matematykaszkolna.pl
wyznaczanie dziedziny funkcji logarytmicznej magda: Wyznacz dziedzinę funkcji a) y= log (x2 − 4) + 6 − 2x
 log (9 − x2) 
b) y=

 3x − 1 
c) y=log3 |x − 2|
24 lis 15:43
Nikka: a) x2−4 > 0 i 6−2x ≥ 0 b) 3x − 1 ≠ 0 i 9 − x2 > 0 c) |x − 2| > 0 i log3|x−2| > 0 i log3|x−2| ≠ 0 pozostaje rozwiązać...
24 lis 15:52
Nikka: poprawiam c)... źle spojrzałam... wydawało mi się, że tam jest ułamek, a to przecież w b) emotka |x−2| > 0 i log3|x−2| > 0
24 lis 15:56
magda: Dzięki
24 lis 15:57
Nikka: pierwsze i drugie jest stosunkowo łatwe... jeszcze z pół godzinki będę, więc jakby co to pisz...
24 lis 15:59
Nikka: pomogę w c) |x−2| > 0 dla każdego x∊R\{2} (wartość bezwzględna jest zawsze dodatnia bądź równa zero, w tym przypadku równa zero być nie może bo znak nierówności to > czyli x = 2 wykluczamy) w innym zapisie to x∊(−,2)∪(2,) log3|x−2| > 0 log3|x−2| > log31 czyli z wł. f. logarytmicznej : |x−2| > 1 x−2 > 1 lub x−2 < −1 x > 3 lub x < 1 x∊(−, 1)∪(3,) x∊(−, 1)∪(3,) i x∊(−,2)∪(2,) Df: x∊(−, 1)∪(3,)
24 lis 16:13
rysiu: rysunek
16 lut 12:36
maciuś: rysunek
12 lut 19:39
Karol: data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wCEAAkGBxQSEhQUExQWFBQXG RoUFxcYGBcXFxcYGhocFxwUFBwfHCggGBolHBgYIjEhJSkrLi4uGB8zODMsNygtLisBCgoKDg0OG xAQGzQkICY0LCw0LCwsLCwsLCwsLCwsLCwsLCwsLCwsLCwsLCwsLCwsLCwsLCwsLCwsLCwsLCwsL P/AABEIAOgA2gMBIgACEQEDEQH/xAAcAAACAwADAQAAAAAAAAAAAAAEBQMGBwABAgj/xABGEAACA QIEAggCBwUGBQQDAAABAgMAEQQSITEFQQYTIjJRYXGBUpEHFEJicqGxI4KSwfAzQ1OistEWJKOzw jRzk+EVY9L/xAAaAQACAwEBAAAAAAAAAAAAAAADBAECBQAG/8QAMBEAAgIBAwMDAwIGAwEAAAAAA QIAAxEEITESMkETIlFhcfCRsQUjQqHB0RQzgRX/2gAMAwEAAhEDEQA/ANEvQN6OtQVqUebNUNA0o Gj1oGofxJq8xnwzXFRjl1UrW8w0S3+TN/Eastqq+HkCTROdu1EfACS1if30QfvVaFNNJxMu/vndq 4BWf/STjG+s8PwrYh8LhsQ8vXTI3VtdFDRxCTZMzG1KJsZNhcbhIeHSPxBeqxGZJcUCC2ZCcz2IJ XSwIvrVoGavaurVimH6R4lbS4mR4QvGckw61mSKLqheItt1YJ9OdNeMdKl+s8ZCYvsjBZYLS2Xr1 ikZhDrbrBoezrXTpqwFd2rDMficRPPwuMzTZW4dBLIBjDhe0WAaVmN87a93c+1Xn6U5Jmgw+Fw8j xzYmdY1ZGyuFRWkY3uDbsi+o3+fTperVwisg6N9LJsXxHB4nrGGGlUYMx5iI+v+rDEO1tMzCQmPb 7Oh1tQcHShjwJFOKf66cUIivWN9Yv8AWc2Qi+bucvDTyrp02q1dgVlnSHpAz43GnD4ktEnCZXHVy XRZlldcwsbLILWvvpSnobHizFw+RZJyXxMDS3xvXhoupZiWXTqgSTeM3Og8K6dNptXRFdivErhQW OgAuT4Aa3rp0qGFFomUbI0sQ/DHI0a/korzF3h616wakQi4sWBkIO4MjGQg+d2rqHvClbO6a9P/A Fwmcdk0Nh+8KKn7poWHvCqt3S1faYRiO6f65ihoO8KKxPdP9cxQsHeH9cql+6dWPYYRiu6aGg7wo nE900Phu8Khu6cnYZNie7QtF4odmhLV1nMtRxDrUAaYkUuqzylUPSgBTBaXuwAJOgGp9taq/iWr8 w3EZcpz2y21vp/Rva1tb2tTzg0sjRKZVKt594gbMw+yxGpH6bBbgIAo6+cZQNY0P2OQYjnI19txe w1JoPiHEXl01SP4eZ/Gf/EaeN9gxkIN5nlTc2F/WWLifDIcSnVzxJKlwcrqGFxsddj51Bw/o/hoM