Niðurstöður samræmdra prófa haustið 2012 og myndrit yfir þróunina
22.11.2012
10. bekkur |
Prófseinkunn |
Raðeinkunn |
Normaldreifð eink. |
Íslenska, meðaltal: |
6,6 (6,4) |
52,6 |
31,1 |
Enska, meðaltal: |
6,7 (6,6) |
51,1 |
30,7 |
Stærðfræði, meðaltal: |
7,2 (6,5) |
60,4 |
33,8 |
Landið, meðaltal: |
(landið í sviga) |
50 |
30 |
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7. bekkur |
Prófseinkunn |
Raðeinkunn |
Normaldreifð eink. |
Íslenska, meðaltal: |
6,8 (6,6) |
56,5 |
32,1 |
Stærðfræði, meðaltal: |
6,8 (6,9) |
44,5 |
28,4 |
Landið, meðaltal: |
(landið í sviga) |
50 |
30 |
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4. bekkur |
Prófseinkunn |
Raðeinkunn |
Normaldreifð eink. |
Íslenska, meðaltal: |
7,0 (6,1) |
62,4 |
33,7 |
Stærðfræði, meðaltal: |
7,9 (6,9) |
66,1 |
35,6 |
Landið, meðaltal: |
(landið í sviga) |
50 |
30 |
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)
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cZ61NKt2Is+XJ0AECZwuFoNLpS+/OQtiEXaRtB1NEx+eyz56UsdqldQvtwWn01nhr2awAAgJISiY3aZ7UtpG3IFaS0vRkLZYyojzNfe6yOhGyxzVLPQdpuDOPjS88/P/7cc+dDodFnnvnIx6itGesxtS+W6o1t9DK9DQCBNTBwe2DgtpSnIm1DrsCk7cfqiAjTmzERrDdjZURsB9J2Axga+nLPnklV1a12Ts89N+bjYBLahzMbh2Op3hm1h+ltAAisXbsuJhIbUp6KtA25ApO2s2zGMtPbj9URe567HKTtuqaqeiQy1d09K76ya9dFib9AK6UZ6zNKbyz19Kb2qcYDX0YCACgiGl2RuLaHtA25gpi2H6sjT+e2N2OhkZGR3PKSIkjb9SuZ1HbvvnrqVCLn693ds0NDX/oypAfp6LTaI9L2zMbhhPahLyMBABQRiUxt/fNRNdI25ApY2s6UaT8N1o/Vkaf/3xHBiyFt16l4fL2t7VLeteTj40t79vhQt22Y6Wnl8IzqmNtO9cbUPs1Y934wAIBCVFVvaRlXVV3WE5K2IVfA0vaTJ08KBmtHNXdhpO16FI2utLdfKVQuIv3XaJnuaRem1UNZUZvpbQAIHqvNtsQnJG1DriCmbUfdtpNzHWWuF154IYR69Ueh0EAotK3ofQZCoX/qxVie+rWWZ69/dTB3YjvVG0v1Rh/s2/HrxUcLAPDSgNy/EaRtyBUK1U3azvvFXCHmtutKV9dMV9dMybsNDX3pXDrpgZvqsSmlu9Atnjrp5WAAAIVIbLMtkLYhV2DStqNOxK7Wzm4FWM46SdJ2vbDWRI6MLJRz59nZZFvbJbeHJHylJ6aVHitYr6R9a/UNAChJYpttgbQNuQKTtrM2srELRvJ+sQjSdl1IJDba269MTCyX/xDP+gAaZnpOPW5F7TupEQ+OCACoWmvrRDwuefE6aRtyBShtS0HaDr7r1x+2tV2q9Jej3O5ORdzTPrGidkzpp/0IgDoid6VgXbh+/WF7+