA/kqmF0fIb5v6AWaN82pzZuB3jWykGmDT70+0gLFgVRdhgzPzzMsnYlPlmyP/jszpOdwIbhzeqXtViMv2U1UWsDskBorbGcZg84qJE15jYCJvVxAcis/Dhcxqr+7P9cAuNVrMNEE7dhoD7kjsnXqd/NyZfGREPjZ1ysJUDREzzyxJrAr7RWsJ6I/w8vvCa+11mRjFc0jW1oh7sIX/VZV4pp0n0oAuxxgz6KtczHD2z7xyKqE+NtejOtfeFgPcDJD2/syOCWG7q241ThyKQIY7pZBcFcSjpKBAzgY0LBTg+yc3Q0KI2Kytk9okxLHL8DezaKHkqWN8/F0GWj1iz9VQU7ByL7L/uOH1xOnJHr340ct+8/j2Al8eykvID90Tb4ocSjP6mmov5nPXHZ79VIZoCpPQRRHMrDIKA51yshfLu3gC156W7ke2Rq4YoSeEWrP2ennT6IDvf6pNuULcUSyFu2jT5XS8suLHHInLgZBefJVhuB6Yuxz6mitkaVo3xv6wNZ+1QLRldOQ+ERPiKIxxP8LzgCEfEuTNN1Ci8gr1YSAq1GDDp4aM72DBtlBNrFoCzLStyfprY2usHNIc57JFjsZ5zcwKNXmgc32obpZ8G8Z8UFSkdhdjSAKbBHsXPpvCD8CtpFP7fzxn71oj8un9xwzkDtaEjqD7/oOlbT52GwMN/DZcar2WTrTjOUZCKwdd9ibgRy4lxoF1IteYy3KCBGdq6hNQOKhm50k8bobrTZdpIGTeivcT7euPuqBUSx0G3m8BjzR7bKn/3ay43iK/xnrX23RzVcwzBB/CjClVwAluQ9uR3tlcwb9ICaYQdmLCxsJHvpAQUdidSLY2yAYiemP+lUc5knpAg6BP4zxCNO1kNvLC+PueSa5JSCLkTF7cwdGqP7/s1RFtjU0uoohyvxNVGh3/5A11JZTL125fZ+21fJwXklefplKJuBrhdmYDZfrWZYBcDyTiHL1dQr/DFS1ZrR122IZAgIKvHd/POmhQyikqQBmDvNTLqzdbJ/A8OWTdcRSVcCFSya8HHq28zpp4aCQOcF6TlTTXdvRveMB4ACjUd7gEZDkyAqrUcM6zehKaxFtEaPnONbUk34taqckKteEDB+swYCKVd1UFgov3F5j8rzIPBVmmOn8KIIX8nvfQHQc1SdnbmKDD+TUSDO5qN8PhwT/kdHLRAhsff770RQhOriuKlGmeCGAwF5aN+PT83a1GBk487Z9PIPcKvMFKor8JJmwWuMqLm0fE5VkF11Vs2u/Oi5r6TrurVfbvrnw/W93nQuBS0PszmZ2uvZFAnP1kF2pP0W7gzAgfPR3MtmoaPr07rFKXAwXzd1IykdCxlDImIXs9XYhPYes8TxDn6KmNZT9SPW1KGN2fWuExSwKrLBDWkuheKBbcOSFaMUaZW2Lps191H70/MF/qV9Ow3Wzc6XFsS8mnFj7g1NU6uZRreariSeup8sdCoDuNlZzfgKoSqGH9EcNE/FBTit0/njRLR/D+LmOkFhVCRT0sO6rM9k6eVSRUVCBVf/EE+mXc277YYLyn/QIznNXQkNDiLDX2IdQFEZ63lV8v8Yyy9ou5YSTfSi0v/QlsBfQELzu+9R2wpWcSc2OpV11lH618ux4d1hLrnVelj+A6uhTTnizY9w/YY8P8k/6PvlahGyD0AyQE8vt0mYLCOwxFl7x3qxRuuKNnA9IrfDyTV+2CznLPHlhs8J8DUaOytHpp9zt+wXRfC362n6r/E7p9kJDTlTPQvN6qXtMDC5xBvGxNvndCGDLZJA/Zbzi9Xj4ho5gogXlil0N8Bmuyb4YgeCgnxFWmap7HqkFIBwG58JVGxxNLhF+Hntqi3RCCxDX+2JsI076CTm9PyeGXktFHDNg355g6ujkQfFnJbAm5GNRdPwfTFWnR1iri4w1tJnQiDacV2F97oaGVDNrGFq6y+AUZ3VEEpem25sTbCot0Nv47hH36MJHTDmUBrbHprE16Iha5a8OLkgnzkjYF/eQt3qTs4KZoYHuU8gT+rFJLCe5xrKy/f0ltnqJ0r8GaVCc33+HGHaxtmxVGxxmzLEhLnXFCStVrdbAqHfymsy85IkWgq9Ei6L+kpO7h2h6vL3yTHVApTGZs+gCQetDbvhZbUHa8vpZu96F+CX9jqWdgHhrrde72FSKrYj3IY7h/YIzYJ4C2WE7DDq2494odpvXUKkgzPNsLJtPPo3vSLUcd7fPR8N8WfR28BBcHmfJGGlCDdroFAIfh7gd0563Zv/+z7k++nP74+24czcMLL2JrrqwxLGxtwXUCozWc0aHxsBmUTg4GoRQ99u959s0siwexBUJzsGWPuDBe86+KiW0QIXyHZuuP+ij255kJb0+XQ9Ow6UWuqxXGy64bFWCJVPVizJAGuEIgXY3Q8x+J26JJ6sm+SYrdhxvbw8lTPLht8lfHrDiix2ccn4fP5xlvQb/AtYYCZYiLLLAGvPDf4ImpIqcYQigsnAtU5CEoBFQ3cmKVGSM+bONEo1CIfhBwsJroFsFKTizvp9c5hpnl3EKpH46wKlQTPGrFLB2LZWXAhnT+In106OVFIUAuKXJV+n5wiPl4iK495sAX60hYXnHwP4VXorv71tgjwG0uuqZ2K5O71R5rIHJ1Z95Qmeedjl4f/ePXbnsy4kVhJboS5oOowPrxmfqp3NmNHN4j9/v4ZSo37xISap/ji60tbt+C1HxwTTQloqMRtxCQPZcsvKYTJV/3nqEhj71YxeHlwp2mZ9TFypskP7+vg2DYs1JaaU0N3C8rSIxly1sDLjfmuBVjQhX4srnMNJI2lbCnLtco0E5ndmLrYom+eM0OtWnn7y8+bXYjV81o5XoQtvnQ5aUKQg90z0HfCuAHUq+rP66UWxawvabQey4gS7cRAvMqinF+bc/pBhI8Lus4Sf+g1WGK5Z3Hpk0C7wpPUMkZrljg26MCyOsmUcKrGhuIdkjEtVkcUYNL1UpvCg4vukCJ2ha1Prj63cbq+CA34PRkt2EjGXLTR2BV0slMGNgdIpJdBR7lt7jOrnDX+LAK3uq2YsyxXOskm0x2Nezb9m8rhUNikO3VOQY3utkDFkx2spXKS14dShz0XoIhepBoz1t8abVvgFaq9OQXRA9xA3rhuS+aPqjVPylYcg1EEBfhBSG71NKbiK/gWYbMVkh2qTaMiLJiYvZkrYlOHFlklYkBsQiBK3q2cx2WH6+LXWf70T7A5yy5WI/ESEQOmUzGrruwAW/QTwv1VBCE1JuKJIxqhii65cVZfhT+S0tlNlIN4hDBak45fkbAFU3E0ZcFXdsvuNUedNOoyMY6usSgL7nZQrhoBei4tIL56bCWkwH6yzzE8WK4+oiOnkn/LGOCUmeBTs2gXFxASJGTfR7ZQjuV8ZUUDoz87Vz4LPSbd20NaWeVI/894jKfUDmtz1NqER+WDX9WaNWCarhSOK/52G2sSZWECIjl7PZrlM1rVtgprKtWUm2aJ7L5rodh+KuujfyO0G8alQP0KvaorXbXHz/Eb7VAyTEIB9CPB1T3M4iGKOWV7UoWY78vvaKfwoUaTDoa1ZqB0bYaatCKCP8Cy57t5fljlwET9tTgPnyGDco9ALicJz5OWPTP7+ZgIbWDpsdomFV6+iudXoYrVpfxVOKZgVwoaCqai78+LvtJYfadj9qkTfTiCIzXaSRbYFWbgQzYqS/5YURfkG2kltWbkJV3gO5yy2q52ItwBvA9AwW7oES1uQznnQlaBWWWVnQeHKL1bQnzte/GYTrVntzju6Ke4inoLH2EEBj9yVifs2NJXb1UzI7oEdoq36Yo2J8xJaZ6taQiAWwaW/OoUBDDo06pnf46bpPrkZy61tTzVJ+Hwc/qIOdT/Wx778yvpnqZql34d9x5Xt0KUoLobLZguaDxhJZD/doR51M+SvD82EH+0MP+iFNQoCas16KNMKXS0Qwvc7lxYbZKgu7qdGykKrrVEwqFQuQyzWoSzx9ELBMYcMU60qGuTVIfk1gtEgueR0euA9HF27Ksa2c8Dlmi2wIQy9kBjC+KA3NR4dcEPxlhboq/qg3ysGG5zHBSh9t7HZ7lKNKWrPL981HT633FHUL8BpAgs+0NJs0EG0bWuilk2H9Og4oN3XUUFFp8/d9OzEUWHnJdsP/wKyxIhslPWtEcZQsEpz9Iu6njcMq1TUIoPXqGsfBMe7/mpKiI+191SrfMEX+z0dQ8yQdJHSq8BU96t79UI6+GRTP1SKBIilWHzNPLrXydHCtOu7s7Aq2jdvyLwZRqCJHvbaJPaxug74xTiTJRLCdy1eb2rWZpamFFikT87TkhYpkl5c42oi2Fmt7XnS73PytbMi7j/yThg41GoENuxg9grEcuk4dMR2t1ZKnba49BPNtD2/00+R4VYvKCUrvY+EbAiEXjaUp0NhGN6Qa25FP9BlRJfeOddgqpeTktIa4JdTI1rUdXd6DmfNnCMGo0QEp+dzd8r4Ji7afUZwcI9hQ3QolY6sLBz3kVyFNtn4cSLGmVLNop3efG3t40/th4S8+VAm3HYHzfV4rnPcozDUmZsEJ/BGUvtXEKUSLnqjtT6L17wnvd7clGh67f+ffFQrLDEbRJ5TIYlvVB4a98PRkNizSgHe+mCb76mO+XP4aKEyj2Ij/IdAIHfQDTQTYAhhh3rgZFOu2mf0klFzEiVzljCE9lHMQXlmoTss/VqnDC0+3MBHFzbeJTe0RqjYvt4AW8lkzq5oN3AaKySTz+eXApdjLwTg28LQeEysed/lkQpRgTawoB6nhbIjNx7f+g6hsnOOP0WN+NF+3Lo3qXheUpgMb+/mJU1feW++dHQaNHO1VYQvhE6Gk8rtL4URNkLSql8K4h3lti/ovz0yuzN6gJhqdiBwwmwuNqHmayft62MW2j26D4+So4SzlYCPv7gD3ljYWDkn4u9gKVBRMu5l4i0kaIdhkwRKI5Nx/3eWSGt+/kzvA7yDJbXKGDy+0nLobJyqXUxFu+jHkwPcg5SlwCevF67hQVSJv6WXbpbWCti6PwJGtxQ9Zx18H4WvGA5uxXLEkp249HP3ZFQu2WW4XABRnOduO+vY8hYvyZ1a49IpXzbH2pkCg6XVivFdPKkTs9JCHHIk3Ujp2VKAgWQAl9ow60JrUK+k0ChMEE2skxKx0stXZMIG4WG8SZ0guLl/YKB+u4/RHKKjJ8cjAr5tuoDri6n5jEG/YTnN02hUGf5sfLv9rk40jG2UDEVKyHPy/UF0EYDQGelvy9FFBpbKDxCMh/uNHdNAujOXKckxggnnANDnQSoUsqz1bKN0xu/6mybn9gDyvzbFQveFrensBlIjV/x3WP0ALyOENQVUWkPE+rYwZghMbRK0Zg3hrVGzH1E9Y5lYSqJLuQC112zUK1GS3epw3Sdv1gMKe+WekN3Nv7CtMCJo27Acq9uuUO0Rm8U1XESd5FESTS+TM+zfLqzpX6Si5hlkmgJKWmz6gQtAlkzo8Liz59G0+UReLuJXGhxWuIkClC85F4DMOg0u6pnZ8lLZCUV1Hv+l+cPjZnnKREP4T4+rKz/6R82E2fYSaS5gHx90cZnoaQtON5qY+Og3UR64/5fxrRlP4+1MK89zR4JKMwPVJmTkPsRhpC3j4QlyY82GXQiShhHz5VgWSUZ/mzgAEfNz8sizaykgqK+TXDWh9bVhrEtKhPJuDBhxfLnWDvHzdfo1p0KFHtMnnRmLJokBtDap3UpuF7KA9NimmMBehZemvijPyLoSng8EkJgEaMqgqabOqxfvfGtkgUqoh18Sf6+C0MiNjATxnRnaLY5OCCA/hC7wrvjioib0Fwhwm4KCtxHLa85Du+gcmvZL0MzW518NKIzfMZ6ljEl2xxdr+IC3ZNKsqqtWgOux3HvlYB/vO7yvykwBFt/cYdylfe8nVgO0jReDi90FHq6P8OPJ2E8j0OuEG411kk5FTwEOPTF2f9kiX3wN4GCd3pCulhVhrmnGXZPrYwRuYVFjt8xRaoPOcqGLf7dmXFNoekVa0yr0yhMYa6RdeLYjKbe2xEZ14ev4X7hWFCh8m/scdsFwOuuhdS8jU6hWF0T6B0/BlBjbNRqRo2DYSdCGfzf2NYi2bsNMLw/aaBhmnPCG8in+uUAJJ16Ur1SJYyEMzKI1LsVEMhL8XZd1FJxEtV8w6Mit7IcNwuFYP1Llq+577lRpQSf5CYBryPzEWBexL/5n6d7FFkuMWHNQYlM4EBx3a5O1vlLSBzLsCdMVkN3Rm94UXBcnJYV4D9y18uw41nep9jt2JFBoy3Vuap8jO0JNL/rdAQHb4cioonq0dR3shyqddWBdTXVS3un0nLXzqHRC3dNlo55QW/tWu0b21Dcy8NTkR4WGBMEvxeR5czSWnc4EwngYK9N/mQCRHf8I7kXW8CQlpidfxhO8szHzlPipAQkkp0wVTwIA7QG8z8DxO4I3oqxaX0LYSpWdID30w+CwlaxvzvV3hTmgG0QOVKZ5yL0ixlei+7lJJq2JcAYysWFoW6Z2HsUhnsnkSSL2yJIWqExcn8ooDmcGilhFK+7SwGJIsER4wCgwrjMapWNc14S3FQgMh2x8IH5UnHDZozJjtzYyHDkoRwuHBs1oWeDIx0NthuoLChvKrtEnNwn0/hOg5hWM3zI22YDYWlE93c73IlNn1vPBZd7mPRtR0+x4T9xMdwa5jTQX0KRGViEDy1v63KJoiQLagAOE8uXaGgnP2sprYhywG8PhyLDOpkIF515Sc7PgO685UWNp2sWrMBah1oexAs4WGvcnJx6RYFav/4fdFCxo30Fmwl+nuFugEuyoO3ALmYO0G2Ejwfa3bz/j/avcCXbnQOyUs3HiOGI8e5B9u93FSK/QiCEEx0/LcnA2Z821mIdeTHyL0Z64l/cHZ5W+jZYL2r9tBqYpNKMAps99MOy34wKC3DvNIEWnfnRsiyio7/GmAXEHYq/X30ZtFXjzXWDm0+Zb1i/uLE0O02DvEYVYctf/fz2JrVx8jF+wDlTo1z6yNKcln1Z6vMIM44j6IvH+fxjUhlZ5yW1LyIvaEs9gWNS+eWvshEhLKQ8pykCYCSn2a6rE1RVilWJR8IG04LVKUcd6GYz+qw4ieLuckWcuZhwO1jN4xLHJTBLM1FrWVo8SgZCBuYxl3kUFBh/SpK+DwoVZbb8Rx5DMWTc8o1Z582iwm8XYX/pGEX9mP0FF1UES8TqUQs+hSb/a9MO3pDHdZhklz0JNM1xnX8xuO7TWYrZ9ofggCcjdcAqwQNcWaL3poP4VfQu5/eW8ftWCm/u1HXDFR+YK3ohoKMCWp7e0ImT+SeAuhBBNUg2j7BX21is9qmuHITIAVSj44i8VdcpsTizENHGaYPkL479kDEh/skuqRk2hNP5Pd+4XR9yHE8UPQrvifuaNL+4nYoW3UVkRrAu1KJdeNT782Ae2KjbTB/+d5Ll7rTpR3R+KucYUBjfMbZaNdduMoHiic1ddxSAX8roaoS2NBk4SmEpSbJWTwtBWY296O9cUcoTC0pgEOXPFIU97UJYDhBnKg8pY2lmk7SP1jd4MBRmi5WOdbkfBTa10PgEPbUNoHFtdSNhHvMfzFesCH41YTgxLBWKIkvqIeroFzUTo+j1sILKMm5IBV5a8Na4oGIiFudTy9SaaAem3sg+dpQKeARzyLduwAUKbKNUmKMLqS3SI9inw+GTGy/VZk/04F6a4RLTJgVyBJlgnVmjABjdv3PpztR6/wJJniZ2t8GO8T2aVufHgCTSAoQ9/XD5JcGnTtzAF2mdczkHa8KkyF7iPB+mfJKShPAeFsVwQYcF5fd4+v0qMGG5cID0yq0B6gQHGDHkCXBLPakC9I3a+zy29cucBL9bc862f0+0UuFwoopxTGpAMzwnTMp448SHe5mx2j294Dit9qk3RRZkSdsDiJZa8AXUM2uWZ8Mj5bfsKUnlyWs0j7+stgg7NCwXvfVGjCa/VF7lWB+dM9eUnUymCmFcaf1Sg5Aj2f+Nl4oFnIum15t2b8eBazeitSdmIyZSYTDL6tgOm7asey9x7aParTiom6mrPlnExkgpNwSahpeEM2IFbczLDumHH2OnmSTjva8uQqchxn2Q81fF6VTud7aQUndk6Ry3lxlc8TJsJAq6jB1S44xM6+udlB457EMaTaJHAvAjExxoVzXlvPKgwQ2iuzInIK4RadeDi6DVZMXFyNiSse44zXqmmlxtIVikfsbU+qU4YNnyqp5WG5G+qGgHMktAr9+K+xJCdbPOyRDGeI8naoPtef3/jxjqOPZ1XTy5TuWu/BRHY0jt402mIJTf2N64Q/BsAJRW5pMA/dnU923fh9k7fL4ZEASm7oZylGqzJMNkZ0OYbXCbWX5MtE80ndynOii4P3Z9qwC9oNAhT+z7KDoYoe6m/vyX29WHNcvifVz6Ku+OFSPLTMl9rb+a3wh70cv657GiDELc+zIowUhmoV8m7NvInqJMgviYAUb9xr3BoMCr2L5pnFk3bGTQxBuim+XLQpAR9wiFE8gWUAlawa+j/JDS37zevVwdGh1Pzp7Eb+u8P2mCgc7BETm152Ro018+YAd6jMH36Nwnmom2ktPud/yQD+kBbAbyDLccAe7DMv3sdyj8Ga5pvGlFxITmFpnlBYiHNc66ONUKtfUJCAGS49Wos2uu+JNEl3A3ZiKD7KzGkFQZ9CmsoFtNOjnfXhxg74h644cgWirWUw0w5Yjp5zuw2wUsEzvgGUN39OGgxvMIV9phyE12rUKPV1pGX0MRA0wAfoVm/jQecUyoCbe+DhbDokMGooMydfDjISMh6ZE3D01cksdDAiQnUN5Py4k2UsRKkBK5Ai05HaiuPZG0/vlNPjyIvfu5405045rpjSJA0YboTGv/AoQDICXb+5bKdsAN0pXi3Y742h3eVYYsRIipvJxXDDOfiwCIn25dnD+4Iv5P32jpEl/0oEQxIZFAoUcFyZv7DM/IdK38Xc5oZK7CPJTHLqHQNsWQxZvFPGCL8NVobgcSjgqb5RHgRrBFXtuGH5/IiMJXmpgHx2lMCb1yHMWwWt4JF/K7oIPJqUYhpHat/mhpQIPNK6HmHGV6f9D3/3Y42Znoe4SfQFomcLP/DfQJNOIYeJFKhPi6zFVpUxGHWee+k+03S3B+T2+jSy1w9AYlWJNwAFdYy0yLmDmQcb7Y/HlWTxmSN+X7idMU3VrGn72Tu4lZ5V/nqz8lh/XYkYDCS5/lxZ3E6wA7ylB6ndRSHIkyx0mEqJz2XXljrdWu3sfufhxZvEc046GS2I32Q6WOY6yX3+n+eU5INmUG1hNatjXOckaizD+BtZfT9TZ2UyqJiywzyt8gkYG4xH0wnv3Bqa7PJkdlTBtHCquBM4ChMd6q6tXOymhQJhn0ROSI5RSK4btsyL1NsCN71n46MJ5WkCS3OgBQyp9xMfXeLz8jRrL/zKC/zHLVRh5JgcTzW3QhTptj4Zl36CnwFJyCbnS2fRxOzHzFvIsv25/Nucs70QPGv+o6pQ6O/ALyNknq8SCpiswMGSh2/7HJu5OxUt0phSiF2/cHA6Jjl6ro39cklSnu9/4DAUVB3dECuX0DR8fj//0mMfCB3mF0GTS31Ne0vrpKlpXr8ksk3GCt06QgbsYsSMeLDORpXTUJV+jfHbmJx0uXg8mVX+coXiUObwp4hnwX5b24BThOW0N4Dvgw3M4lUmGSnGMtvPZSO+T+tIxvFZzQf2pT46zWSIvspJU0IMy9/+6Svg+3AXNScyit5rKjrCWdNjabhisjiqMIGfg1kGua59wYNQEXPlRMEYuA0GbhahKdNjk22lXrblP0a58Q5ErP0/OqSwP7Xv4phosdxskYoPYbHU+wTFuF2YxvG356UQhBtptECrx108ev+UaPqOapNHnJ0j37eUNHsnanBj3bSSqgjYCVR1Ts2If86MA0WtyJg5IIKlkIGEYWUrQ5fcbAVCzo18f43rRSPuxTUK3DLGImUtEIZmBESGPkm0rFUVfHqYQjx22uznc1vzd/oILX/XQWsHZYri2pLVZLGvxDvRGwd18mc7jxQcPbIugvG/nbvKWLKe+5jgCbLPcN8pJzoApCA91ZvqyBejSLjdKAIeJXPOe9adkEB9lsk60+Dqr7cbTLmHu5r2iHY3t4EMRUDUVUrYkK0+FOnFXyU1AxGr3wS6MGwERGvz3X3iMcVPYIg8dSL3CY1qbz4PtYIIOqlt3SZffKqm/uD/hmEnb6d82jJGyAhh9NqGpHHQlzHSyZlaFHt/mwH5d9hfMZk2CGJRqqSmuobj4Pn0wouENTk1gYuRjIxV9ylJ7Zj3iHZFos31NTv9p0wr8lY5sotSLMK86/6MB6NhLsyJC2clzfsD3XXqj8E7YzEYUrNCReRGo0BZdKyH0h2B1fqwXsTv3c2dn0vNf0FtBOLFyDXkexI1nP7Yi60otjDfO4A4rcIw1aN7bJIo7sgeAlzlU0HqORISUr4WQCxvD9b614Z6FEapHl/MARXS4wS6qBtBhJGBzmoopbMCZ/G3c1aAKJf3DWe0lATV0zpXB5+0FpXB+VDmCp33UGSkyiz7iT++Oi4w+6nOgGvJW8+lvShr34UOAnvNhU2TdXdPFPFQkpb+sFzpD0t06angDJ91i/rAqKBWQbuzuXhKYjZR6QnQChGy7Z5HUlZ/ZuhfHMYIT6GoYoVa55J8dUcXbId2FQ7S0m2AOoVLZvrXshMVVNoOvNn7vY+rAjm05FW1xQntl3MoRPs1zmSgfK6SA67IHwNLriZIKHsbiESupE9+y2mOO4hsmPxhc/pdvmmgv/TTaDa11eMViYuNBn7g+8JI10/a7dMfv2yplBRDb5xtZa+n4bMMQuLCUR1NVOVxV7jUny66Rbu7To6NZu97/lz5OcY/xIajA2mDiwUy8Idbt6Z8+GA3dAbPiZ2Y+utS6aiHVHK7Fo8X4lN53d45KgeREfPS2OFjQQGRgqPAJdoORACZG0L0MBZNYWXagd3T4AL0x15CbB4WenEA0/4AJ7I3LYkizua/8n7F265OiCTFXJf59newXaMxShML7/XZeSPaRbc8rigalJoP7PUX9Qi/ikJSwr87L4YYNNaeeAfst2yeItKtz0RkruZQZaRYiABX/MCZuS6masXfA9YXDHCcmsog4DzNd+AQVu8+dzzXGAhgRV80hNy9y0ITJ8wEDqB1e8jjB7EvgkeiXjrGDXQeDktkB51AhkJie+ob/RJ2xQ1P0PhpTY8V/IHc/5Il6wqAetmLv1r0EhEQlBYhxGGomj2sjoQ1bYFz5VkOz7OFlDMkSlnCFHnRYiRL2n1UdCoUoARSmxojh5+8toj71ua3dvnxlRD1K+nnPTwlqoQOO1orfEgIOY+DnOQAxrC2O7oAKLJli2NJ5v5PBfKmOcV6Zoh2YLX9DvEto5DWRE+7/SIlzRHmFQsIBjGBbzdEKCgM7dxHeWAymc12balJFO7nh8TFC5sBq7CYaE64WVFBb5V89n25637v5iDl0HA11d9Y/a379hcNsdcODDWk8u3qaIkHFoKpmnn6JrBLCECfK1g5GI3eYklLfxnMIj+iVWdvRTcv++1H05UJgHgeyZKnsJnVLBv6eZ5d0Ary9Hejr4k7ZS5lBWSaxS+q7AqSZnu9nXKk3y2eFjcJwYFT2XFK9FYSBaMACw54AA+s2hB7rWM8jriPW15HoYedjDdTUibvl/Wi1Z8jfCz8uNtmlMGTdcjAMW1AHxx/MOG4+OtOCt/pHHrena04Zqfc3sEhCfIzWBPB8mg++lVUT2Kmll00PXa9Ix2NukZFmaFKXKLT+K3GSG+VSsqAfq6pTeBiN6b3m3J2hykkkiAOk024phw0xKKImCY1MB5lNU7bUTjSDVHaqJArubLUSn6Iy5M5RwbXaQwtej0GxTBsoQtTlf85F7oVTzGVRT3rb7LFgNIguYbIJXyyv81b4EuHAul1XO27Naqe86Y7BBoGa5U5JAU4oYE1z7i8d2GIFtk2ackhVYAn+Oeg2zZHzT2iKdHNdSU7JOQsbTy9SJNbvmhtlBwYnSGSRNgR0CP/dsNATlrj+lsN0AsOkejMJrogpOM/xmy/mkHWvW4JO/eyKANU6S7VhsW/mffXN/CrTQ2/Xs9CaP9kDuoVvlyj1wwrscVHwfEkvZMfyWUPMkQNy9iwBEd0mo3sKjMMTgfu77YUb2OtlS+msaKxhG6WDeDapp9vN3iVIwSYj2Z4Fh4+ZAnElEdlAT2w+h2jAkgJIkyV+HlMfIyid2+6cU62ezi5IyG+rJlsBJ5zxvoJ5aBIj0CEuLZVWAPwiVNPliX14byUUJx6tRzzzO7a9cibfccMWOL5d5KWeq4wCCEz5Lxr592Xx3QDzTXAjoerzz1c75NMYTW9RqRAHWa6BPzNfPEakaJiBJsUnqGgHNSxSu56DoybB5Fl2rAPDWQ/EFH7ipihAp3j0o0UCNcDTv6Cj0z7YLGPqPZczFB0iPi01FPLibk2SCSxEP1XSJh1PTlbAw3hj0HTpg9lMN7p9j9wKiRbMNIWifk59XB2cwKOD3g7429zfUCIQd/LLj2XhM5pZ8GSufbo87y8aRnxASul/hGLJtHEDM31pj15CwFryPB1IFwCi2Uwv3OXHNQTlhHfQmjIMFAigyejOUTGtUlMtJya8jQP1M3oevH4qFYUjKKyrGV7YOSVft+T5fo5uVomYDVIlNmtZbpBFNEQOUZ1t4YE9PjMJfJuISWhXBr4WPsBD9f5b3v4QTdp9SqeMpjgemXUFxC7IXrrYN9dw3n3QWO/+1pufg6ZA4nKSJXT7EeI7tFzDho93+TZR8e/WgcWIHUYc9VYFJAfGOFcEhqwV5boV+UuPMfWhwwSP4fJNX0EBc1LtQJO64rDa/nc7EI8LKME2dWNEBLxMvCHfRXN5xkh9lH3Fqx+IbSl2EzZvncDEOTIpf4HutUNiOAm70Z4FgoIMNtGwrcnzeiO8Z8aazrAKcMXGVQg8Kdm2hG8Zjhwa4TbHhFsRBag+MGBAFxT0wbRGkefySrzrTyBgcz99intACO6+5JgEOUV0FbYNz5PPjOX4LpxPFOZKv38NLlKVmrnFoLqkdNS69ewC23pE9yvd+8asPZOIHG5YOVR+JFQKKIUuI4euI0kxseD2tp3IWtH8aYRP4v76vDxD8EUIHEjQlb4dvftFDhcsnCXSnDdeElor/KDlZN+dDZFQhc08G4OFIYkGYcJliBnq+UR8OBbPMFLB/1wpINgPR0jiSfovo0JLX6j5V1izBVOY7yhux4n8GkcSshn0ZCNu2monx4Dr+ffGpNgmSwtKG/jyyzTf0Afdn19wiC6+hcHdC7qF8F9TKqWmtontrT3gfvMkWvTH5RmmUdDzjlNpamUuFJDQVMTfXRKwKUVf7dXgcBD5nUeZZHVBWwhtXDlrY8f175l6Wdh+qeYuDREdDQwIrYlvVy5yUcmCIEF3z55KFeOmwN5j63R280CeBSZlpwGnVrsPf62WlociuPQa7wBf9Tnt/6/7rRXz1VItumRdpmJk40lSlu0S1ZsJIi2yjAszonT4CCuG714JohXCX9cwHgT53Sd+7bVwEQPcY1DA1yXCGa0U3dZ0dt7ivJFlHZXSSylrc9cUUB3/sYVfxMvSYSvqOpOHtn308vg9l4RH/SAYpRk9vjogzSLGfKx/MUZvp8KJNoz9dWiflDVyh0KOgXD7P7Cmm6eMZ5LHtoed/Mp4i7Bauo9jUkYalbOvgWzdwFRS1Nx4jk6u1ahO102HBr92U1LiEWDrM3LcocAODX2PqcC1/dQW1tgvmmMBm9fz8PNkUkF+Resxt8dDQ+/RLXjFXiKIg0JqZLSSE0TpFgTIzff4W0T+NNd93fbXdBirfhVILn5IgdqI5PLSh+Z/Gii+JPL6xMWI3QREAe4ctbth6VbJhvUgl31EP9pf9vWsCZ6kiJ8c+rro41JyIoXHZwcXDT8Lp0+EWf90f2eNIEa3vLv/112L1IlgDpmtlyepj/kuZOPAPkVO6bndnCAxzlNs9no9t/VhzUr0MMNflcD2xxqq7R8DWg/zVAxweO8zSskvoUfYgNG4hxvccGFJD1vm+BM2oYTTwFBwNLoIizpyNLiHSVHX2qEBZFmm3hBXQHizwzt5UMNHufT1bXAJzMEXackWWWWgSWm68T3WKdDzYt1YkkU3PCArPHikTQJWYjIEscOMrGnxB4tbf+w2vYRdwnFfQo5XRkAdi+Hp+y4xQYqFIxNI1WPZGOHYPw9aDv7afpWby5v35VLbc+I0FGgHN29bmIkPnwS+JHHVQpB+dfjrb6g2sDdAfedyKaDOH2lLMfpxUyYv4B11uV15zZnOg3DjP80etBPHAa0Tnx2TqvWxqp5ytnSm73QBGM73FrB3emNJFeiBH6R8yxIZkpki+fjQWW+wcg/Grc3acgooQ5MHqYZ3iYi02jGAYOKJcB05Cl5W2mRbVMtO7wy188Qv2+ZL3WGp2tIRWNsiQzcC3ks/yQP4vwVTAVpt6D1Pngbfe3LOcRuRb5MdlqjfScOhQAW56k0yaMLI1o4kEGzr+iFs9OqKMzG3ODMAaPxv8w+yZjd6BBpI+8GEyp7XveRpxf6A+wvnfkbHvKn7QyDhG4MOci+yA9RV+HxnDe+ebQDsyPadv44jPBigwBxnvIBewuJH8qHMwlhoNW8Pm2JgRqGfxsn2dZdKe/v53s86HyUy66wwvvtUg7fzJOXafP8ON2tZTZvwLHQKhSBv1S11ycx5JV++paS85/21/teaGQ4VFbJ64awOPPPlvNtwlaAeMaJZFGX8xKYCQAQJKe5pN74pGioA0EVxhSQfPPCuBY4dPbcdQU+dRDvHrl+06YWJVlhJ6dYzYBeC2bDrO0prGWL/rr4Z9pQkm3YrrwLY5TpWSIXlCx1hXeqZk+sgAipwL99urOpIHaNiqQ6WYcaRsBD0pGj1Ig2dlCPPBkDlKlv25ZNWKvQfZmrLU1dFSQ6od+Y5gdZHQKhRTHVaU6I9cQ2a99rdsCHT/gFBTqHi3yvawOhcjRvQ62747KkAVXl3rRDZjzTjFc4ZcGEg36rq7JQr4SIKQbYrlrN2WeaUaB76kNAjBi875hcZOUq7zi5qm4cBiaSUXovcRE48qo3iEF6C4mRhpMWufWq98J37o2/NHm22Qtd2Xdx34SikRP+DElkWkU8S4GnvkQ35vm39ZVwGtho8uVAycgXI5W/TqnQUGChUJWuqEoByASflr9DfiGxOWvxQOEtntFI06rjTbSeadqTmsOn/xQgLPzQ/qkWsKZK0kVDyf6N7Fi/Kl/P2bW8RaRkT84G2G3qqLUqzn24lBvXhuqa2YpB4wkKaohS7Ho78ec60RWmNOYphX5X1VIybMc4l5yattbrKX9ElkDsJ5qhLXjELDwGtEFxSA1KHqRspfUFXaXLIx7tuiv8E+b0wXH7d03GZjjiHMVpystq0Gw+ltX/acsI2xSRTpRr8WRHS9iFnGv9mYuyJmULISozdoJznqrgI1FexwQGhi2dVEGDG+Iv7MOrYXuBj2D0su4sW7talP5j5Sv9GyttFsrHOqypX5mz2mgkrdjWcxNt3C5OI9QwPZaoNDiyYFAZG5wIZlLwuscNt7CUqk3/Q+OZIurLiwN+VRpJF4KWcf3FWS9lwHAv7wlqao76nMMt8qarnKebAiksHHTF2wcyIgPbKQSYAMBBvZdvqpKilhBBtMj1N/cQKINdg9+VBFVr4q8Os83yXg+gD0OTv5y9bXuomYbaf5D9lyy3XUzPLeMFB+Um+GqKtd8Qmi8vZbjxog+I1s5sBw0J0wEtY++EWoMcC+4H5U+sdIEimqQN9foJAcMwKV7TAjRP/1pDE5AANeYkFqCQZpQIFh1nWfyo3nbydiUuIYtejzRCYIFJ5twpQKEpCbOpO68LuMms0lPw8fVVvDgQjOYI4G0V2urZUFjoMz0HgycQjGqyrRqSd7QnBr/IDxA7z/znoTNMIAh7Q5KzPyMECS1ZZpGZclD5dtoL7CsFqM1y0aixaxrAMyRJMcctkvGNpDSPBhO6QJH2gElpgNiRarhkvcxjpuLNDxwoUgcHJU+qcgM9AS95Zy0klgUrxgC9QVtoosv36F+9laj0og10uARGymMIGfVYTyX+PsEDb5MuHI+V9mr37RoKSTpCY1YzmI8znUCYwiacuU9kIWrOcv7IYDGJgUJlYLZCK6XBA6fG2wHaJy+b8o+XiErQAJuJ2dggrYMccqlIhAlVtOOul3idBiQzJjccf1lKBkzrNVG9I7/0ikVDuboHvSLhXFhGRUEf1IGmkJHWSAhg4b8l56udA0OG7qlcksWeA739JviKCDYnAjYXXBxbCHuhq99DJbV5aZkFoAVkuLHCYPVeKCfASerDQe0mbouwlz6HasEFmUa0Kj1g+zas4h27LSMZ/YOQ1//I9Q1BHJknioPfcXdSLNrO22zWenDbmH+ut2kwHDUqMCt6LuwQgccDhhOcolvnYVg65CHljLFvH7KBztGN/tJxZ0iSHDVqXob/58sYPB2FcLKrbuk9MTh9RtBd2wwIBGcB216TUj9MmVhZE9TiyAMCWztjqX6vqlgOaPviZBO+7M57XZYHy0atUCWd8lNsqYQqIA5mXfB12IWZ0htopigd1tLCPknSnvpZ2ck5n0Ie7K3IP8Hm0fFGMrQtg13oTqJ/mFNg9C9ipAuxApVvud8Nx5kcxGwZ5jsHtAWu1FgaXnlxx5nays0fQUVYceSjJEnKenuNOGyhR6d1WW86ma+IDBI5RWvyVkndiCwMjkaIF3EAAAhT9IZwkslSXnXQADIPGJP01Spub4grXJXAUeCzcVyUdiXG6pMDqycHQO7EGq1GlLZSOYfxhZS4NRYQtVccy/CoFNJs2CP9W158iaZRD203e6YFvGc/QRvhjuU+oxWc4Rb9Uo7Bl1cwm1/fSn8J4SDOP4mKlK+berAmnnBdVWqk+tKQNw9ypvPSaMlmm6iEjUu8RjjLJ1S6aauIDzxiyRdvVnR+AJV43PJ3od2kOZPrYBjAVmRTEgq0esHquwzNV0/mOkcQNtR82X9A0U03G7OyeXgkMhFGNAD1kv/doMC/VNmQbUYmeVEKYf0JxU1QB0MKNCOcE0o4m0Ni7r25AaRFg7LI6O8kI8RZuceaqKxmweyJZHQrOENLJqNuafF1qdpF41GCCgvkCII6Bf2XKM7gxdzpWU66VHEVjWtSjggcXR1pYWqtFhdbsnMjw1DZ5vIPbW7kwCk2gBLE9Tu/wlfRvHfdbyerOG61zCxsQoo6GQtzhunV4HGCz0e+F+dcTZrwnTq3K3T2n75FXpaiG74HnRDGa5lsHW8QgD274aAHmdUxVkyLSLphIc9nn0WkkEXIB9MTvWART1nn/aEsxJr0Yp9pmHJJ7TMMv0D5Ua/glLo/LH4CJUB/Ce/fPHXN4oxYCf9xWH+8EA2XTkYyrCmqfDQDvm1fqcxCVuIeMjWoi/dX2FJqH6A0y/1dJIs35hHSnTbhOd5LkC4Zc+VOr28UmrRQERwmmv3Aqfx8tR7D3O+l6e7JN5AhtV5b/wF077y2GIg6qnZEj5DttvXDCVgWbFycT2OntaDoBgxud95ITDIQ+Dg8cOm5Daz1RmvkDlLVhd9NppyXfLthE8cwC7wv/z+pijTW8GEnRPIoa+hBEzj00c1gvClANc5/UdRg7pa92a2K94n09qlj3ICJwRGziGLS/H44MNYA/oRLvYP2djj+RrOMrhyTUt9QgnUxvkorm3/BS847SLgaXU4+nZTqfgMqeCEGg8pq+DCHYoEW95I6rzuMy32eDIGPSV0UR0kFck5VVKTbMlOC6Hz/E7dWRaxyeogYKxsIeoclx++YlT12iPmENcB46mxvp1NqjoYTC01YITZS8MM0Nr3hYYzhkuX1Jrs9e5xdxZ39+y1p4mT24Jp2Eo+7Akp1dbgHdyNMQEDk13u4XGCSIu/wUv8tPqjhPXfo6ajwW/u1jxcLRK/SueJGLhGC03QghORq4GyA06HoEl6ohceIHR+5nSgBelnP9zlR7sSHdOyKghlZoGs1jh58ETb0y3fm3AhewAs18ex2nL2rWBbQAGAot4pZ+VdIB9baKXB37Zh2W+NoawWLxW6Ugx/f4Ov7YZmdwJ40N82dBQV4eJuhY+1HV9QVsHibEeHxSk8P0CkSn4ZwppXd+l1SAwADppj6GDnuw+8YN9YJQxgu1JD2n94eHD55nteUVd4x/TyILME8YDUNYB9r/hnJIEn1MYLS+esaHQYP5ZbG17EIAHaLhhckjPa2KMpKXnL/DfA0REpZKKHvpqfJlcpJ73w7dn7n+VaZe5gKQ52Hr0igZqiXMd2nS1h6teu9o93ad6iCrBT3gmtmu14lqLePEKjEGNt7IYtyUHKATW1nhqspiqA1JYFK6iQFHljaCaveFwwFKN0idOs2uLSr2LUpHIA2GZoFgH6eCj+PuGRpeMwtXNLjoA44intmxjyFYB1y6gL4O3Q+IyeDvLbjWXrTnscx4xzjzcCSM6LhQGCMGcYGc7iRyIgkc7S/RZ0/HnSXCoKNPRpsErQLccNwZN0lfpcKq6UH8f8KAG0DAz8hFvExvJd2O7tUufuB5qH9GFMY/3SFKHLjqaxCstv0vd036nHa45OVe+iinHb5l6OSVF8Fgl8u2VYueky5cVJVMy4v6NkHDyiPNoNeDpnaK/zPR4CnErGvl8roDjJwvkVPGLnPN5C1qy4I1XY5dj1WGFclxwDGGFuTsdCvs4cbCdvy32U6iNeIua6GWMe0UDlQ1/+xPM17U8ePDpybzNAsJChKjt94cw5oV6KBMVaOkIJ5RIxdba1Xcb9Mqc4wniNrKjHie+Et08RJAkxRy4KGmH+SA71TIg2CKFbQubUTqatMfc9jovzaoocWWdyqhFjEp+rARWxlHsBS9VhaGbg+RLuX+9T9Y+x2WzPOgouMggahlynuMDM10UJHtiRBWiriiyK+ui1IJM1WOtbd7SvjEE1eGhKB9/Cyz0nm3q36U9TJSdvKx/LfhHMFGxMVvfOMuRwKLt5IDaGj57ewwNM4WF1p2n0/w3RHcqa4Wm+ivgfCGsYipKqtHkdzflbfUIMnkpSARqGyGKVk/nQuCFmsaGiogyQsGi4AtZNmdDuNJQf9GdlQs1o5gq1cgcEdep6Bp2qn5O96NM484wP9hwu1M9upJNsSyH0r/OkhoOWhBEmhrw+y6A6qS0ApDqS8zKYYrgJPzIZuCSDgSbeb5OVQ+ereyTdyQM2mbX1eifFo0VTe58BpWGsBDrltKPTpzeOrI5XlvKeQ7Wdp8ZxbS3qyJiHvwpCvWbLFOXnlBEv95sUDdvUV36OtLU2moo//8am38jgKRc7eJcRec720v6R8ihKLmKa3Z5xVpCHV8+T/O7/IdQ642PeGv9KpJjkYEcW02ZdlfvTrzz/bN9M958s3YjemrMSVt9ZPH7ya280F+Y4BurKB7uQqRk5oSEUbIxoWEbPKvjhY/N/nDyvglMru1Pc3J+DJ6PiSDpdCcOtiMosS5t+hKqzJl7Pmywultuta02PK9jWpEiNV/U2RqC+A2CBSGojlDM/Gg0LEvQmz8qVlHz/khIdTi4oH2NP+cbpgO473rzpSA3o5rFMQwtfxGPFrf1O6zGP4LfWgNHdj1qhAQjejTYSVbnJd8mG2pY4Unar2R7ySVIVtdlQGN6vAHOn3VJQyaF4T2oekc3JrfjRpXXdtsKgdfadVnlWrYP7qJ5FxjpEStVkPzsRFoBKhUDcK+o3yCvp1x3Af2aBPwnq7ooyZSq/yfcPJF0RDEMdLseaB3F6WdQDIpkCUShcrO8wXinhOCN1xcQbAcgUXpENc67mJhr/4CMKiY0Zj1oSDrN84OQIV0v+zFMcej/QcVomduduUU37bG1btSsdgyoOWTk/PFkqHkBnA/MuaRuiht6J02/DastjpkFrhcEwRHoI4oGWAWVrjbR28mVS/vG62ydKvHEI2zNeiNbvi8k4WOT9xHSKiTVxTf8/iyBhbvwSRedkF4vmu7Rnpsk1l38b/Ck1B1soNp7zAp7Ygl2/HZAub8ffOo+M6m/AgRKz7rVdJgyZ/xyyxsQiX+g+cO07nr54+6an2zImmJL0UGKWqYzSnNz3XCU10DdU1GWGb3mYwcZEaNlL+8YfKoKbq/ZlMi8ZGDHoFE0CdmVW878Alc+LS4X8Rfv4LJClWOWIKDu0PxX8paXbUMTxzCSiduQwIQ43/mgwXUe5iZeFIdCaPRZ6ffeYnThkSN5bl27QqTLpbpikQGWyE7t5t3HW6qfNd+FFN2tAP0KPFluJ8Stv1WMaKFWaK9NiVIav8ZXsjs8KUoBY65lu3zW/4nPe+vbGz2eI0QmR0vQZJZEPPBfXZ09YADxiZFXgNKyg2nvMCpmz26Gzu65GTXfRX1HV5+Il4LQXW8KMVZLUhnKmLeR41/eRACeiJwFoaY8EvyHiRzXrKxODHrafmhZIFEEbU9/ustLWJZkTcoYowjjS/iLm7nCT9EXioPa71T+boK/mtlSmrkMZT2xmkASrBRUEZGkZ8asIE4Pg7rhohFlNsg9HkJdxlRtrsVXe7D16ql4ULJzaYukYFLu6dAsJ7gMCI0anSd8rcmDVrFAtp6RaL/oiD/Hw+3UNg0AAzZgbW7OAfcQZ9GzMmk5QZYSMVLTyVj0cPc6dcH2ntoayaE/BFa1mAICgvgtbVEVcLZOFycHP5Dc9X/hBnGHE6fSBqV7vS5furxq/NG0HWg0++zIR905rQVHskh27eD5kaI1xzahHlMcnBwnhl9b5NK2jOk5MJbOs5H2UCOmCNxQbkTgCkIE7+8JAEu6K3Zqej0ZZFFz+q+vXls9lKn3dcLTpWud/rpOwIuyb9cuuB9YVTxkoTz3bUfZ6G4JYmdzlKVu/K7IIpMjmqXizoPgX9VI12QE9+nqWTqYUsmIcsNjGrND72n4aHHb9wmzRZ8t2ZRe6ea5Gfmp0G99BCwzgzCrNpdjdkxkP102YRb5jz0pKn2OPh28jNh/Ejmupvn8K7qrmovZ27MjdnlNWQM/x+zuvRRo5lyaZfyyY8BBg7w0D84prdtA9LLYNJIFlpb+tZ2rE/AI+/xe7IUG3hmSXvVd/GoSAjKYzOEjk2b1ty3x424JlAdtL+Hhbw99g54nJubWh4N9+8yvnieMjoYavMM5/fhMeMqyp62UldwEhcdNJeMJ4AE8cMO+COvBQMsXplBo74wbQD+UhgCGKtL2mFFNxS/tSMG8VbYHquS0WROAJK1iL84l0FBXfzc9fr+Yoy12AR8E35HrSOCSZND47Ww35Fy6SnHtCzhq2uTl01g/BOR8xUx8MhGd5T657k8avgxRK59+dgwRYBlz2QD76l9BRJ+Gyv8iAcQNdQM6ET0YPUx/mGl7ir27yjKx6JtWe28c4jptSgem/8fArmM+sxx2MgwWAL8FqOPs9ssAwCHOTmEzseBubSs1Ryvi3hdfhY7lONG7IfYN1SDXbAAAlGX2F9nZgojCPRpNW4o7ktkam/QL9pb4LDwrq5MkeFh3gPVHXUXuJ/8j4vKkJtsOIxprRF2hghSl9CGBnVDVtf6m5Cucb8C9iUWtJeGrqCUMkri6WcJ46JuooGd2muO2fmmfVBPeSDGtbO2Ue6mgQYNUKKVsLfZSbhxTKkRHv+SumEZA9FVOzqe3BWc6pEXT1QmUyb5b7MMJ6i7wgP/T+v3xyksTxbRnlYhH9SSu6q9r4eXjgY+YlgyT16qwnUpnCjIat/2ai5k2cmw4o+p+Z3whQSMucN+Y6Csw5mTsIWYu5qYnMZH9HONNwAzcy3+vc5d6rmpLnzxL0CNqazkhRokTmSOatd7gXIISBFSNnly7ZnjKwuudsPIRhm3NiyKipNmXSQqXxuDOP5oDlsuRRRAZCh9ifQLzfGsy83t9pdRv4k5YjxHpLnnHJMsNtS3sR8eO68O5/XJ6tEj7r4NVcEOqqd6VGF1ZIXiFwxppNTJ14fT52zUL3imdOw1fNjaEOg97AYG3twrwhaDuPHK0RsItHFiUyr0oBpzj/HEo+b8/9MCdSS0XMj06zx42nWaCSmm4/vUYNfw/TLFsPZfwQysHJ0x2zJ3CTNGxOiIz5nxuUve7Efo7hlIWHqQQ/UtpW7VCm31cDdI729h5WvNqMTyR6vkheQE++tmHYO1t+P+828j2gdrO65thPzXZ/JOhEI3MpPdXIfHOg5QdgJGpi019iryHREomoMlXNEfacvgsqJ4VdBn/KYi9+MxG556ZJXF5FHvL04NjGEPxydSwXTGqVVRk+ydJQ02SLXt/nezeOgH0wCxh5uxi/EgrzYmmqiIiGUHWbasWpmA6dAMLPTSNmjxUMWdQnpX0drQP59VKU3k1yF6yQoyl73QNG3K9hAUrrb/8RxjxeLDk0Q8HJw+wgGiiFeaQrN9/WX1S/FxSwIsDNAkIJcNqMCH6iLjexFb99sQUoJ7XiV5SZmJx9e+peqkcWTEckXJ0mzfGlRYiUzoQjIyEVKRMBNPgl8f8uKhxDon2YKhHpRLNlyf7sX/PpO/F96duwnHJX4Krq1UcRKoPDih2JvsC8QlOwXSvGQz0mUXC+VCZ4ioBFEs/SP8X6BsTvQ4UeT7nzSwJMdfq9E1oMvx0P5lyt5amlzCR9lk0af/Yupsu5Qv4gG7qBqnhgl6ps49C7Q2vC/04IKQt7+rxkZtbsmpDZXpYr3fY8PkCvf9n3sORwJzvLkf1AnCv4JiBhmPGFBi2BI3j3/blSgkK+GSqMlHwRwjG1LaQAGCa+7iQ7K+sUlgmdYMWyro4SiXXgsIbplcNvDADCeJcsu2lsNtNI7lyGpn3tlWTOs5KvScrqje+LJx6KQO4Nhw2IOj0lNLu3deFBX+SUisbi+C8AqWz71Xu8Lk6HBlYw8S+0aXBHxf2uCwm7bNPXhJTR+/4pxubTVJL8CU1KwBXo+SzGIkw8/bqdBUKQveaVwSugX1jsbyB73QqtO3+yevSMJ0A5SU6yGpvws7eRkOTgAhETv69IpRp6zLcVRZWYXUppLdH3IphHKNwQ5gzOXFsdkjgl15J0edyHQ5Dqi6ZwfFPEA5KBU5bhTM6oa0fPEMnrkv5VVIvla55IE6qXHeZcfi9cTVcYPRdLByfDerx80CPZUpzV4fZKrhFHIlZZB2mKfD7GAdBv5yxMPvXwFNug1KHISCIUSrGBqmHQG37lonOXCW5HWhTkyQEr7SwB6Z6e8pQU40d/yo6jUOIC7NieDhnvwBJrx68tjcojwCj9/sbfbudJRfyvwRT9lSr6Q5Q5xQUFchLDbWRQgVxnwLI7CerSuuvrYOr9iCLPR0/rJNpWqFGlHZr0zjVYPlRerEYqQ9qzKDIh+XxjngXCShf4VOymryJeU7jDcPvvrBjm7r/VKGPary84/1JBdjjx7zSskoczN/CIZvUaTuxAkHdQQXyOIpeHuOwA7olJvODBLRnD2Fm0780QLUQV+Ty0HRuGLfhsB0FaFdrzIN5ztOfBLd6Gzbu1meW6NKv+O883S8xAEJsuuufqt4DYseJ3bKsXY9Yfdz0Ij4atCynA19LzcP7WSzzSTfuxu92B5wcTZvz8jUooaJ05H6oBxjAuoKVQWGPg4aFjR+ckHt3ikxXzdA1UIfRPq9TmakZVeUXzvD5qPUQSRxZJeZ6qIyq3ZfpUFtNODWVj2+zCYo12sw2PgnNlt92dTwqSaIeBcU1o8iGd832oMWYh8ZA6vFZZf19xF5qcSM20P4gY0m1TFCtDcyLqUMc75tMwEHdvqIIllHFsynVZoA7kBUtXSDbFt07Qi870N6uKgTTYYhIesqfHP7dBQ6AfpcduddHHdrUn7VnIDLxPeP+LO7Nnz3d/V91heUruMjCN6mUoosegk5jnB15JTtznF28sKvq5YejAj6h8v7D/hUP0wGgbAx3Mn0RqTjStyIkQViWHSqKmdHPM+9EjEQ6tDkF51I6ubWZpVNCN7AQaISGhOwgxWaGMhjfNYDSPW352Lhn3SYjRtp2LfbctvrMNXiiA8Z1+4njJnyEdCYaDDgNYuFwABsbVwl0YmoSFj53KsDgCc4JTKbip3wtDbhIIV+fBzmYhXkK017wr5dNrjVrK29W+vVLjAh8DEk3pu9KxP4ejluzMTLBckQ5yCV6xm4A4Nn0YIGe+bcUZWO1Uw3pzfE/v6CkxgU8Tk4rWA5rfYItrN+locOTUF3kc/Pe3EAQ4ydtKA5NCnV5/wCepEDQ7qPO1DjmKVRR7+zHZiuPBQ+183asKIKGQ7qtg70/JkQLj9xJ60Kv/ee6bhO6RKJG1YDQX932rwymIzbKALwOtsQCgzpa8xqG4BhHpiaPRtVPKeB/Qnb52VI3pK5RVO4/ffjXofMHQ1DUGCyOSXLAFHF8Qhp9/k+LyracCpOz384m7bXPdAbcBrRrPZgG1/jLiiT/CuCsXr2iPVYjAFMnscaZVgQBWENjTJqCUV8xQLckd3zqhkBnyy3sHkS7y6BdDLMZ/I5779mEk5lQK5+TFv74SAo17w7zALpFYAzs15yCRY59/JeNvv9wBg4Sm9Nv/yU1ib2R1a5IUUoz7noEGUXq3gtLMiZXwWtC84ziyeXVuSaZkT0F1eMadN5mLEyx0a0I+qrYBxxfChClXUX5qqy+p6atcXAfzzDpSxxE6FXkrB4+4i0qZBdcR8iJfAEhEGUpzUDo1IC9t8/tjqkmMRN4LLDjU67rGvndVvE1dpFUS+iJS3jaMiwRWIhPC2XFtErwZICZcfbhfHypenfFtp6aVSxNFf1WjNbKsx/TjGuVlnVhjDVf8b1HbhNsD0Ce+PjQpM4xHKKRX6JQ7HKpdwLHtFHu4nojVVt/BAFyDDyurs7HS9P8Tj7DHWd/xfzMPLDfJy1QtsPWOrM66YqYVf8Pb/y+vDo2/99PI7XGSp5OAXSKwBnaDIK6u+PPvy3BuL2KNv/yU1ib2R1a5IUUo0sIUVhMqsyv6NrdABIZwH75ClgJKb7MXBnx9/TTnACo3bG6yAf88hO25UYAUSPX9hZ3OaxOUD/UbHfJ/8d8UgNu9Cy2xX+Q0cHVHugWguzx5eHPI9od0GQgI1N8fjKUzb6ea1Uu6p3R2JCD93lOgh+d2n1Ifng4XwGFxB5+0/PbJQKm6UPnJzMmUAy3cUEs7JfQM4yDLeM2mh65qv5xHYnvaWW+d7bAywzeJTBwPjwfrFaEG888Ohp+PITJP6r5zh9lZArPnldqzLBU9Lc/Ir8LcNk8i8YYHMSynPgjEp611yewrFuu5Sf2NvsTz22NiIVgkXEvuuCjcEahUSh92xspZ/YWPHF+tMVbPbdk12ilK8mITBw6cOT9+L6eTc+HxRluzpLI10Ip8c5crriKeartHnYgANtnybTUwrcn4OcxIXMjim1N3JA1E+gi7HNkowf0wvcZ6SMV+LzkW41JIF3/MfqOR7tcxGjPFgOahFDA2GbtaFcJp9D+LUWWOeND0tw8O5dhxggv0CR6giITplt1hmNoqioC+66vnC3uN4R7ZoYOyMHalg3WvTjuMFOPPEl/H50mtJcb7sHfCNPtwHgdxMKbnDNly68oRC5vTK88rBmRNne2QyiDPlaZRcT3pTuIMQQNDAXre1FHiPcR+8XnoLh1H+7Pv82nn/v3ZZ271dY6ILudKlSfdmH8NAgMubRQZJcQHoe5A3hAF7AfVy9GppJoqt9WlSXW57Fru8sBqq3uaXLdNNtHn5MPylbs7tCWdUDAco7tFXkPYgfCT/dzkWMxUFCfeJCil9IKfF0mKbKlHoZOsFQ4SJy1FUZfWejNBUl2V3P8S5AR+AOj4FfQCjZnWa0bSs7hEUFMt32d+Ax2gR/nffTboHSdnHz9RiJ3Mdl+9Wqs1yQXgExTLuVC73p4+QWtad1OpLxJRM/eHm8sOt3ScpFD0IXWc7YPUOmmCmgvvzALJ1pfbn1j33MHmvEUNPf4NJICZL1g6yyeQPhrCVlzpn4BSLVGBpmM0Fg2LNwMWxfyOXdz/UwhljMPLC2C1PPe8e063OSgz0rXjnZghQ/TIYwIK3jxi3LTVvsaEpx/SvD5u0ankSCirAhylPfzEolyq5FHqCiHBaaRZhwi7jnfiqgR0+BhV25Fwk6waDYQcs9q8yO7uiKx780mzZmEFn68MAH/y60mUL1TOKlIN30A9ualn6Ev56PP5Yvbr+AhnYiU10r7MU0mLsM+fvWfn3Z21AawYiqab+h5Xh3K6AyoiPoN8QuMPrcllZqHeNYkzmUKzdrgqANDKohImsf2T5Pya/IzXzZOdCbnUNgatZk0fboqvA+1fWs47Kkji5C7NjCdZO434ID5Q3jxFiRImPwvhQdSP5KyxB/GgnZ1sM5ANq3qFnsS+gESvBBrjiKQa1d9+MPrKjJdBygMIs9gbyn8d+j3KOsQDjAOkikemTyXX/awq6cTt3pShfsN2IFSz4grGGI4Ua4CP0aRZbuqhiEiGt+x3zc3VBJsoJiAqYoGyn8xk2LnkW239HbsXuGGbGHfAHXtq8DmJTMf0iSAp5WjN0oVSnDR1cIRPcr1xbFgV1AC4FTWcU64np//3VSkUVLJwH7hgClJKEOJ/I3gqA4zgYylPsJSsxWXfyoCss1zO6s4W79ntTRcc1witMAzDm1LfyUf5cNXgCl5Ms2RfMDx7x8je71AWdFOYQnBmgST18krv2HW7f7j36hJubMquldEBXKGobFJcjroUBLfd3Hm9dTIfKb+8YGsW5pP05trc9yPzLlWZ/G9bDLPzfJVnfPC8ZiMylRCz8FhHCAYKrhsvn8IGu98nID4hoPw1+ZrxvVMOuwW7C/XSTbvPflxT+O3v1+J62G2SsV7bvClfgWkCeaToTaXyF0ndfHBoSikbsL/j7LB/C0JmZbYJ0O/MwyTJ30iBkwCyJxYN/HbVQZdK/yxHfP72nGA2yUSU/WCT/8lTe4QVyTsiI2BNWRbV4Ctm18sF6GhPVWlyvRNN9lhr4uncgscxUUA1G5sYCLaFjSAkxaWou3PRTkcFU2fxQ7ErPDWmz7gWrFjywCJZlzbcV4m2LN70JxTCFyu6km5hlssZ8+SbJi2ZYJ6zKrVfyK7MSMRk8FCgv5BXJSqgjzZ/PODRNNVENVJ3YONGO6pp5HtWKeCsxYk9jWi1TCrOEdh/W7+1kGkZJSoaaQ9X6sygBwrORAutYFym5ZcQhjiJr847WX6daVEauuQ0avfHsT3AZP0zsk6oj1wm6rFcFwZhie6zv7CMZ8kuHjAQ7G9ul57OAe89NqYfSvUMH9hBRvo95rV4oPU356n7P41/T5CMtyqKmt59o8ncrr4KdwztNTwVtVAZM+o3rQeWZYb9KX2YL7X+B+TaVwm5rlZG16j06/TxTKA5vTzgbBb3mE+hw/1j2nzC/Of7nMIigC017aYWee3yfmVnFMyfLfrI93NpFkqtyF78HY2VvhvLDex9eHa4mdR5KLRl08rEat6uXGu6gnLj5E+kKhZej5I8Pl+n73Yx6Y5pxKb64nxByCN4KGANo97tIYD/tK2RsCUoL/yZxhqEBStnxBt/nS8zsv+hlY8R10gqd/c2NdUJ3J3bgioAqpe7bsjyWaA6IFiWZ90esrnxIEeVh6m/UTvXjWzoPQnKWB0NONFuzG3mobCXfJsG9apepGdMLgxTtL159vXbOTXmHK5sc2RTNkUsphaDYDQ0oZnA8XmHS0+8tCbzhwxmvfdtZKamV8IxAWJoKeeUMZOd8AjnNezh3cU71D9NEBcNZD+MDK64VMbVYLnUTqxfP79cIHRqxl6XAxy6aSVeNDfaMt3DV7K3SU5nWIYoyV6wreZglrZDvr+yFuz08M8IyTciyx2wYFoGnNVZ1DpauhToomXAzLPu+NTi//m7utj0keGSZ/sS+ZPOXGjYMk4nQzuv7MKL+s48sQJ/mUS3JZLuhaxNsD8zZhU435ZBt8l5QZaGSrz4CBnGWyBgbaFr+doAMgYeHdLWGAgybhwiTpVtDUFNgpz4v9uZG97NADnJ80369tfiaZsX5xyL8Vq1vN3A3MU0tmUzcuzdMaQ6PCUzWym4Arl8+9F6GYbV4wq+UADIFgHDE65X9ch2Jk6o5N0O8nTu9F9HTdCVVFnAeeKkhHQnhbBtmBM6LKIdDTx6YDE6nZZ2pU8/29MYEiumsCVMrZfZOZIqJgBSuY9b6D7SPBqntNRk62g59MpJ0kHlS1H78dMdMKYGG6BGtOf21xYDaBSZQAAAARG8EKo4L50B1GIID0f4nm1qgW0kc3AX7qkC+sxau7CCJ7G9pUP/9vAHRf+nVuck2ToOh6ryGY4ZsXr0JUc9zdRRbk9nInbpEMUVS6lifGR+MXHKh0AMf7fehMRvuq63BgbJXKCQNvjtUnhiyK1TThCtvqxWvij/GhcTnfft7yrVGd9xwq8CkapxyI580i2A0qkm6NcLw+NHI3jpLs/t2EfsEa61/l9GJzfYGnYMDz/4yW5KWCkIBJQ6x5Wg1Mxsl5rP/Cp9m7abtEr4ED1KP4X8U56YIi98qWWqyc0FopNjZplsPpRgCgB4ng+Bt9k8bFdAKUvsTqsgze78z+fit6lRaYcnOzZfPNRyma6KZFmnvzt+sbS+TK8yQriqajBMZvi9cP3Xvh3fMwgcClwINJzCfRp7RiwvUteN4QUYKpBeWMKWUeCAnWXFVGi+0SgjYCjm+I9i7/1UJBMooSEaFEyeuh0bSb8fu8Jx4Mt0UdqqcU/kwSirRJ3OmM2uaqrTxLGEBZBcqWTQSK3aPwBqo+aIlwt2wmGH44EJl0t+ZFuQyzrchgoLdPjktM6ZiCaiOPeCmBSF1W/5GMd7rRZ7QWnmfoRN4JGx/fLi7yVjuHTdKic4JCgGZUvNoAXW9af5P0oYSuXUxZj4zpKYe3RBAPK6uWP9fb6rzgZ6+YzNhaRQwLAw3U4ljrrkgHhnDdU369rGySgrr4FS2L4eJimDqavNHxayGhNrmZFOhTsqXOoxrE5FlXzRnfqMAj5OYiyo1fDu+MD0/MmQGgbSSqDUofDr7CjA0EZ+W+BvX5Bv9jq9u2mS856ug4nYoy+DRivTIPibwr1dXJkdbY3hudawjboC6s4f78tPwtdHCtMVl0FRJtUGiwZRSAiSxe2IqFXoMulN/quWgkr3VvHHMTRvO94I2bIyjgVxdozxcocjX7AiJv0qOig4tiQERJESp8wIqKJaSvLjxAD+Siloh4iIuPQgqZgQ1Nk2XCYD+NeVm9+SjEmq4gWiLyubvs015H60x+KlnxKGU+efO7XIUFVSBmMX5U42hTcpx/obK+v8JwWg7luUZDqQKhR7gJgQLol1LvSN0vwUmOBu51XPqPVRH83G1tNfMPE+aGSO+xw5tbdytw5LXrKupuX9/TDhH2kYdXGr9WX25CpdXR9pRIDfU9NR6/EoGXJ1jmJtfKT7vNxWX4o9/GUU27BV0cbmYKng2RKCB5+PVZmLnZ8MkD3ozKzIKw8MQ2Whsa5rqHOapjjKi9EFXPMODYuFIvmoKvKzAJxZUXIY4PAg87/vQ0WyJM17hEB2UBetcP5+xBTX+R4bFwQaeh2mJ19mkvhTyfmaOLyivBN+DtsaZGuE5xiXf8r4WTNb03WQIWrgc4c7pC5gca2hIu7g9i/Y20QZra8iWe0QsPfWj3uLgBED0XNTwiAwLI8yVLv5V6KwObxP/XNaVLTla+YtYQr+Wri8K+DlFyQoTlmPhgW0ALs7BQtnwmAUWP9I6Yj3Ia4aJf6/wzhooGTQp9tVGnjuwVHmLLthYe1PfLD3KFEiqmByxbnQFiz1EORK8oiCVQc/L4H4VsgnfjZmJDMTcXM5o62tU/tP79Q/CX0yF+yCoftqv4sULnN444qgcJo4IA7QU/xW4CfWw+BdFtpF+dqtogd074DiWALv0jTvBSOFuWCVXXWBvIfShQxyssZCZmhYm8Lf6jz3tE0hKpIr2oAHW6583pC3GO8LY+OdnuANMzBFaqAqmwdAwJV0/FWoQZjOw4YgDrne1GhZAe1wO27pk2zH3SnEURqSsi0tTsfyFrmtcatyOr9HJOsyTogK9WQ/b0Br1aNQf9w+QqaZdOYXiCOScX0HwwraA5a/2lANYL4o5FCfj7qvsbkbrrUkDoQl8T0vKPPGOMNG+/fNOrAwvwIL50Uf42lxXOz9Qz+To+MvxzT6B4I1JoL27WK8loutiq1UECvtjS6jkfhKx7yDnkVbb2coblFvaTAiBOxHDg7OjVPoBCLO6RFRIQ8gKXTYNMxdEMmJTrYJDzLQYd43+XNTT+LN32bKGnA2mkdSkpdU4FxcCZFYaHD7Kb/Z9lYtf3hNzZGKxNjXOi9OlG9/Z8r5znVvm+Ey8O+f/cBhGEN8Q1pJqfN/qx9dry5/IokKAsv07zCPx354xjQcQJZZyLA2YCFij49JmMcB8qGT2NuhqiULIftirockKDRJU2uwD4137sltLyGQo4lwRIcMxf2LdMbwb2BuKfbx9/a6ei3qElEo99sAZwV6Zs/hpV73lgGIgR9Wsjkud9T0l6Iw3LcH66C457E7Ifb2/5uid/ANxSnJ0yZdkru7MH3vpekoFp8ASebY2lYhgJNqmqIR/eKpO6YGSCFMtts3sf21/4oKW1V+BbrJ6ZuuuXIQxS+XSbxqwbw979zTXb97iko9pLYQfAI3em6X13AGjwP5TPLfLXS/bVGQve3a5AxFCKgD9TkaSQBDSBTFi6ybJkcsM2DPgmK+Cb7tX3be0Zx+NJc1/BE55jXCZ5gvSq1srxfYKFEXAednp05woiXVXTd40JzFbSJReSif9C7C94aK2UKL9vqbWZuscrP5ABOOf3wBacWe0lnt3gkltwQ37siwMoLeebCO3d5B2zes691c8rnoEv4bDjxDniEbRIIO4rrr1uH4pSMYBOIXJuLVt1h1GlTTIPP5cUeZBoz8DyKF1ccTDCt4mKzMTdouh+gJJ+nu3wX8AMOA63tHKo06EIx/2+zx2a8ULV7WbsjqI92e8vyXu5l8mRGtvEhVfPCK5DLLK8mRoLj5wOrSJuNdTOH0KFVtiWoqUYFD+jhNTklPkYfIV78qN8hdcEh9Vp0ivWRC6zCAIaTXjmOiiCstpUuEuW5X6Yf86W84hSPyIjXAcsgsyzpcH7aYX2NuRKlyfU1eEJ5JuKvElzluSlA+h9Vczek752nHNymXHFQn28vgcIZ8zVTO4JIR9xP9JaGfOZh8t86DNFqkhAu8BmABu6eV1MjcWvgEHh/J5XaCJO/IHPB+qZa1tlev/pp6AAU3LqwNpghA4o1IRWUI2gxY6NkM2AAAlGbeqtdzcVyPo4KvhNf9Fi+eWheK5KzvCrG7x1UUsynjABIXiy4TmZinpewHlnQfte/5/NNlUNLgbVrKxTX7UzfG9sy8ZSTI5zvpAAvJzgCUX1HnG0rGPqe1ucu9AZc5vT7cr54/CCKqr3dMllK3q35uCdLyJDdjTVJHTBjD9ZSp7Xc1vFNZuHLlOj2ZV05izp80Tx/cfboOA87Pe9iawF0MtS/+4PPasJJKFdmjLuC6pVeYiQEJhnLKcWjUqpWw0TGoG5z9JeDI/B8zP3aH7o8SWMJxy0oei5CH2GbGx0fqRv6dMRR6YZ5hb9D8S8i8Cc2oU6SHuCE7PVcKF1sUrBp+VhO/HnNauZzuEKM2EoBx5OXCye+x5bGq+C5qLVayM4t7iHNI/OHWTV31pXpQFOEv+QIO1SXZ+9bTT1aPl1TTBGU0UTC5RB+N4Ivi96/QZuDsNZyZY3TjRZkDAUh6hnZvWFMngSnDdMnu4PE2LTFKWGQWMzqsC8fmdVLSgjn1Yhn6gsj3zfgGP25joFOVESnQYth/KUprFnJLeGlyb+6SfapxINyHsMWew2YqRXN4Vs2S1/+VduJQFxC2dJ7W4Zi5n/KJ+vXdhW8yBgdaS01fJdKrI2v/X9ge8sNe3nx2ZiuTQ19cXalVB1aH+tBKCd5qKQwqJZGpzJKP/oqs2+wc4yZznO5NPtsWCGX5v6FKzBrsaJOgeMSuzhaB6eGi3Kq9mNOiCSrOGyqw49LqRvWSihhfP2QH+aZ/DD8x8O/TrSaJ9JA8k0m7Gm4BO6Fgu2ddvm4GKk+LQFnT6i9nNdzleArYBEy0TBZ2TfN3NjKnW0AdFWceJBAgphYehRHdC5qf6LknNEvuA55BH2lYyhQ1GPgBMZJJfJ1+kFib6207AfJfUHLSIqz8NtzcIeDfea1hwpOXQeimeFiEC6CpNxDdjAIWuJADpaLLz7Ve3lD22yc+81abCljIT5llrhHfGTC/hik/CaaYJ/wG8ejcC3auIQO4/lFQ2frgXQCTVccpEsGBucuDxk/A6DeCSPrIsm33Jvc5YgwPUoNkX9PEQsNPI4CQTmlbv/BusIIO6ozrNUocTNBxZ+zMnWgNDaW42RflEINpbBa+jhUigPdAD0o4DtVZPSFsJhhxh8wIYElTS8htM4Nw/CYhig6uXpCQFO3h1EPJBQp/L49GLRTs7Jr0soTShCmO73/56fjmH8uOFON6cfovh5FT5X5kpNKlMgy7pk1UTKupUeYJmInN/qh4WLj4vq9misipI/+2qMgL+wPweJ3pIiwI0LEfyxd0PjY0kJv3RWc98P0RKe0pN1GXptTk3ofD80ulzVE2yV+5kHZncNi3Fw+1UChHTGW0UAt6aYQl3VBbgnI0CEnSWwHdqGWk2JgyFutw97vyFUJbdhwxwvIwcEcuQ2XTMi0KIZJLsEjHvnkGTWSeWLpqefduIzkOprburq0OVmqNT093POsd46k7x0yA4ofvadrCCtQcUl73dzOX84eOT+GLGAzqej0pPnoB5oO0+Gu7CI94sP68CnsvQTlNOosTpvibXV4jFEDQ/tBzcK/uc09Aa0i34u9Zc5CuuGIhLg0wAY+VTjK81gjKkKDgaSIbI9poXZbVGsW71fs3g2qtLyq29JaAHPkd6fcDCkoEmH2pgna+1M+nEtML4baVF6VEbUbK9HJfhnUhwth858SwN7qdfkHOrjNSmYxYZxRan+O3wIXqXqB8aAGtfycCWLmBnWQ64YwM770S5Ov2xEOqT3kU0CUYSa+lZsKYPqgGIngWModAH0+D19zn7S39UALZRr8z+UYrbFCgjwkDqQ/9uVY0prASCKiARrEQkhPj/f/wPXzDEO+hgWjf0YMhDhOzY7tqX8rTa5utfVglzkaDPefpzjrt3JrEeAehn7UFkU7xIgpQ2m7meVnpdQVzJGzfJc+un4KACQJ5dhL7d66T9rk5fkXNCVg3h4fe0kOdNrBWXtzSfUsSaXrVBbCpKfv5sVlB+gZOZBoOIqs1K31QSKlkbs8EoG9m3o941jLEtYFVeeQql49B7XzMFFrH+vqhPIHQ/QhnTPwPXSwEqA/SlksbggBZ/pDz/zDs9o8POrC4oAIJ5E2FCoG817DMOAdQzD+gn7MUGCGhSb4fH63unvuw7yI18Ndw3NC6QW91fGtLqqtA82aVFGgJcm/p4Az+Qqgz++tR+I2KUtekd3LwFZIlOa1MmHQwpMY21F7OojUSStdmLPwJd4jfLhtjCPo5wloiXmKK1Hb8KeznMIsgZ8aJXw31tV2Hym3C29BEjr7yBxh2/FrkZ2zGCe21DKkAQNbziFTvj/BtdTv4UvqzO44eB7dPev3qxsxLLnnuB5QfzLxGD6SJWUYXC+UxkOqlKyJv6RAKVPIe7b6Z4M5jnyZoehTCTY3hp6RnJjnMMWpwWNTzPrd0KCTOdEX6/AXE/WZQHA2+WMB7m7r5lfMW4+63ZvujE1Wim7vDaDYm8l/+vYb93cmflrkOMu3T39dEa5fTwrlhrYaDU/KoXkWM+JOD92qBZWyoO21DxX0KNjYZUexBVo4OhFLYXtZSoxcNbuDVoNK9z64+OaEcjF2Pu+x8zZ2whgKNEbuZHfqTKGjFcIitiZ9VUTlUuIoZpsBqh/grxa9RRMZWyI7cfLZwPt70IuF4EAPCqal/o6JAV9xfLJsXiqYBkt0hqWxw3/cGiJtaqHhjwLuz1+t+tLIRlMleVw9eRCTe8As9gdZGF5pp2G/5FK9JCH64i3K0KpuOEhDu8H1wPNhmmnQ2McdFccFrMR5QQafYjFvWZr1gbQjasCaU1In6LuIh8T3Xo9vLewTeywbzw9uYUjK2AhjJZFtW7GB11OWfRYRhwlBMI4rECCivT5nfbQgSWcGOI/yciqxTDA3ikOog5wNc7zWKvWNnb5+CaQAlsJPSD7FnQqOmKUzsVljiGrHpKkP7W9luBRdOMnBPtGIL5Ydrxb8Fn3ZRCaz/PnekcNjSna6FnnHfOHo80tIxo99CnYocq9CFRhwJ3p6Dz6r5NuBYXYncAIayBygaPnpfbqP/g4ems8F/mf2xUC5JPUOf/jISKLnHkhYhnPHKrfyhxRpB/zBFjPvcwosoEDfPh46VbkhkgCtHIIwM3XQ76QH+e5r17KknryPzeUNNZxa1JlRdzaSJYLD/RUyBrAlN+/TzleYlskFUjIjykl1GIYU8ZVVUVuUoqUAQw2mlTE8p4u3eMs+0CBLrxjnpnJk7fq6VRmx9z5BuyUz/u/0oL1hQezHZwd/E3AOXZ93MGFUxe0R8qs/xoixcG9i4/kyAvMyrelA/5gMnPtIvyppGMwHEu7/TtySH9KjpVurHfb5dMFwJj+zZIfD1uJLXxr2PBJLmRKXIVVx9pM9Q1LRYNNpriZ5hseCRPccD+pTQAAAJWyWZ3U6F4g5QeyQm0nnQ91c3oW5YZozkdppDEhs3mlGqUixP6lcYMdOyFBrTBC57vnwuSL7tv0kUH6QJIU8hxg5w6C6Ztt4zjsILpCHQ07g10112rJg2j5ortzuXB7cBhi6YAyDMxuHLDZvxVHk9Z9VemwBGJcYDC9U0EQ2Tj6GkCbojfhA6hmyKoEZUSyR1ZFdegBdFfPNa+Q98x9sNebYjHBlcWpWfyXatvru2/URek5IrQVOulZTQNDOIYJn8BpDccXw+r2wAWtMsnYGrVzwhl2Dnssd5FMhgl4407DiB114W/xkXl0kPKRm4j1KcxgAq30CAk58CHeX+haFm+wb2BdS1BVly8fRlWpdWu2Wz00et76hKyK86Axmskg19nuz/K4U8+rCxdMmat58bKDQ/ICULFM3kOMtVdEcDYyiX/d1p60XpHglX5ugeHpzGqRU97MsNmFSg6lE13skOe4da88mNnkKfYaqW6Q3kqbG3A4Yco6Dvv6AGRTqPbvVv+o0CjuHCZOOlnvdtfNZ9lXAHRQKFCiWnz/YjvRsUig3PQaNHKD02MNjiRmLCP6Gp+Egba6NJ//yF9wnQYS0/KqlEwZdqqYQ8/YieSdYJcBVsYyvOQGGO+rhIUIkY2tBEvj8sU8Zc9P6QRxVXvDPFhz+7Q8XGrKJ6YYMEOpoeij/MwYz2kEB+/FNkAlLf/HspLAumJeRA1lk58KdcqCXECtGxCilLFzFj2b13T5o76QGxh+KHnMJieoh7K5fdvyOYqZMe9xidQ9l5kPtXSDI/lgP/Uf6wIuEh7unamKXLztES1rSvgpP3OKsBibdgxJJg7v/7UrSRnZm6ayEyb5DMFjP84cTsKDk17JsFZbV5wvnEf7SPiVQ52M/NpX+oxkSUlfK3FPu/cwb6dnf2bntkWcVYpmVTnOQwlm8SB8Vq0qj+baGzlSliqfAdviqnPFFKopJC2PrAl9JfGdV6Rqw+2VCeeBAQuS15HGALj3ueyFYAqqXQOHDLHrW14rZi+f3vEehoSU+7iGz8udvn3Us108/afzohhrnRaB8a36Zz/SnR1PPUWKbFO9cOGf+wnCiUtNoEL63FC+eLP66sij+DF0eUkXSr6D/FnFn4umql6G1Zm66vMZsCQ/atc4XBeD+eGbbHY0ZN25M3w4pUcYUE4FLb0fFY590oAaUD01jeYpwQ5Zm1YkHqzmeKWK2slOElGXTeDwjH1JNmp/w5c9cIu0eecFjyR+WsW0lZEckd4Sxu68lZsfR8Ko9Rkgav5Dv+NtImINf06ngREZAMecCQCfEtWzH9IebgFJDxkvrqgqS2n17uMpmUJ8boQWLJ6B5ddkAWYsAD60HEXA57b9nA9BITnmveFQl52VDb32pyNKMms028nRt9/czAA1UgDdYp11sOfwuiC6RQzckmi74QQKIJWvxwb1Yp1ovsQtTjuUBg6M04qqgjBeXnmLxIGhmfP+1bs09gGuSISaG9X8Sg3XAkmnRBgsRxRDuzyl32dL7HXJvBqbWDRSFuoAr/Rrzpdt3/uJn1+8Ei6GI01Eao9iQ6V6s4UkjZH/IduV0zhqhOhmBsPLzBf+M4TOIf3AnSDkD1PAx2nrGgyQK9Sap1M2t+gBE90no+0TUl01hfiy3IzaDpPC0jWQAxc2uFNOyDSoHbzBREZ69BzTLNA0hBUs9ef+RnHquqXdsvI2gg14zcp/awJ0eQdOtwPRt3tj30OMvhsDPyACLXWIIYNX0iOWbe6NldTtKyAi1Kml/6WvsbnPfD/RcxxkwdohP90sgrli33lE9AGFfFzXAaoWhK4rnnzcSG9S4bPltKirBpBucD8AjhUXQ88PpCgEBsPszQAEF7Edzzxe4ouF1F8PR/hGuNLi6px5hq7aYh/kJBFxFAqk3IsFGp+tjFnjYQuJlTvrhuSNWjPMOYFayJyoKAAAAKP+qM/BwN2Yl5V8wLBK/FWpXXuiCQTpAFweJILZJWQWKAAAAAAABFWhP+4ycIo834xa/pWV/N1e1KEt2nBTsW4USrhYe2LG9puLQAeS+Whi3nCLBt3l2hVnRAI/hP/+a0gAuScIvyWjFWMoSyJRAgwLfI72QkIl/KFMgWXrsKBF49zY8g+Lat8lENBY1xFCDhwSD8MYvuQjfEeBOuYxL7PQe/sz2Fh4TK52Doh/Y6i56+Q+Ea6MOrxnvtPRwawmQ4/4AXoLEIOkR4c3+j9rCjt5DXdEZAK2/L/Gormgo6FBajS86y3L6AQ7dVVWyfZRTS6xAm7sdYzWLH5bp6f/m7chqlqaTgoPxJNKKKMG/Mhtx3JLXA8PMwk4AeU5TWjxo6+QGP+njOS1JeSaLU3XnPrT7meoPIs1OoLwlDK0ZUsGVw44yKEKYxO3m2nmwj04/ARMkzBtNPg1Yj5ZMHozSU1gt7stGAQPs3vY1eybz5lY7kooEhbUFE2Pd42SR7d5ICDblhqrFPDFzyOGO+v3HDJpOeQ8NJ0nhxvymySw0zCGyPhfN5G8f8/zJrNh0koEV8E8hpR/ThQr+obAxjfAkC4QTzRT8IURKz/R5tpjwKWIFvQAAA= =500x)
description: [lt]Pranešėjas: Prof. Dr. Linas Bukauskas, Tema: Moksliniai tyrimai ir bendradarbiavimo galimybės besikeičiančiame saugumo lauke[/lt][en]Presenter: Prof. Dr. Linas Bukauskas, Topic: Moksliniai tyrimai ir bendradarbiavimo galimybės besikeičiančiame saugumo lauke[/en]
[/calendar]