nUwRRlAyoVRQVDkFgCBzIF/SlMTyxW6p+yP7uS7JbwVu8n5gfDRUXSNdpY5E+8AZVP8F2H7yirBh AtU48Q5+B4dkljMMZSZi8q5BaRja7OOZ0GvlQp6IYHqeo+qQdSG6wJ1a5c9rZ9u9bS/hRkXGICLi aO3mwB9wTcUFi+luCjNmxUV/BXDt8luatBnaScT6L4TElWnw0MpQZFLopyqNlGm3lR03D43aNnRG aIlo2KglCRlJQ8tNKQP9IOAXedgPHqZ8vz6u1TQdPOHPtjIR+Jsn+q1dIyIyi4Fh1y2hjGR2mWyg ZZGvmkXwY3Oo8aj/wCGsL1/1n6vF9Yvfrci572y3v420vRmEx0covHIkg8UZWH5GiAa6TFeH6OYV DMUw8Kme4msijrQb3D6ag3PzqHA9EcFCQYsLAhDLICsaghluFYG24DNb1NO714mlCgkkADUkmwHr XTp7NJOO47VYVtdtZPux7W9W2HkG8K6xnHLgiAZiB3yCIx6f4n7unmKSRZs4ABkldr+FyLAu52VQ LD5AXJAI2fGwjFNOfc3Ah+IPZYnwufCgcK5YgoryDxRSV/i0X86f4bgq2BmtK172I/Zg8sqHTTxN zTa1V9LO5l/+UQMASsyYeYg2gf+KL/+6DVJFILwTAeSh/8AQWNXK1d2qxqUyi6pwMSoYjELaxOVj srAox9AwBNR4cdoVbp4ldSrKGU7hgCD6g6GkmK4Fks0Btb+7YkoR4KdSh9Ljy51VqyTkQ1erAHSw gmI7poeDvCpGmzKdCCDlZToysN1b/caEEEXBBqPD94UF+6N1nKGT4ru0KKJxXd9xQwNRZzLU9sOJ 1NL7UwNL6u8HTGIqLheEDEyyW6qPUX2Lrux+6pH8X4RfuZjYBbB2IRLi4zNoCRzA1J8lNeeJFVyY eO/VxAXudWa1xm8bd4nmxHgavjHuMA5Zj6a+f2k8splbO1wB3FP2R8TffI+Q0HO6+mApHxXiaYdM z3NzlVRqzt8KD9TsBqao+SRC0hUUxzLMqIXdgqqLsxIAA8SeVUHjfTQIP2NlH+I41a3+Em59Wt6G qx0n6VyTt2iCVOiLfqo9f8AqSfeO1tANqrF2kbm7sbcySfAAfpTAqA3MQfVMdk2jni3SWSc3YmQ8 jKcwH4UFkX2FLn4nKftkeQsv6VbOBfRtPKA2IIw6b5e9Kfa9l9yfSrPgegmDjteNpfORifyWy/lU taFla9K9m/7zJpMS7CxdiPNjUVq3v8A4UwQH/pIP4AaXt0SwTaHDRi/w3U+2Uiqm4DmEXRsRsZi8 DlDmQlWGzKSpHoRrVu4L9JXEILL1omXa0wzH+IEN8yasfGPoviILYaVo23CydtPQEAMvqc1Zzxbh MuGfJMhU7g7qw8VOxq4YGAep1GZtPCumRxByNKYZrEiPIgDW5xsc4f0uD5UZ1ed1ZyXYHQuS1vwg 6L7AVhmB4hYZJLlN73OZDyZTuLHWtT6FcdMxMMrBpo7EMP7yM7Ofvcj8+dDuU4yOIzpLFPtYb/Mt 8x7J9K99GYxnmb7QyKPw2LX92Y/wjwrxN3TQmDxDRSB1XMCArqNyoJIK+LKSxtzBI3tQgcNvDuha o4k3FZ8WMRJ1QmMYVSMqpa3VSl+rLDWTP1NgdL+V6RrieKB10xBHZMgKoB/Z4lpBEclzZjhVUsBc rrYFq0HDTrIoZCCrAMD4gi4NTWpmZ0pnDcRjDiu39YEBZrZkUWF0yA2Xbv3udr87UNiv/yStOA0j KCeqICXYCTT7OoKSqDp/cMeet8rhFdOmd/WsU8hlhGIKt1Shsi2ZAczliEzhRnYKLZtGJsSKufBR J1Z6wsxzvYuoV8t+yGA0uBpcb70w0pNxXpXg8NcTYiJGH2CwL+gUak+VdOgfH1AmW27xtm/cdcp/ wA7f0KDw/eH9cq8RcSTFZ50dHBsihGD5FBuAxBIzkm59hra594fvD3/AEpWzvmrpxiqTYnu+9Cii sV3fehhVX5hau2Gml9MTS6rPK0w6FrOXtfqo8yg7F5DkTXx7LD9+gALbm51JPMk3JJ9TeiYjcsvj KCfwxxIw/zyA+1QWrreAIPTjLM0OllCKWchVUFmJ2AAuT8hWIdIekhxDM63Ba6ruOrjvoq+bbk+d uQrQvpT4gY8FkGhmdY/3QC7f6QPesd86PWPMS1T/wBMK4Vw6TESpFEMztoPAAalmPJQNSa1/oz0a iwYGUZ5T3pCNfwp8K+nvQ/0Y8CEGGEzD9pOA34Y91UeujH1HhViXlQ7nOcCM6SkY6jzGPKl68vam B2pazgC5IAGpJNgB4k8qE/MZr4MZPsaWNiEUgM6qTtmYC+vK5pTxjpvDGrdSOuIB7V8kI8s5737o I8xWW8d4gZpQ0tyrBZCF5lhewvyHdHgBRvRLbxM6ta9hvN6fVTbUW3GopNxPhseJQxSrmU/xKfiU 