xXpT0vahlykbXjq1KlEOBxNJrVKH3ju3OLevdfdGJLTuj4virNX0033dwtA/Roent++fWx4eN7vgXiqq2umzIrEipC2IRdpG97p65uLRKaq6+WXTGotLePSh+RkmGmxOHIhddrVYwGARMPD8zt2fBwKje7Y8XHzBG5V1XfuvFDF9E1JpG3IRdqGF1RV37NncnAwXsuTtLdfuX79oawhbZXQRq2oPau+Tg1JYN3VfuH3EIBgEVHbujVP4HbvmidpG3KRtuG65WW1vf3K+PhSjc/jxsJzYU2PixqSpD7n0lFQI81Yn1K6FaPW9xLQMMLhaEvLuIja1q2lZTwcjvo9NNft3n21otX25SNtQy7SNtxlNe+bnU3W/lQurYYxTVM3lVn1dStq39XOunEISJHQPpxWX42nhv0eCBAgHR2T27aNiai9bdtYR0fjty5dXlZ37rzg0pOTtiEXaRsuOndusb39yvKyKusJW1rG3SjRu6udFTUkuqlIf35IoRnrMbUvluqNbfQyvQ04ffe7137lV0ZDodFf+ZXR7373mt/D8cLgYLyvz63rkKRtyEXahlsGB+N7916vbk1kIXv3Xj93blHiE5qm+VCPiRqSdb0pih3r0bo+/0XqL2Y2emKp3hm1h+ltwGlo6Mt/8k8+3b597Dd+4xPpvySDyY022wJpG3KRtiGfqup79153Y9bh1KmE3IaymrEuakgS2qjEZ0aN1vX5B+nP72pnb6snxOlQLNVr3WaUw6rxwO8xAoGQTGqtrRPLy+quXRc93nnXL+4VFlpI25CLtA3JkkktHI66NLmSSGzs2nVR4hPOp963YtxN9ZhhpiU+Myr1lZ5YSU8mtNEvUkMiXovbtPLqtHpIpO3pjUM0JwEs3d2zQ0Nfin/u2TNZ+6r0gHOpzbZA2oZcpG3IZE2ruNqnT9aaS9M0V9NTIsx9pXuxUSWcFGNpNT21qI3FUye3xustt1dn1F6RtmOp3mnlEI0aAWtK21mzNz6+tGdPI6+SdK/NtkDahlykbUgzMbEcDkcTiQ1Xj5Izi1M1zViPKf1WkrunfVL7E6Ik1XjwUI/d0z4pJ17PqcfvamcfpD9f1+cfpKMz1vpIZ9reOHSH6m00vby/EiXOSgSQB1sLk7YhF2kbBVV0pX5o6Mvdu6+6OtlgiUZXpPSRFYFvTj1ODUmZKi3eSBmPkvrcUnoinjo5rfSUjNcLqdP305fX9XnnT8Qw0zH1tZyJ7afT290b+n3Z3yVQN7ZObFs8yKM+cq/NtkDahlykbeRX0TYiXV0z3d2zbg/Joqp6S8t4ja1OVtKTT6uBe+glV6Zy3hKasb6mx614LS4dFLrdVI/Np95fSk+s6/NFGi8WnwiPqa+58L0C9aFQibaq6rt2XZTYfTU4XG2zLZC2IRdpG/mVuY2ItSbS1dUqW9W4BihlPBLzrEvpCYkDa2x53xK6qazr80vpiTupEdHdpdBtVn39TmpkKT2xpsdrLLn+Sk+IH+JKupFLVIFCircfGRr60rNJEC95832RtiEXaRt5lLmNSDy+3t5+JRpd8XJsZs2/bUXLiy9SQ9SQlMn5llhNX19KT8yn3r+pHiser2NKfzx1cik9kdTnpK9oXEpPiAsUKeOR3CcHgq/4vIOUy4AB5E1JOmkbcpG2kUdC+3Bm43DxbUSi0ZX29ivubS5QRC19AO+nL4uIRsPm8jnfEkXi9bTSE0+dvKd98lCPuZ2ADTPtPHFy9VjBRA/EZlZOX21Za8qDw7Nu4qRtyEXaRi57FvNpn7WtqXRkZMGbNZGF7Np1sYrmJ6rxQJQf3E9fdmNgDSnnLZGTsOOpk4va2EM95v3ZSzP/QCtaWYHG095+pWSv1UJrKOuXZ+cPpG3IRdpGrgfpqLP/w/TGoZydX7q7Z7u6Zvz9DV7F1gaGmRa7EsZTJ10aWEPKacA3s9FzSx1cTU8FIeo9SH/enAtey1xZgYZUfkftRtrpxsuln6RtyEXaRpa83damlO64etIw08mktmfPZBAuTVaxfQNlvtXJ34BP7QvOzjKiaclt9USTFOKXubICjar82uVG2sjdy117SNuQi7QNW7q/b/ls18zaq1u3EZlSumfXf/LH370UkGmSZFLbufNC+fPrtLCoWt6dZWY2Die0D/0eWkbKeNRsGxWVs7ICjarS0OlBd2pveDlPT9qGXKRt2NL7Xow9PJh3G5HMrPCjweDMaIbD0TLboRhmek49bn0Ld1Ijbg+skRTZWSZQ09ur6SlRR/6VnvB7OO7SjPUZ5bDzB8F63+ahqnpb26WKlqc3xkbuHtegk7YhF2kbtvjcD0vup31TPRaQMozBwXhf31w597ynfSIa0gUnINaF4jvLBKr8fT71vniLNnY9yT3t42n1UDCvM8Bt1fU/bYCN3D1uH07ahlykbdj0zoi5/5W7Vw9kLspf/KG5/xXr9uBnrzgDdxBKRcusR1zX58XIV9NTHgwMvtCMdbG9TkIb9Xs4blGNlSnl1SCX0cM9VS8TPHUqEYnU928/j08YSNuQi7QNm5W2Z1cOWpFl/a19Im3rnZE1PS5Kn2NKfxAC986dF4r/4THMtNiBZSF12rOBwRdJfU6cWa3pcb+HI59uKrPKa86Jbaa3m0rV87v1vpG792s9SduQi7QNm94ZUX68L1OivX7QONjlTNumaa7r82I52rTS43ugiUSmTp0qVqSb0EbFnuFM/jWDu9pZ8RPXTcXv4cgkdvMJfhk93JBMaq2tE1Un5rreyN37bXpI25CLtA2b3hm5/9F+K6zMTx0QUVukbdM0FWPJGbiTelmV0y4pfnl0TY+LmU5/xwnP6KbSqFczRGF6XZTRQ7oaE2elfZyCw5eJedI25CJtw6Z3RuK3MkXbKz/fnzdtm6apGg9EoPG3GDqZ1FpaxvP+J91URBXvXe2sxwODj5yV+g/1mN/DkWNRGwvCJw5+kdKRo043cvelpwppG3KRtmHTDkSm1zNF26kjXblpe21N3DNlPHIG7gfpz/0ac6GlMw1cUYCSRDZtjC4099OXxWdtKT3h93DgAylBeXlZ3bnzgpTxeGnv3uvnzi16fFDSNuQibcP28J1MGcnNewf1zojzlu6M6MePmZom7qybitgI3ccQMDBwe2Dgds4XH+oxMbB1fd6PccFPjdRh3flm5ipNc5LYarruNnL3qwCGtA25SNuwiTWFv/x0n94Z0Q/sN03TuDUnMrfx7jvO++umYi3b8rHtWjS6Eg5HnV9pkk5wKK4xdg9d1+fFd3EnNdLYfcRRiMSIXHcbuY+MLHR1zXh/XNI25CJtwyaKQx7+tFPvjBjDb1tfNy5fsgP3+VHnQwwzfSc14u/cW0vLeDJpT7o3zy4nKG4pPSGW8wZkS6aKqMYDsSL5tnqCN3Nzkp6Py9+FNwja269cv/7Q++OStiEXaRsZKeNRJpp81Z3e96LeGTEu27/ijTOn7cA9dcP5QMNML6ROi8Dt/Qycc+KnqXbwRnGiZd6U0v1Fasjv4VTGuTTipnqsAarPUR3ptR91tJF7PL7e2upPjSJpG3KRtvOo9z23qvMg/Xmmj9jtTNG2uehYmKJpxtBbmcC972VzYSHn4WJVohW4vVyYKPoAasa6mAu8p33i2QAQWKrxQFRi3E9f9ns45XIuiogp/arxwO8RwR8uFX7Uy0bufX1zg4P+7OpA2oZcpO1cw8Pz27ePDQ833dI6URCyfOYVUbSdRVH0I/2ZwH1gv7m6mvPf72mfiMB9Wz3hWeBOJDZ27bpommY8ddI6+px6nMvusIjTyGmlJwgboJbkrM6aVnpY5tvMXKqj8KsYulIldwt2D2kbcpG2swwPz+/Y8XEoNLpjx8dNFbgNMy2mAL8aeMlZtJ1ldVU/sD8TuI/0m0punna2KptTj3tWLNvaOjF370p9hSp4RpyG1UX1s/MyEbsylaNRr0a6V/JRFxu5T0ws79591a+jk7YhF2nbJqK2dWuqwC02BLm5cjhTnB39LP9d78T1fS9n7jP01tb/7qycvqke8yZwvzZw7fr6IRoSI6+U8aheSozEyk5/29jXkQa+GulqvUfwN3L3pc22QNqGXKTtjHA42tIyLqK2dWtpGc/pLteoxG4gd689LdreUigiGFM37BWTZ/Jsjv1Qj4mZ8pjS78FM843VN8ViuOBPXsJ7dbF8diU9KQa5qI2VvH+jzumWr4GvRrq9llFiD283+L7PPGkbcpG2bR0dk9u2jYmovW3bWEdHfSzcrp1YkrXyzst6ZyTd21P8/sb5UTtwX86ziGdNjzsDt6v5RpSvTCs9rCdDIQFvDbmmx0XUnk+9X/L+DTynW6YGvhqpqnpb26V43N1GNEHeyN33ynLSNuQibWcRgfuZZz5qnqgtev9NKd3agYjeGTE+eK/ko4zht+3AfStPdelXekJcvp9WetZ0V5aWO5tORG+Xng5E0wrytkeKsSTexvHUyZInAw08p1umxr4a6U2ZR5A3cverzbZA2oZcpO1cHR2Tzz13/utfH5fxga0P4iJ7/G6m5Ygxea30wzRNP37MblGymKfATjGWnIH7oR6TO3LDTItZ+csLJwJehgjfJfU5cWLp0ulfFVLGI3EaMKceL9nMp4HndCuSczXyuefON8YUiZdLGIO5kbuPbbYF0jbkIm3nsWvXxZztCRubuMJ+78KBkkXbWdbW9L6eTODu6zHX1rbexblJx5TSvZqWWWnq3Czwi/lF339BI/hEx49Z9XUvu8IXopuK+IDMqq+XXFXc2HO6lQqHo7/6qx+FQqNf+9r5X//1gE7TVsrL9YvB3MjdxzbbAmkbcpG28wvmGb9LxPTz2o9eKqdoO8viomhRoh8/Zmp5TlFSxqM59bgI3LI2GflKT4iL7yvpSdM0d+26mEhsSHlyNCpnul1I5Vnj6yXnbpfld65s5hUmTqqqt7dfCYej27ePdXRM+l7pK0UyqbW2TnjZm8/3mo2tfGyzLZC2IRdpO7/gd0eSRfT+i61lZr8a/ysAACAASURBVKnLKdp2Mm7N2QXc776T9z7OvfGkNOkzzLRI8HdSI9YXI5GpU6cC2m4CwSHe81NKt/TqpoqIy0qVLmz4nd+59MwzH1krTH73d+tmj0y5BgZuDwzcNk3T2tzKDMacaI28X7kYtI3co9GVIFyoIW1DLtJ2fsG8vuYGUYyxcLOvgqLtbMblS3bgPj+a9z66qYhNRqaU7rva2VqGLfatjCn9mpFZuR+0PxsILNHy0vn+8WsMlVZYxePrbW2Xvvvda9u3j33nO1fb2i75PhHoPetF2Nohzt8mzTXyqytfoDZyD8ikCWkbcpG2C2qS0m1xIfvB+/sqK9rOZpw5bQfuqRv57+PYktq6jl9dIzbn3KQzpvjeohX1Iu+1ES85d12t6FKPszecNafbnCeZheofVFXfvftqNLri/ZBq51dLvuBcy1VVvaVlPAi/w0nbkIu0XVAzlG7rpiL+5Kuvvqh3RlI9h6p8Lk0zht7KBO59L5sLC4Xu6NyY+k5qpNLAbZjpInW34XC0Tv/QwmNb6/4981CPVX2RJ+/MX0CmAz0zOBjv6yu4p30yqYXD0eBM1pbJx+1mgrOR+6lTiYDs2UTahlyk7YKCc7rvHtH77/aDI9UVbWdRFP1Iv90TsPAceUIbFWnji9RQRa0hxGNn1de31gCIUk6gJGdPm5LNQGRZ1+dFyq/0bLNQFvF+aZ2PCtWQOCUSG+FwtL7WTPs7v1P8BMYzwZkuIW1DLtJ2Qc1Qui2mme9dO1J10XaW1VX9wP5M4D7SbyoFY7QIOlNK9231RJmB27nfXlLP87ehGX5qkMXZEuSL1JAHR1SNB6IF0G31REVRu3jKnJhY3r37qqRhBlqZgWx2NhkOR+ulGtD3X1xB2Mg9kdgQC159R9qGXKTtYhq+dFvsqZF8s6uWou0sd+KiJ6Ax9FaROz5