**[lt]Pranešėjas[/lt][en]Presenter[/en]:** Prof. Dr. Linas Bukauskas (VU MIF Kibernetinio saugumo laboratorijos vadovas, :flag_lithuania:)

**[lt]Tema[/lt][en]Topic[/en]:** *Moksliniai tyrimai ir bendradarbiavimo galimybės besikeičiančiame saugumo lauke*

**[lt]Santrauka[/lt][en]Abstract[/en]:**

> VU Informatikos instituto Kibernetinio saugumo laboratorijos pagrindinių veiklų ir veiklų plėtros pristatymas bei saugumo krypčių aptarimas.

**[lt]Organizuoja[/lt][en]Organizer[/en]:** lekt. Virgilijus Krinickij (VU MIF Kibernetinio saugumo laboratorija, :flag_lithuania:)

[[lt]Skaityti daugiau[/lt][en]Read more[/en]](/s/022a9bf93c05836d49d115cecbe451013d17674b)
[/spoiler]

[spoiler=open: :loudspeaker: [lt]Informatikos instituto mokslininkai kuria dirbtinį intelektą, kuris analizuoja Žemę iš orbitos[/lt][en]Ask the satellite: Researchers at the Institute of Computer Science build an AI that reads the Earth from orbit[/en]]
![img1](data:image/webp;base64,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 =small-right)
:loudspeaker: [lt]„Terra AI“ – prototipas, kurį kuria Vilniaus universiteto Informatikos instituto Dirbtinio intelekto metodų laboratorija ([AIML](https://cs.vu.lt/aiml)) – leidžia bet kam užduoti klausimą ir gauti atsakymą, pagrįstą palydovinių duomenų analize.. [Skaityti daugiau](/n/313970a3e4ef883784a42d8f65141746f174eb14)[/lt][en] Terra AI, a prototype being developed at the Artificial Intelligence Methods Lab ([AIML](https://cs.vu.lt/aiml)) of the Institute of Computer Science at Vilnius University lets anyone ask a question and receive an answer based on satellite data analysis. [Read more](/n/313970a3e4ef883784a42d8f65141746f174eb14)[/en]

:calendar: *[lt]Paskelbta[/lt][en]Date posted[/en]*: 2026-11-04
[/spoiler]

[spoiler=open: :calendar: 2026-11-04 17:00-18:00 [lt]Informatikos instituto mokslo seminaras[/lt][en]Research seminar[/en]]

:compass: [en]Institute of Computer Science, Didlaukio 47, Vilnius, aula: D103[/en] [lt]Informatikos institutas, Didlaukio 47, Vilnius, D103[/lt]

:clapper_board: [Teams](https://teams.microsoft.com/meet/359651673009355?p=Kg6jKrwPtw5ZcbkxJR)

**[lt]Pranešėjas[/lt][en]Presenter[/en]:** [lt]Giedrius Alkauskas (Vilniaus universitetas, :flag_lithuania:)[/lt][en]Giedrius Alkauskas (Vilnius University :flag_lithuania:)[/en]

**[lt]Tema[/lt][en]Topic[/en]:** [lt]*Gauss'o-Kuzmin'o-Wirsing'o operatorius ir jo spektras*[/lt][en]*The Gauss–Kuzmin–Wirsing Operator and Its Spectrum*[/en]

**[lt]Santrauka[/lt][en]Abstract[/en]:**

> [lt]Gauss'o-Kuzmin'o-Wirsing'o operatorius yra svarbus ir skaičių teorijoje (jį galima rasti A. Chinčino knygoje „Grandininės trupmenos") ir algoritmų teorijoje (D. Knuth'o „Programavimo menas. II dalis"). Šio operatoriaus tikrinės reikšmės koduoja daug aritmetinės informacijos. Pavydžiui, apibendrinto tokio operatoriaus tikrinių reikšmių paslinkta sandauga lygi Selberg'o ?-funkcijai. Pastaroji koduoja ir netrivialius Riemann'o ?-funkcijos nulius, kurių pasiskirtymas yra viena didžiausių neišspręstų matematinių problemų. Pranešime bus papasakota apie 1978, 1988, 1993, 1995 įvairių matematikų keltas ir stiprintas hipotezes apie šio operatoriaus spektrą, ir apie šių hipotezių įrodymą. Beveik olimpiadinis triukas atidaro vartus į sprendimą, bet tik AI agentų pagalba pavyko užpildyti visas pilno įrodymo spragas.[/lt][en] The Gauss–Kuzmin–Wirsing operator is important in both number theory (it can be found in A. Chinchin’s book *Chain Fractions*) and algorithm theory (D. Knuth’s *The Art of Computer Programming, Volume II*). The true values of this operator encode a great deal of arithmetic information. For example, the shifted product of the true values of a generalized version of this operator is equal to the Selberg ?-function. The latter also encodes the non-trivial zeros of the Riemann ?-function, the classification of which is one of the greatest unsolved problems in mathematics. This talk will discuss the hypotheses regarding the spectrum of this operator, which were proposed and refined by various mathematicians in 1978, 1988, 1993, and 1995, as well as the proof of these hypotheses. A trick almost worthy of a math Olympiad opens the door to a solution, but it was only with the help of AI agents that all the gaps in the complete proof were filled.[/en]

[[lt]Stebėkite kitus seminarus...[/lt] [en]Follow for more...[/en]](https://klevas.mif.vu.lt/~bloznelis/seminarai/II_seminaras_2020+.htm)
[/spoiler]

[spoiler=open: :loudspeaker: [lt]Profesorius A. Raudys: DI persistengia norėdamas padėti[/lt][en]Professor A. Raudys: AI goes the extra mile to help[/en]]
![img1](data:image/webp;base64,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 =small-right)
:loudspeaker: [lt]Šiandien fraze „dirbtinis intelektas“ dažniausiai vadinami didieji kalbos modeliai (angl. Large Language Models, LLMs), tokie kaip ChatGPT, Claude ar Gemini, kurie atsirado pastaraisiais metais, tačiau šis terminas, profesoriaus [u]{n="Aisčio Raudžio"}aistis.raudys[/u] teigimu, apima kur kas platesnę sritį, įskaitant vaizdų atpažinimą ir skirtingai naudojamas technologijas, turinčias tą patį principą. [Skaityti daugiau](/n/80e4a3e552ca14c4818b334d5ca461d85e2bcfd3)[/lt][en]Today, the term “artificial intelligence” is most often used to refer to large language models (LLMs), such as ChatGPT, Claude, or Gemini, which have emerged in recent years. However, according to Professor [u]{n=“Aisčio Raudžio”}aistis.raudys[/u], this term encompasses a much broader field, including image recognition and various technologies based on the same principle. [Read more](/n/80e4a3e552ca14c4818b334d5ca461d85e2bcfd3)[/en]

:calendar: *[lt]Paskelbta[/lt][en]Date posted[/en]*: 2026-11-04
[/spoiler]

[spoiler=open: :loudspeaker: [lt]Galva vietoj DI: Europos kibernetinio saugumo turnyras[/lt][en]Brains over AI: The European Cybersecurity Challenge[/en]]
![img1](data:image/webp;base64,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 =small-right)
:loudspeaker: [lt]„ECSC 2026 buvo vienas didelis išbandymas praktiškai visiems IT įgūdžiams. Tai ir kompiuterių architektūra, ir procedūrinis programavimas, taip pat patirtis su Linux'ais, tinklai, skaitmeninė ekspertizė dvejetainių failų atvirkštinė analizė ir programinės bei aparatinės įrangos pažeidžiamumų paieškos“, – pasakoja VU MIF Informacinių technologijų antrakursis B. Buškus. [Skaityti daugiau](/n/3102b42dca4257d769563c5c4894e2c521bfd95d)[/lt][en]ECSC 2026 was one big test of practically every IT skill,” says Benas Buškus, member of the national team. “It covered computer architecture, procedural programming, experience with Linux, networking, digital forensics, binary analysis, and finding software and hardware vulnerabilities.. [Read more](/n/3102b42dca4257d769563c5c4894e2c521bfd95d)[/en]

:calendar: *[lt]Paskelbta[/lt][en]Date posted[/en]*: 2026-11-04
[/spoiler]

[spoiler=open: :loudspeaker: [lt]VU MIF kibernetinio saugumo ekspertų ir studentų sėkmė pratybose „Gintarinė migla 2026[/lt][en]VU MIF Cybersecurity Experts and Students Excel at „Amber Mist 2026“ Exercise[/en]]
![img1](data:image/webp;base64,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 =small-right)
:loudspeaker: [lt]Šiuolaikiniai kibernetinės gynybos metodai reikalauja visapusiškų informatikos žinių ir gebėjimų, taikomų nuolat kintančiame kibernetinių incidentų lauke. Džiaugiamės, jog Kibernetinio saugumo laboratorijos veiklomis besidomintys ir jose aktyviai dalyvaujantys studentai bei specialistai iš VU ITPC vadovaujami VU MIF doktoranto V. Krinickij Mėlynojoje (besiginančiojoje) komandoje puikiai panaudojo savo įgūdžius išlaikydami veikiančias sudėtingas sistemas simuliuotos kibernetinės krizės metu. [Skaityti daugiau](/n/7c9841d044fbf2af480e5d77a3787e1e48dfa3b5)[/lt][en]Modern cyber defense methods require comprehensive knowledge and skills in computer science, applied in the ever-changing landscape of cyber incidents. We are pleased that students and specialists from VU ITPC who are interested in and actively participate in the activities of the Cyber Security Laboratory, led by VU MIF doctoral student V. Krinickij, excelled in the Blue (defending) team, successfully applied their skills to keep complex systems operational during a simulated cyber crisis.
 [Read more](/n/7c9841d044fbf2af480e5d77a3787e1e48dfa3b5)[/en]

:calendar: *[lt]Paskelbta[/lt][en]Date posted[/en]*: 2026-10-25
[/spoiler]

[spoiler=open: :loudspeaker: [lt]VU Informatikos instituto doktorantė S. Zavackė: postkvantinei erai ruoštis reikia šiandien[/lt][en]S. Zavackė, a Ph.D. student at the Institute of Cumputer Science at Vilnius University (VU MIF CS): We Need to Prepare for the Post-Quantum Era Today[/en]]
![img1](data:image/webp;base64,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 =small-right)
:loudspeaker: [lt]Kvantinių kompiuterių technologijų pažanga kelia ilgalaikę grėsmę plačiai naudojamiems viešojo rakto kriptografijos algoritmams, kuriais grindžiamas saugus duomenų perdavimas, elektroninė tapatybė ir skaitmeniniai parašai. Nors dar nežinoma, kada atsiras pakankamai galingi kvantiniai kompiuteriai, pasirengimas šiam technologiniam pokyčiui jau tampa aktualiu strateginiu klausimu. [Skaityti daugiau](/n/8127c22144b367cd96bbe1e200835b3e6b551ff5)[/lt][en]Advances in quantum computing technology pose a long-term threat to widely used public-key cryptography algorithms, which form the basis for secure data transmission, electronic identity, and digital signatures. Although it is not yet known when sufficiently powerful quantum computers will become available, preparing for this technological shift is already becoming a pressing strategic issue.. [Read more](/n/8127c22144b367cd96bbe1e200835b3e6b551ff5)[/en]

:calendar: *[lt]Paskelbta[/lt][en]Date posted[/en]*: 2026-10-21
[/spoiler]

[spoiler=open: :loudspeaker: [lt]Paskelbti pirmieji sprendimų modeliai lietuviškiems mediciniams tekstams[/lt][en]First Decision Models for Lithuanian Medical Texts Announced at the AI in Medicine Conference[/en]]
:loudspeaker: [lt]Džiaugiamės galėdami pranešti, kad Informatikos instituto, [Dirbtinio intelekto metodų laboratorija (AIML)](https://aiml.lt), išleidome pirmuosius sprendimų modelius, skirtus lietuviškiems medicininiams tekstams. [Skaityti daugiau](/n/cff95fd79abb1cceed6e65c02912565089bf8f8d)[/lt][en]Excited to share that we at the [Artificial Intelligence Methods Lab (AIML)](https://aiml.lt) have released the first decision models for Lithuanian medical texts. [Read more](/n/cff95fd79abb1cceed6e65c02912565089bf8f8d)[/en] ![img1](data:image/webp;base64,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 =small-right)