8iKxkcScLkhLQxAi+Utpyu5Bq2dCeOypi1w00jyxyXEbOcxDAZgynW6kBha+5Fc9RG4nU6pW9pHM pvG+GNhp5IX1KG1/iBF1YeqkH3qXo3xL6tioZuSuM3mjdlvyJPsKsX0sgfXl8TAhP8AHIP0AqlOt wQNzoPU0XkbxM+1tp9JTjQ0JhMKZnyA2UWMh+78A8219AD4ip8S2WO1rmwUDYsxsoX3JAqGQ5R9W Q874iQaZ3I1iXw0ABPJcq73IB075M0Gc9PQvJh2K4szaYchY106ywIa2mWIbZRsW28PGvMPG5gbF Ef0Yofkbj86jmFkIGgsAAOW2goeDvCoawg7Tk0yFN40/wCICO9h5gPEGFh+Ut/yrw/SdACeqlAAL Et1SgAC5JJkAAAobE901SOm/FAq9VfsgZ5bbkX7EX7xFz5AcjVw7FukQL0oiFjBumX0gvMuVM8MR 2UNlllG13YdyPyBueZ5Vn5xrynJcIhBJVRYaAtrzO1QSyPNJfdmOg5D/YDxrkrhDaMkkXBcHvaju +A/WmZn/ePugZaPiCKD3gyuAdLZC1m8SrfmK2DDd4e/6VQfoz6PlUbFyAgt2IgR9n7UnvsPQnnVo 4nx+PDGxBkktpGls2uxcnRF8z7A0o/ufAmrpz0UksY7xe3vQwqgcb6b4jWzww+CKple/IFiR/pFI x08xvxp/wDGlS1LEzq9ZWBNq50uNMaXGqPGKPMnwj3kkHg36xwmoK9YS4xMw5FIn9znQ/lGteaiz xIo2zKV9Md8mF+G8l/WyW/K9Z/w9Q6yRbM4BQ/eW+nuDWy9OeBtjMKUSxlRhJHfmQCCvldSfe1Yc y2JBBBBsQdCCOR8CKarMzNSp6pvPRjjUEuHiyuqsiKjoSA6MqhSrD1B12NRYnjWHi78yA+AOZvZV uT8qxOPGsL3Cvc3u6hzfxudalbi0trBgo+6oWqmpScky66t1GAJq/E+naKp6qM+Tynq19QvePoct Z9xjpM03eYy63AYZYh+GMb+rEnzquuxJuSSfEm5ozhfCZ8SbQRtJyJA7I8ix7I+dXwogS9j7Z/SQ YjFPIbuxPhyA9BsK95zIFWxLjRLAkkXvksNbg6j1tV94P8ARe3exUoA+CLU+hciw9gfWrhwXgsGG sIYwpNrtu7erHU/pVGtAhqtKz/QTHcPwzFqWRIJgWBUjqm287rYetXXoj0b+rAYnGWTqiZEXN/Z6 WZnsbEnSy+PnarX0i6Z4XC5kZ+skGnVR9og22c7J76+VZP0j6TzYw2eyRA3WNdr8ix3Y+Z+VQSzb SQK69zuYP0l4ucXiZJjcBiAin7KAWUettT5k166K4Hr8Zh4+RkUt+Fe2fyW3vQWCwbSmy6Ad5jso 8T/ALVqPQXgaQf8wy5SVspO/V95pG8C1tPugeNWf2rBVKbH/uZa8ZiT1lk76g5PBXYazH/20bbYm ZfUdYSMKVAva/M3J5kk8yTqT4moOHuOpfESEKHHWb3CpqR87391H2RVP4/01cOIsKlnb+8cbA81T l43bbwoJUscCOo6IpZuTNDxBFiBuLX8uevhSybiUUJBkkRPIkX9l3PyrG5+MPG7LFIxGoc53HWte 7O5DAv2r7mgpuKyW7wReeUBPmd/zq5pGdzA/wDLIXAE1ri3TeJVIRSfvOerX2B7Z+QrNuk3EWlbt aM561wNrsLKv7qgD5UNgODyvllaNxDmUGRgQpvrYE969uV6Bxk+d3fxJPty/K1GAUbiKvY7HDSZT 1cebZpLqPEIO8R6nT0BqydCehxxLrJOCsA1sdGl8h4Jpq3PYeIt3AuhWHSKGWVTLL1cZs+qIbBrB djYk6teiulPSNcFFmFjK4IiU+Ol3YfCtx+QoLWHOBGatMApd5J0q46IFGHhyiXKDewyQpsCRtew7 K+VzpvlXEeME3WMmxJLOTd3J3a/n4/pQEuNkYuWdmMhzOSdWPi1cwGCknkWKJC8jbKPLcnkAPE0V QFEVdzY30+IMakU1auLdAJ8Ph2neSM5dWRcxIF7XDbE67W96qy7VIOZDArzPo0UupjS00o826fMO WLtZueXL5Wvf/f50HTAUuBqr+J1XmMjVX470Zw+LN5FIf40OVvRtCG9xVoJpeKsxIxiVRAwIMpGI +ipb/s8UQPvRgn5hh+lQ4b6NEv28QxH3UC/mSf0rTaXJyqXdoOvT1nO0WcO6CYKHXqutYagynP8l 7v5U1RQLACwGwGw9BR7UCvKquYSlQAcCG4iQKrMxAUAkkmwAAuSfKsj6VdN3lLRYclIti+zv42+B fzPltTP6VOkJLfVIz2QA0xG5J1WM+QHaPqtUXCYLMAzHKpNhYXZz8KDmaOtYO8QuvIyqwaKEscqg knkKd8I6NvK2WxduaJbT8bmyr6X9KvPR/oOFQNOCml+pU6nw6992Piq2HK5q04SBUyqihVB0CgAD 2FS9oXiTTpWfdjgRHwXocsShpspK6rEn9mp8WJF5G+Q8ja9NeIw54zHykIjP4XYI3+Umm83dNBxj UeoNAsJJjtNaqhCwLpnwt8Rg3jhOVwUdRewORgcl+W2nmBWXPwTGWKDCyqzaMUKnMfvNrf+KtpmH ZNCw94Vb1SuwgjplsGTKJwr6M06tXxMj5ioJjTKoUm10LdrMRtcWqz8F6O4bDsDHCgb4iM7/wATX Pyp3jJAqMzEBQMxJ0AA1JJ8KzvjXTRgLxnqV1ymwMzjxAbSMHzBO2x0rsM7bSuaaVyeY6+k+ciCM ecj/wAMdh/3Kxt1uCPKnsnFmxBcNmPYksWkeQnTz0G2wA2pERpTAGBiZ7v1MWm98R47ho4mbr4iE W9lkQsbW0ABuTyrE+N8VfFTNK+50C8lUbIP61JNc4rjHYlWJsCGC6aEjY+YudKBqoQKcwj3s4wZP gcG80ixxjM7GwH8yeQA1J8q2jovwaPBR5QRe2aWQ6XIG5J2Qchy9ayvgEiRftDL1ch0BVyrKvMae NMMdxqMjtytMeQLM408ico9as1ZbG+0iu9a8+3Jjr6QukfXxGOI2hBBLW1ma+ip4IN78z5b56DU/ EOINMbnQDZeQ8/M1GuGcgEI5B1uFNvapwBsJTqZzkz6KpbTKltJtNqrzGJpDxbiiYdAzXZmOVEXV pGtfKvtqSdANafGqDjSXxkzNtEqRIPDMokcj1uo9qkjeBezoQkQqXi2Lk1MqwDksSK5HkzyA3Poo qKLE4lDcYln8pI4iv8AkVG/Oh2nJvkXNbdibJ6A2JY+gt51D1xP94WPhDE0nsSA9cTEPVszsZceD 8cEp6uRQktrixusgG5S+txzU6jzGtTpVCTiIRkfPLdGDDrMNKBcCxBIjW1wSp9TVo4Fx2LEGysuc dogMGBF7Eqd7AkDUA7aagmrbx/S25BDcyzNz96ADAanYan0FHtsaWYhMyMviCPmLVz8iGr7TMSeb r5pJZCSCWlfxILaL+YFWL6PYPrGN6x9oRnVeSknKgHp2j6iqjHLZCviVJ9gdPmfyrQPolX/ANQfO If6z/OmXOE2mVQOq0ZmmybH0NBR7j1oyXY+hoKPcetLNzNargw2fumhIe8KLn7poSLvCubmRX2mF zd00JD3hRU3dNCQ94etQ3M6vtMr/wBIWOskcF7CQmR/NI7HKfIsVuOYW3OsgxmJMjFj7eQ5CtM+l aEqI5fslJIL+DMQwv4AgMPasuU2N7A21sdj5HyO3vTanCzJuH8w5lv4f0OljwrYyU5QqF1iAu7IR Yljfs9kk232pFnWONDpmygqNDqbgOfcFvO6jlW4YfGR4nDrIlmjkUaabHQofMagisg6QdEMRA7ZI 3li+wyAuQvJWUaggeVudQtm+DL26f2hllbJuddT+fqaddFujUmOkZUORFF2kKllB5Ja4uT66CpOD 9DsXOwvE0Sc5JFKAD7qntMfQW8SK13gPDY8MixRiyrf1JO7MeZNVd8bCTRpy+54mcYr6MsUvdeFh 45mU+4y1LgvozlYjrJ40/CrOfzy1quJHZofDd751Q2NnEaXS1lSZW8B0BwmHAYqZ3uO1Jt7IOz87 0/XQWFF4vu+9CUNyc7w9Cqq7CHUuphfel9S8mnzGJqi41EM093cSdogLbK5CKYwLobsF0a3l4gC8 NVMw7hJ0DyKJBKwynRmWQyESR66qRIuaw3jtfS1VtGRscQYUHYyTE8GC37PWiygZ+2CbkNmXKVUZ bWsmtzdhpfywljEyIXVFhGW5uA7SMo6snMydhe7dsuYVLiMc7PKQ4jgjtEz6XL6F2Fx9nRFA3Zzv ltU44UyI4JnjjuS2bqGVVzSAi2Vha4btEE2RbkWqo6iOJGEVtjiAYzDuELl1J6thmVJELFomK7P2 rc82ex0uDTvg/D4IVCwIqLfkDc207ROpO+9I3kCLlVLuVWPRVzSOHYXY2Gv7NdTpdxerDw6Dq440 sBlVVNtrgC9ve9TnPEvUpzvvHD7Ggo9x60Y+xpBxTiXU5VVc8jXYLrYIts0jWuSouNFBJvYVZxvL IQAczFscmWSRfB3X5MRV7+iSTXEL/7R/NxVP6SqRip7lWvIWuospzdq6i5sO14mrH9GUzpJiCqhg FjLLsxAZu4dr97Q6HxFMOR0ZmbRtb+s1yXY+hoFNx60RDiVliWRDdHQOpsRdWXMDY7aEUOm49aXf madXaYZMeyaXTYkRgudl1PLT15e+niRvQfFeOFZDGtgo0ZypYs3wRC4BItqdTyA0JC3Hx9ZeNpMR IrizIBCqkHdGyoHAtvY7UC7UIrdPmVrPtIlg/8AzMLoCGtmtYEZSL2sWB2HaUX8WHjUkHeHrVY6R QhYmfITI9kC7jdCTpa4CxKbady2lzTrgcjNHEWJLHcsCG3O9wDe1uQvuNDVabjaOojElR05WHcZw CTwvFKMyMLHkRqCGU8mBsQfKsO6RcBkwcmV9UOqSDZh/JhzFb1P3TS2fBRzAxyoHRt1P6jmCPEa0 31lWgGoFiE+RMV4Fx+fCMTC9lbV0IujeZHI+YINaPwDpzFKM0qNCRoxH7RBpvcdoD1X3qq9KehqQ y5MNL1rHUwnWSMHmzgZQvhmsdOdLl6KTg5OsiDkXyZ2vb71l0HrV2arPuMXqXUAYUbTZ48dHNHni dJF01Rgw9/CoTiBH2jc20sNySbBR5kkD396zHBcIxcdgVjIGgKyZHA8mFqtHB8RO8ixTkWX9opOX OxGYBSVOUgb3IB7I3oTsnKtmNVmzHS6EfXxBek8mImk6lU6y4JkPWFUS/2I1BAIVbXkbUk2BU6Cz cE4kkjmNL3jUZu6V1uAAVZhfQ9m9wLUBOq9Z1SxFo0AkdUVcpcnsiS5ANhd7G9yVPq54bKr5WU3V hcctx4cjUBs4lwuMwzGd33oUGicWdPeha5zvCU9sMNLhXOM8XjwyZnuzHRI0GaRz4It/mTYDmaqs 3EcVLsy4ZfhUCWT1ZmGRT5BT6mjCpn4ijauqgHrMu2JmVFZ2IVVUszHYKBck+gqpxYw4pmsjRtGi MqOVuxMqy20OmsSqTyLUunGIZSpxkrA2uHSJgbENY2VTa41F9qhTEyo6iQBTfsTp3cx+zIp1XNtY kq21xcUVtMSu/MR/wDqL1Dp48/MZcTwuHxWE7LEQmTrSVubNmLOJdyouxufs6HlQmL6LQiNhEzwZ 1C5usZYlJ7Jawks5NyABfNmtpc0rwZmwTTS4fI6AF5cMzEFBoetiP20313A7JBIvXjhPSZJp1UYS KB2Os6WZo1+1Io6sagX1vpvrtSwR12Ed9atwGMuPA4OtlcuvYgARNx27lyXtozi0bEcma2605XlR OHiRIwsYAS2ljcG+t7/AGr3vfne9DLuKhhjEbq4MYWqsYCJMQXndbhiYkU/YSJyL+Tl1LXGoso5V YsbikiRpJGCIoJLMQAPnSTgMTLh0zjK7ZpXB+y0rGUqfQtb2qtxwNpFe5xEPGOiMeImDFZ4ydGkD xyIwGgZs7Z81gBsffeiBgIcNG2HhDLcB5pcxBRNe27DdiAQsajW+wFNG4ksi2Aax1zZsg6sEftiw N1Qm4W9i1tBbWl3EGUZVjzFmfM1wXckBQkjBjc22RGtdsp0VSaoCx2MqyouSJYejzg4SO1wAhWx3 TKSvVt95bZT5qa9yy5FL/CC3yBP8q5wbCGLDRo/fCXc3veRrs5J+0SxJJ5m9dhb9nkbj56UV+RJr 7DK1FITBcNYl2Ba2uozNn0Ny2txZr5l0vR/ACoW0YJUklmOUAMDlyADw18xaxsdKVcLDpBErqxl6 0oUFsxZRJmFzorFLkE2BsNRoaY8KlsuW0kLIxkkEwjDOr3JkYqSNTc3vutjvWdXVyfqZKEbT3xGI sxDaB1IQ5mCoy6gmxGupcnkIxap+H8WTLeRgpTKHOYMGLC6shXv59xYX12qPH46OwYMrkG2VCGdh vkW212CXvpYG/ksy2JkcdtmLZVuwViAtkFtTZQC1hfyGlH9UKN4ZKizGN8Zxt3ByKI1+KTVtOeQE BR6m/iBSGLGYmVrpOwhsbuEjUv5Q9nMB9+/p416kwpl1lGWPlFob+cpBsfwi48SeROInyWAGZz3V FgT5k/ZUcydvM6UNr3P3h106AfT94PPFFFGRm6pSbkqbMzHz1ZnJ5jtHxqPDzBFskRDObquzvy62 W+qj7zG/vYV6GGIYOQJZybRg6KpP2U3yqBqz7m3oKY8H4OzH9str9/tDNIRyOUkLGOSg6je2t4Ss v8AWS9gQ7bQdcSu1wWGhygtY+GgJ+etJf8AiqCGSRnjlMwORRkHYCggd5hqSxJ8iK0aRAqZVAVRY AAWA9ANBWQfSTEFxtx9uJHPrdlv8lFN1aZFbER1Wqc15HzLB0cx6TyKrJnjkDMMxzkyjtGSUWCsx VbAWsmUBavOEWxAAtYfyrJfo5zHGKATlVZHI5DTLf8AzVrWG73z/SjOAGAEDpmZqiWk2L296GFFY sae9C0OzujFPbKTIzByzCSaRrZpDk2+HUgKo+FRb86hmTENsyRr5DO5/eayj+E0ZI4FydBcD5mw/ M1FiYnbQNlHlmzfkwsPetoAeJ4rrLHJi2eCRRdjf7z4p4/yRAtSQRyOhXKhjYWzDESSW+8uZdwbH fkK9pwdQSczAncoEQn94Ln+bVybARggKgeQ65pCZWVRa7DOTc6gDlc+ANVwZfKmdHExT/spo7yLr kI1PIyQm4zLbXQ3qNeGwxEPBHeYmyBjLYE/aYE90DU+lecbiVAVXutu2oYqJARvIzk2iUE20sd7e FD4qJWjLSXjuQquEZpSxOgjdyHJvzygVU4zCDYfSXvgXE4o4o4DmRgAgLWKu53IddAWYnQhdTYDY VJjOLxQsFdrudQigu9vEqNh5mwqpiFpC4MjGPVG7l2IIzZSFGSxFrjW99t6k4LYxB106z9odye14 km5NranUm5O9AbTBjmaCfxVq68YyYTxzGtjUc2tGBIsUZ72cZkMknLNpYAbAnmdHeMX6zEpjYGNw GtrZlOoU/d5svO2UkAmq4rFGZhd427dl7RVjuQB3lO+lyCT46dSxgqI06wiVriJNA7bklWFlXm17 