:calendar: *[lt]Paskelbta[/lt][en]Date posted[/en]*: 2026-10-20
[/spoiler]

[spoiler=open: :loudspeaker: [lt]VU treniruota komanda pagerino rezultatus ECSC[/lt][en]VU Coaching of the National Team Improved Standings at ECSC[/en]]

![img1](data:image/webp;base64,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 =100x-right)
:loudspeaker: [lt]Praėjusią savaitę nacionalinė jaunimo kibernetinio saugumo komanda dalyvavo Europos kibernetinio saugumo iššūkyje [ECSC 2026](https://ecsc2026.de) Bochume, Vokietijoje. [Skaityti daugiau](/n/7c688f6da956734c8a9839ae72b127093b86b064)[/lt][en]Last week, the national youth cybersecurity team participated in the European Cybersecurity Challenge [ECSC 2026](https://ecsc2026.de) in Bochum, Germany. [Read more](/n/7c688f6da956734c8a9839ae72b127093b86b064)[/en]

:calendar: *[lt]Paskelbta[/lt][en]Date posted[/en]*: 2026-10-20
[/spoiler]

[spoiler=open: :loudspeaker: [lt]Kibernetinio saugumo laboratorija siūlo darbą[/lt][en]Cybersecurity Lab is Looking for Candidates for Postdoctoral Fellowship[/en]]

:loudspeaker: [Cybersecurity Lab](https://cs.vu.lt/cyberlab/research.md) is Looking for Candidates for [Postdoctoral Fellowship in Cybersecurity](/n/972ba43fc42170dd48411c6d8f1a401934bf293d)

:calendar: *Date posted*: 2026-06-15

[/spoiler]

[spoiler=open: :loudspeaker: [lt]Gintarinė Migla 2026[/lt][en]Amber Mist 2026[/en]]

![img1](data:image/webp;base64,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 =100x-right)

:loudspeaker: [lt] Spalio 10–16 d. Vilniaus universiteto MIF Informatikos instituto mokslininkai kartu su daugiau kaip 20 VU MIF studentų dalyvauja tarptautinėse kibernetinio saugumo pratybose „Gintarinė migla 2026“. [Skaityti daugiau](/n/a302a4ad91508b94ea6605102a6000f41032a92a)[/lt][en]🌀 From 10 to 16 October, researchers from the VU MIF Institute of Computer Science together with more than 20 VU  students, are taking part in the international cyber defense exercise Amber Mist 2026 [Read more](/n/a302a4ad91508b94ea6605102a6000f41032a92a)[/en]


:calendar: *[lt]Paskelbta[/lt][en]Date posted[/en]*: 2026-10-20
[/spoiler]

[spoiler=open: :loudspeaker: [lt]2026/27 mokslo metų sezonas[/lt][en]Sesson of 2026/27[/en]]
:loudspeaker: [lt]II koelektyvas pradeda naująjį sezoną [Skaityti daugiau](/n/eec38e2694d7278263627307dba731622be971de)[/lt][en]Institute of Computer Science celebrates new season. [Read more](/n/eec38e2694d7278263627307dba731622be971de)[/en] ![img1](data:image/webp;base64,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 =100x-right) 

:calendar: *[lt]Paskelbta[/lt][en]Date posted[/en]*: 2026-10-20
[/spoiler]

[spoiler=open: :loudspeaker: [lt]Dirbtinio intelekto metodų laboratorija ieško[/lt][en]Artificial Intelligence Methods Lab is Looking for Candidates for Postdoctoral Fellowship in AI for Remote Sensing[/en]]

:loudspeaker: [Artificial Intelligence Methods Lab](https://cs.vu.lt/aiml.md) is Looking for Candidates for [Postdoctoral Fellowship in AI for Remote Sensing](/n/303509f495a7c1f47039c8a5b19be56f8a951c36)

:calendar: *Date posted*: 2026-06-15

[/spoiler]

[spoiler=:calendar: 2026-06-10 16:00- 17:00 [lt]Informatikos instituto mokslo seminaras[/lt][en]Research seminar[/en]]

:compass: Institute of Computer Science, Didlaukio 47, Vilnius, aula: D103

:clapper_board: [Teams](https://teams.microsoft.com/l/message/19:052a76392e014268b7a312486dee8842@thread.tacv2/1779813732041?tenantId=82c51a82-548d-43ca-bcf9-bf4b7eb1d012&groupId=4c9ae7ba-91ca-44ad-ae64-98afb0563095&parentMessageId=1779813732041&teamName=II%20Seminaras&channelName=General&createdTime=1779813732041)

**[lt]Pranešėjas[/lt][en]Presenter[/en]:** [Margarita Akhmejanova](https://www.uu.se/en/contact-and-organisation/staff?query=N25-2315) (Uppsala University, :flag_finland: )

**[lt]Tema[/lt][en]Topic[/en]:** *Maximum induced subgraphs in the Erdos-Renyi random graph model*

**[lt]Santrauka[/lt][en]Abstract[/en]:**

>  A celebrated result of Frieze shows that the independence number of $G(n,p)$, that is, the maximum size of an induced empty graph, is concentrated in a window of length $o(\frac{1}{p})$ for a wide range of p. In this talk, I will discuss new results showing that the same type of concentration holds for a different class of induced subgraphs: forests and forests with bounded degree. We prove that the maximum size of an induced forest in $G(n,p)$ is concentrated in a window of length $o(\frac{1}{p})$ for all $\frac{1}{n}\ll p <1-\varepsilon$. This is the first generalization of Frieze's result from independent sets to another class of induced subgraphs in such a range of $p$. We also prove two-point concentration for the maximum size of induced bounded-degree forests and trees in $G(n,p)$ when $p$ is constant. 
>
>These results are based on joint work with Vladislav Kozhevnikov and Maksim Zhukovskii.

[Stebėkite kitus seminarus / Follow for more ...](https://klevas.mif.vu.lt/~bloznelis/seminarai/II_seminaras_2020+.htm)
[/spoiler]

[spoiler=open: :loudspeaker: [lt]Matematinės informatikos katedra ieško postdoc[/lt][en]Department of Mathematical Computer Science is Looking for postdocs[/en]]
 :loudspeaker: Department of Mathematical Computer Science is Looking for [MSCA-PF Candidates](/n/ead8f37c9ab9b86dbca660c2eaa854f85d6e996e)

 :calendar: *Date posted*: 2026-06-01

[/spoiler]

[spoiler=:calendar: 2026-05-21, 10:30 [lt]Informatikos mokslo mugė[/lt][en]Science Fair: Exchange of ideas in Computer Science[/en]]

:::en
**Research Conference/Fair** 

:compass: Institute of Computer Science, Didlaukio 47, Vilnius, aula: D101

The Institute of Computer Science is inviting you to visit a Science Fair: Exchange of ideas in Computer Science on May 21st at Didlaukio str. 47, 10:30-16:00. 

:loudspeaker: This year, we have more than 20 student posters and two keynote lectures. Most of them relate to current concerns within the computer science community: cybersecurity, LLMs, and AI agents.

**Agenda:**

- 10:30 Student posters. Session I (1st floor)
- 12:00 - 12:40 Machine Psychology in the age of LLM, Prof. Stefan Sütterlin, Germany. (room 101) 
- Coffee break
- 13:00 - 13:40 Hacker Stories. Industrial partner (Faculty Alumni).
- 13:45-15:15 Student posters. Session II (1st floor)
- 15:40 - Best poster award 

Stakeholders, students, the academic and professional communities, and all interested parties are invited to discuss the topics and participate in the public lectures.
:::
:::lt
**Mokslo mugė**

:compass: Informatikos institutas, Didlaukio 47, Vilnius, D101

Informatikos institutas kviečia jus apsilankyti mokslo mugėje „Idėjų mainai informatikos srityje“, kuri vyks gegužės 21 d. Didlaukio g. 47, 10:30–16:00 val. 

:loudspeaker: Šiais metais turime daugiau nei 20 studentų plakatų ir dvi kviestines paskaitas. Dauguma jų susiję su informatikų bendruomenei aktualiais klausimais: kibernetiniu saugumu, didžiaisiais kalbų modeliais (LLM) ir dirbtinio intelekto agentais. Renginio kalba - anglų.

**Programa:**

- 10:30 Studentų plakatai. I sesija (1 aukštas) 
- 12:00–12:40 Mašinų psichologija didžiųjų kalbos modelių (LLM) amžiuje, prof. Stefan Sütterlin, Vokietija. (101 auditorija) 
- Kavos pertrauka 
- 13:00–13:40 Hakerio istorijos. Verslo partneris (fakulteto alumni). 
- 13:45–15:15 Studentų plakatai. II sesija (1 aukštas) 
- 15:40 – Geriausių darbų apdovanojimas 

Socialiniai partreniai, studentai, akademinė ir profesinė bendruomenės bei visi suinteresuoti asmenys kviečiami neformalioms diskusijoms su dalyviais ir dalyvauti viešosiose paskaitose.
:::
[/spoiler]

[spoiler=open: :loudspeaker: [lt]Dirbtinio intelekto metodų laboratorija ieško postdoc[/lt][en]Artificial Intelligence Methods Lab is looking for postdocs[/en]]
 :loudspeaker: Artificial Intelligence Methods Lab is looking for [MSCA-PF Candidates](/n/497af19dadf1bcc9797c99624aa73f5765d8c51f)

 :calendar: *Date posted*: 2026-05-19

[/spoiler]

[spoiler=:calendar: 2026-05-13 16:00- 17:00 [lt]Informatikos instituto mokslo seminaras[/lt][en]Research seminar[/en]]

:compass: Institute of Computer Science, Didlaukio 47, Vilnius, aula: D103

:clapper_board: [Teams](https://teams.microsoft.com/l/message/19:052a76392e014268b7a312486dee8842@thread.tacv2/1778607184997?tenantId=82c51a82-548d-43ca-bcf9-bf4b7eb1d012&groupId=4c9ae7ba-91ca-44ad-ae64-98afb0563095&parentMessageId=1778607184997&teamName=II%20Seminaras&channelName=General&createdTime=1778607184997)


**[lt]Pranešėjas[/lt][en]Presenter[/en]:** Léa Bou Dagher (Université Claude Bernard Lyon 1, :flag_france:)

**[lt]Tema[/lt][en]Topic[/en]:** *Biogeometric analysis of 3D protein structures using persistent homology*

**[lt]Santrauka[/lt][en]Abstract[/en]:**

> With the development of digital tools and the tremendous increase in storage resources and computational power, data production is exploding in many fields such as science, engineering, and healthcare. The challenge lies in analyzing these data both qualitatively and quantitatively, using a variety of approaches. One such approach is topological data analysis, which makes it possible to process very large datasets and highlight the most significant aspects of their structure. In particular, persistent homology, derived from algebraic topology, provides efficient and robust algorithms for the exploration, topological analysis, and comparison of high-dimensional datasets, represented by point clouds, by associating them with topological invariants. In this talk, I will present the principles of persistent homology and its applications to the study of proteins. Specifically, I will explain how persistent homology can be used to investigate the 3D structures of proteins and the information they contain, including their evolutionary history and their adaptation to environmental conditions.

[Stebėkite kitus seminarus / Follow for more ...](https://klevas.mif.vu.lt/~bloznelis/seminarai/II_seminaras_2020+.htm)
[/spoiler]

[spoiler=open: :loudspeaker: [lt]Kibernetinio saugumo laboratorija ieško postdoc[/lt][en]Cybersecurity Lab is looking for postdocs [/en]]
 :loudspeaker: Cybersecurity Lab is looking for postdocs [MSCA-PF Candidates](/n/e36eabbe331666e3b41dd01e4c581b4fff49256c)

 :calendar: *Date posted*: 2026-05-01
[/spoiler]

[spoiler=:calendar: 2026-04-15, 16:00- 17:00. [lt] Informatikos instituto mokslo seminaras[/lt][en]Research seminar [/en]]

:compass: Institute of Computer Science, Didlaukio 47, Vilnius, aula: D103

:clapper_board: [Teams](https://teams.microsoft.com/l/team/19%3A052a76392e014268b7a312486dee8842%40thread.tacv2/conversations?groupId=4c9ae7ba-91ca-44ad-ae64-98afb0563095&tenantId=82c51a82-548d-43ca-bcf9-bf4b7eb1d012)



**[lt]Pranešėjas[/lt][en]Presenter[/en]:** Tomáš Masařík (Warsaw university, :flag_poland:)

**[lt]Tema[/lt][en]Topic[/en]:** *Separator Theorem for Minor-free Graphs in Linear Time*

**[lt]Santrauka[/lt][en]Abstract[/en]:**

> The planar separator theorem by Lipton and Tarjan [FOCS '77, SIAM Journal on Applied Mathematics '79] states that any planar graph with $n$ vertices has a balanced separator of size $O(\sqrt{n})$ that can be found in linear time. This landmark result kicked off decades of research on designing linear or nearly linear-time algorithms on planar graphs. In an attempt to generalize Lipton-Tarjan's theorem to nonplanar graphs, Alon, Seymour, and Thomas [STOC '90, Journal of the AMS '90] showed that any minor-free graph admits a balanced separator of size $O(\sqrt{n})$ that can be found in $O(n^{3/2})$ time. The superlinear running time in their separator theorem is a key bottleneck for generalizing algorithmic results from planar to minor-free graphs. Despite extensive research for more than two decades, finding a balanced separator of size $O(\sqrt{n})$ in (linear) $O(n)$ time for minor-free graphs remains a major open problem. Known algorithms either give a separator of size much larger than $O(\sqrt{n})$ or have superlinear running time, or both. In this paper, we answer the open problem affirmatively. Our algorithm is very simple: it runs a vertex-weighted variant of breadth-first search (BFS) a constant number of times on the input graph. Our key technical contribution is a weighting scheme on the vertices to guide the search for a balanced separator, offering a new connection between the size of a balanced separator and the existence of a clique-minor model. We believe that our weighting scheme may be of independent interest. This is a joint work with Édouard Bonnet, Tuukka Korhonen, Hung Le, and Jason Li. 

[Stebėkite kitus seminarus / Follow for more ...](https://klevas.mif.vu.lt/~bloznelis/seminarai/II_seminaras_2020+.htm)
[/spoiler]

<!-- /feed.db -->