DmQTUX6fqAI2xK6T+IFXbrGer4/aQ8f4/FCcikytfPZScpN7Bmk2J03UG1gFKW1XdEekUj42BXyi NmKhFUKFZgbOT3na9xmYk9s+Jrvp9wJ4Ew8kjBi2aNgCSFtZlUMe0xsX1NttABVSwhbOhQ2cMCp8 GBuD86EK1AwI2bn6stt9J9FSHsn0oKLvD1rnDccJ8PHMBbrEDEfCT3lPmGuPalvHZisDgEgvliFt x1jBCR6Ak+1AfY7zTq3U4irieOWVmmW6RnsApcSz8gQRqAfs5bEgXJtYUBh8AjsWyIoBI0H2tiob 7RH2n8dBbUknqGJzd0/2cYG0aHdvDOQP9I8bkSypFGWYhEQbnYAae/86zntJO3mP10Ko34k2UDXb z0286gwuLElyoJQaB9gx+54jz28KTnHx4jvEtHplhjBkZzuDOFuFHghPr4AvF8RkVM4jVFGxdhf0 VUvy5Ejaq+k3HmEFw5HEOxuI6tbhWdtlRRdnbkoA+ZPIXrnDuHTn7AEjd55SF9AqJmIUclJHnqTX nBYowO7yDrlIy51BzRAWuuQXupIuSva20I2suBlV8rKwZTqGUgggjcEbimaqkK/MXttck+INgOD9 SC7v1spGXNlyqq3BKxrc2BIBJJJNhrYAUbhx2h7/pRGI7pobDntD3/SmCACAIspJUkwnFd01jH0i YjPjnA+wqRn1AzEf5q2bFN2Tevn/GzGfEO/+JIT7M2n5W+VMVr7sxLUtisCXf6KMJpiZvwRD/W36 pWhYbvfOq30XkWLBgIoMk0kjqg0zZW6rO3woBGLt7C5IBnXismW4CpZjFmsZTI4JS0CKQW2566HQ gXodnfDac4qxLHi9vehL0uhxkil/rEhs2QxRFU67TNnYRxgsQboANT2fO1cHGoP8QDyKsCPIgjQ0 N+YatgFlBlCNmSKedlIKlVAlUDmM7jKun3qa4HGBrKWBcabjtgaZ05Nyva9jcUHisKgIMzNKT3IQ Oxp8EQ71vFiQPKvOLxJbLE8KM5F44b3ZR/iSONIlA8ASeRrYzieQIDDEd0NhtXlPgVQeQChv1c0P Fw0qOzLIreTFk8bZHv2fe/nXnh8zJI6TZQzsCjC4WSyBTludG7Pd/Wpyc7wXSMHBnWLhjzCVVVpm YQozXIUgm5AOnZAc+dq8YXBhsQTqUw4Crc3JlcZ2kbxNmXWupGypAx/u5ir+V+sjJPuw+dM4oApa 27MWPrYD9AB7VGMy3VgRPDicmVzosc08c33Q8hZXPlfJ7NTaXMhUqt0AIKra4vYh1HO1joPHS9tZ erGug7Xe0Gulu146ePKg+AYIzS9WjuMKAG827WXq4X7yx766nkCKh2CDJl6qzewVeZGk2dsmFu7s 4UplJRCTd3kvbq7C5IuLnlc1a+GcIEc3Ws5ka2RbgKFBIY2G9yQNSeVO8PhUij6uNVRADZVFh/9n zNDx7j1pC65m28T0Wi0NdYLHc/MX9P+H9fgZgBdktMvjdNTb9wuKxENbUeo/lX0XOt1YHYgj5i1f O80WVmX4SV+RtVqzBaleGmq/R7xHMksR2IGITyz6Oo8g1j+/R/SBv8A06/FNr6LFI36gVUfo/mtN B5xzp7DtD/RVs6QHt4X/wB1v+zJQNUME4+I5oGyg+8gxE6oLtzNgBqSfhUczSjF53cKbZ72VL3WP S5vbdgpuz8gQF1YGmDxKmaV2BYAnO2yL4KOQ015nnek2ALmWEnRpbykbZIFvYN953YM3n6Vm1ADJ E1L2JIUwjGrlKQoxBtlB2YvNcGT1WNZm9xRM8aSGGNf7PI7C22UL1S/9z8qEKZl64HtzFki8usIV XHmIkzfxeNF4AKJXI0VAmGjvzyDMSPnb9w1c7DPxKgZJHz+0D4ZiG6kksQ0iRAMOUxHUX/jRD70d wjjyQuWEbtHIkcwROrGRnzhr53UXOUGw3INCyxlcJIBukjkfuzlhb5Cl1lQSyNbLHLJYHu9lnSKM +WaV2PkoolZGSYK0EAL9JqLSh4w42YBhfTQ2I9NDUOHPaHv+lUuHEukfW53iAsEXVs4sFUOjGxLH VQLFRl1GtSvxCYGRExDl155Iu+1gI4+xZe8m+a2b1optBOZRa2C4+ZdOI/2T28D+hr53ia1iPatQ C5mjvLNMWLZi8smUqgIZwgYLYtlA0tZqzfiGG6qWSP4WK+3L8rUei0MSBM/W0sqqTL90ZLDhrSqc zgMpucpEUcjO0SkC4LBnIO95OVhVoxmBUWkCOzRoUSNH6vQ2uqjMFBsALk7C3OqJ0B4kuWTCuWBZ usjKjMcwGoAsRplVhcWuKv2EhdgqreFALC9nkIA3uSQPfMTflQrFYPGaGU1j7RSufLd4JYgDeyPB CCTcBcwmvIRe2pQG+xprDiLKoGHkUAAAWh0AGg/tK5P0cjHaLMzX3KYb56Q71EnA8MAB1CGwtcjU +ZqSMcyyAkbSr4jFMwYREADvTGxRfHLyc/5RzOlq98NwaRglbsz6s7G7OfEn+W1eRAXOaW2husY7 otsW+JvyHLa9R8Q4qI2EaqZZjqEHLzc/ZFbP3njNz7Vh0sqqCzMFUbkmwHvQuPxCNGFKdZ1miIwI zH4iCLqo3J5DbUihBh8g6/EnPIvdVR2UJ0CxLzY3AudTRXD4WuZJP7RtLDUIu4jH8zzNcTmdhRvE MvF0w0jxdudCLSZmDduwBC3GosACCeQ8Ddvg+kMElgpbMdAmU5ifAWuPzqmcew4SeQK4cElrjlc3 KsfEeXlTXo9g8kfW3tIxKxjLnYKNGYLcAEnS7aAetCVz1Yjj0oVDQvGY+XENlAWKAEhjIRkk1tYk Htr91TY8zrVx6HQESSsXL26uK507QvI1gNFW0iAAfDVRw+ORXz6M+xkbrJ3Hl2EyJ6K1quXQmcFH XcrMzFuT9ZaRWH7rAW+7QtSfZHP4cB62OMAy3SbH0NBR7j1oyU9k+lBRHUetJPzN2rgw+Y2U38K+ ecdMGlkcbM7sPQsSP1rWfpJ44MPhjEp/azgoPJPtt8iFH4j4VjppiseZmalv6ZoP0dwXlQ/BC8h8 jIQq/lm+VWPpahEKSj+4kWUj7ljG/8AlkY+xqD6PMFbDPiGFjNYKPCKPsr82zn0IqxJGGOVgCrXU g7EEEEH2NBuOXjekTpp/vK7jMMJVyNqpKkj4gDmynyJtek0bmUTODlM7/VojzESXDOP+o3rlpoI2 hZsMx7SqTC5v24tQrfiU9lh5A86BYdVZYrXRRhoVOxkYBmkPiFUAn8L1nKpUlTNRmDgOPw/mZ7mn UF3UXWAdVEvJpTYEL5jsp7vXfCo+1kvmEIszfFO/ac+wb/qHwoOeQIFVLt1LdXHf+9xTA9o+IS5Y +bH4aPWMwRLGhzStezEbudXlf7oJv8AIbmubYY+fz8+8hDls/H5j8+IWoDMVt2RfMOTO1mt7b+re VI+GwJLmeV1KRyzSBCRbN1jftJR4DkNufhTvCZUIjFyQMxJ1Jue8x+JjmPzqXo1gIpYAk0SPkklW zAMQRIxBB3GhBuPGppXORmdft0n7/4ixmeR1kItrbDxte5Y6GeQbiwOg5DfVhXT4UraNWJka5LbF FN7yn7xu5HiznkNLHiOjUViVaZeWkrHQ8gWuwHkCKE/4Yj2hklw7HvMrZy1ubB8wLb9rejGkjbMC Lc74gKFIe05VS1kVRyVe7FEo1bx0FyfK1q3014NIV+tCPIuiup79thIwGijYWvcaXtWi4PgkOHBZ FLSGwaVyXkYXvYsdh5CwqdEDdlgGUggg6ggggg+NXrr9N85yZS4+vWVxgTCMHMEdWJYWIN1NmBGz KfEb1qPAumMfZ+sEKLW64f2Z03k/wAI/wCXzG1VHpp0QbCMZIwWw5Oh3MZP2H8vBvY671vC4tozd Db9D6in8K/MxVeyk4E+gZpAyBlIZTqCCCCPEEaEUNeso4D0haI2ibJc3aIn9lIfL/DbzH51d06X4 awzMynmpRiVPNSQLG3lQLaWztvNDT6lCvu2MruKxzyMY8Pa40eU6pH4gfE/5Cu+HpDBEzq2YXJkk JuWI3ueeulhzpWUM66/8vgxoqKLPLrYaDWx5Ab38daYMERRJNaOOP8As4+S+BYDvSeA5fM1p/Uzy xAAwJNhAZG66UZQNY1OmRecj/fI+Q96Qcd6SlrpAbLsX2LeS+A313NCcb4vLPlCqyxMbILG8h2ub d7caDn51Zei3QMErJixpcEQ7c/7w/8AiPfe1BstCx3TaNrDnH+hA+gnRD6x/wAxMP8Al1vkXYysP H/9Y5+J02vTPicyK0+ZVYmV2IN8tlfKue24uLBdbkaDmNGdQFsAAALAAWAHgByFZxJgzHipwxGbM 08QN7ESH+0P4TdLctT9qg1NmyOauoJpx951hcY4J6zTS6oB2rfGwBtEvkSfxUTwDjYixFjrDPIt2 uGKSELGuqkgxmyjXUHxpdFgszEE5spNzuob4iDo8p31uqCwAphiILoADfKyyDMSQSjBwHO+UlbG2 wvamXTrXBmZTf6NoZZosx7J9KWtMqAu5CqvaZjsANST7UNwPpJFjEfIQJUH7SPMGK32KsNHU8iPQ 2OlVHpnxtXvCD+yQgysPtuDpCPGx1PnYcjWf0FnxPSesqVFpV+l3EnxM/XPpm0jTmsQPZv5m5J8y aXcI4e2ImjhXQu1r/CNy3sLmoMVOXYs3P8AIeArT/o+6P8A1dRLIP2sltDuibhfInc+w5UaxgowJ n01ta2/3lyjgWOJY0FkRQijwCgAfkKig7w/rxoiY9k0LCdRSr8ibFY9hxF3TiMDDGYf2mHIlQ+Vw rofJlNvYUm4nIRl6sDr3BSMnZAbF5DyAUWJPMgDnVi6VQq+DnV2KjIWJHLIQ4v4i67VVsSDNaMDK WUde40yqRm6lTvdjf0W55ig6kDIP3ltNnDAfT9Z54LhVOVxrHGpSAnUsD352+852PhfxorEY5Uzv bROyzc2b7MSeJu3zsN729ls3YjOVV7LMNMtvsJ5+J+z67KpnVT1037PDxG0EfNm26wruWOuUHzJ1 NKj3tk/p+fMbP8ALXC/r+fEb8PiYLeS3WN2ntsDyQeIUWX2vzqbgjsMYyoLxsmebwWW1ky/eZQbj wVTpzrcuMLFXxLNEpsYsKl+se2xlA7TX+HQePMURPMpu2KSKAMOyrKsk7aaMbDS3guum4otalH6j +f7grHV0wNvv/n4miYnumh4D2h/XKqvwzpihyQupVcqoJmOUFhp2gxuAbbnmdfGrNh+8P65U2w3E UqYMpxCsSez8qHw/eFT4numhsP3hUN3S6dhhGNQMhDAFToQdQQeRHOsz6QdAWBL4TtDUmIntDn+z PP0OvnWmYo9n5frQ2H7w9/0q/UVbaCNSum8wN0IJVgQQbEEEEHwIOxo1OJSgAZzt4CtW6Z9F48Wm cWSde640zfck8R4HcVlEnDplJUxSXUkHsMdRodQNaZWwHzMuygqeMy9TOoszZQF1BNhblcHlpcUF EsMz5tZrd0kXiT8NwFY+faPpXMab2zrACNusOe3oMq11BPKTZWQjxEL5R7mQflemDch8zIXT2Acb /ePOjmBMk5xJT9msOWF2AHaYm7xDe2WwzEDfS96skO49RS3o3xGM4dIC2WWKMRlG0JygLmT41Ngb jx1plEe0PWs+5upsz1GiRUqwIfN3T6VX+LcK6/KVISVDeN7aAnQo9t0YaEeh3FPp+6fSg4u8PWoJ wwIhVQOhBlJwz9WepkQxTLclG+1rcvGdpFJN8w8dbUdwbBJOXklyuiMURCQVBW2aSQfFe9r7Bb86 tnFsDHNHaRA1tVJvdT8SMCCp9DVRxnD1wlmVuwxyftCuQMWzRmU6F1Us51OpsOeprbi6dI5mZRoB Vb6vI+viEdKMYIkVouzLJ2VkQ5cqAXLNbvqARYHS5FZhjsUGIVdI10A8fvHxJ860PpXgjiMOFVz1 qMcmYgNOO6wAFgMxHZ5Gw8RVf4L0SyhJ8WV6k5TkU5rh7BWkI2W5HZFyb8taHTYErx5h9TU9lu3E O6AdFRIPrUwugJ6pDYhmBt1jeQN7DmRfkL6FD3h60HwRiYZGIKlpGOQ27FsqhRbfRRfzLDlRUHeH rVHbqIMc06BEIEMnPZNJ8dxiLD5WlexPdUXZ2/Co1PrtQPSjpQIs0MOVpQO2x7kOmmb4n+7cW3Pg cyxvFiWYqxd270ras3kOQHtbyowp6vcYtZqxWCq7mXPjnTVnRkCJEjAg9Z+1kZToRkHZX5tVNXjs naDSStyWz5BbxIXnSsBmPNifcmil4cftMqnw1Y/IUboU+Igbn8tDMNx+RQAWlJH2ute/wAtqOg6S XZS5DlbletQNlPipW1j5kUqPDh8Tf8Axt/veomwJ+yyv5DRh7GoNKnlRIW9xwxjwY9hdlOVn784I d3PNQ1rRJyCge9QXAJOuY7nUsfU7n3pLh8Q0TG3oynY+RFMcPi1YkC6i1xe3uo9K4VqvE57XfuMn Z9NQAOeYj9Nvzo7gvG5cKymNmkQC3VWbqiPu/AfMfI0vzqDoLn8/wCZ+Vdl3Owt7f7n+VcRmVVip yJq3DOPRYqO6XVxYtG1s6/yZfvDT0NF4fvCslhZlIIJV1N1YHtA+INh/wDfOr70U4+J2EcllmAvp osgG7J4HxXl6bL2VnORNPT6kMpVuZZcV3T7UPhu8P65VPiu6fb9aGw/eHv+lDbujSdkKxfdNBUXi u6f650GKq/MtV2yhmCU3JkF+QRQnsWbMfkKgbh7m5JU/jaaT5dsD5AVyuUTMwcT3FDIjRu5EkcTi Tq0Vg2mzKSzMSDY5bi9rVfsFMr5GUhlaxBGoIOxFcrlQ2+JoaE7MIfiO6aEh7w9RXK5XPzHKu0w3 Edw+lZ39IMitLg4pDliLM8h2sOyt/kW+Zrlcq6jLwFhxSf/ACFYN8Mg6nDTxdW2UFTMC4CliEjLk lQWYa7rZranRp1YCIM3dteRtI1N7l41OjNcnLcNa+5tY8rlLuMGEpPUucRrwlGXDKGBBGa2YZWK5 yVZx8RWxN9bk31qs9NOkpwy9XEbTsL5v8NT9r8R5fOuVyjqAXEHY5WkkTNZsU7KFJ0Gp37R5sx3Y nc+dRwxFiANL8zsPM11XKbzmZA4mj9HOhg6vPNdFI0QXV2+9IQbqPBBY+PhVTL5GKc1JVgBqXBsR 7G9yfKuq5Q1YljmM3VqtakTts55WHlYn3J0/L3oTHwHLmINxuSeW21zauVyrxWBSTFhY6kbHn6E8 x61JwuEvLGi7uwQctW7I15b13XK4mWHOI7x3DZIXySRyIeXasGHilmAI9NudCmIfA3v2v8AyNcrl QOJzjDET0sKH7I91tU0d1IKkqynMrDQqw2Yf1rqOdcrlTK5mm8D4yMVh8xFpFISReWbQ5l+6Qb+W o5UVC9jfU77C525VyuUnZ3zc05JqyZLisR2T2W+VDgV3XKG+5h6xgT/2Q==
25 mar 15:30