Ify6i8031WMnJRd1UxICLXH9v+J8aJHLuRSqrN2Uhzt7zN9VjFa3OtMq1lZ5esToi55bu72uGepKK2vxNTCzv2TMZhCLgkoJQuOj7Ru6BujJJ2oZcpO1igvAb0D2KsZRpy/BVb3rfi3pnRD1UbdF2NmPqhr1i8kyxlsailMXKH6rxoMidy9yXpBkyByQSZ33ld7yugrMJZkzpL/5W38p6V+udEXP/K3lvemdEVfXW1on6Kp+oSCKx0do6UVF6Dk4dcBG+T2xbfJ9aDtSGCaRtyEXaLqaxS7dFLcf8L38koWg7m3F+1A7cl4v9IUnqc2JyMab0F4o7zoVl63qxfarr4u8rAkX0pqy0uqNMzm4800pP8TfwVuItXTxtm4HpVeyS6op6AzVjmldw9pfxcYIpaG9d0jbkIm0XE5ApB5eIhPHg09flFG1nM4bftgP3rWLrb9b0uDNwb80imrEuakgS2mjx4y4vqzt3NsgezvBGyngkyqnvaZ9If35nH5686w2KcJZrl0zbpml2dc2MjBTsCFS/ajmLDvL1rkA1cPTxT17QfkakbchF2i6hUYuAdVMRAVd57RVpRdtOmqYfP2a3KFkstuWEYiyJuOPcV++u9gvTseXeTfVYOVOPgdqsAXXBWdT0lS7zr75zQfCD9OcVPdbZXdssL203ZD3J8rLa2jpRy6/i3buvTkwsSxySLEH7ZeXLeILTZlsgbUMu0nYJjVq6ndTnMvl1PTOxvdH9qvzDrK3pfZkN4fW+HnNtrch9FWNJTGBPKz2r6SnNWJ9Suu9rf1lpDAr+tWMEUKUndeVYSU+Kd++iNlbpw3Mm/MpJ26ZpXr/+sL39ipTxB0TtWVlV9fb2K4HKtWbAJrYtvgwpgOV/pG3IRdouoVFLt0XX6sU7b2Z6GrwnrWg7y+KiaFGiHz9masVmp5xNG6aU7njq7Smle1o5VOkl/qCVAKIuVFSwVA5nw8r51PuVPnxrBCkzbZum2dc3NzgYr/UbCAZZUWx5WW1vvxKcWf+cCxfB0do64fGogtNmWyBtQy7SdgmNWrotQm3ywzfcKNp2Mm7N2QXc775T/M6asS5aN0wp3bFU7/TGwSmle049Xv50o6rqO3deaMgSILhKXPOZUrpFOVN1FGNJFGvFUycrnSzP2127RNp2tLcPbJKrVO01JE7x+Hp7+5WA/GYI7FSOxwPzvRdKXqRtyEXaLq3xSrdV44Eo2EgfdKdoO5tx+ZIduM+PFr+z6JU2vXEoluqdUXumlFcrbc3WqCVAcFuZjSaLSxmPxDT5nHq80ufJn5VXV4unbb2vx/kpbox6kr17r587V2zJR6Wi0ZXdu6/6XiIcnM3St/J4bMEs/CNtQy7SdmmNl9tEg+F48oSVgNe6D7t9UOPMaTtwT90ofueU8WhaeTWW6rVu00pPpf2JK9oFA3XE7fpO3VTElZ+FVLFu8eU8w6z6ehV7wufpz7CwoB/Yny6wtY3eGUnnW44czBxTvnPnFvfuvV4vT1uRwE5sW7x853hfuFIO0jbkIm2X1ni5TbT+XZ49af2pVk//wvWjapox9FYmHOx72Vwo1qTsQTo6o/aJtD2zcTihfVjR0YJ5dRI1Gh6e3759bHi4sn7VlVrX50U9yUM9VtFjnbvBV7ddztYyZWPqhr34Yd/LeU5WFxb0A/vtOzxtuBnMpYFlWl5W29ouuTTD6m/YTSa11taJYE5sWzzbyD2wV2BI25CLtF1ag+U2w0yLctKND57uaxOrLFJUSVH0I/12T8ACtSuGmY6pr82ovSJtx1K9MbWvop2uzYDtTIbaDQ/P79jxcSg0umPHx24H7kVtTDSAr+iNJxqbOBtZlm9rubazCks/sL/gaeryfbv/j2MZxuxssr39iu+FE1WQXkOSw8eNyn3fI70c3gwysO3hSduQi7RdlkbKbWLe7qZ6TEyYOddXuWt11Z6EO9Kf97g5E9tVT2/XxZ80lElEbevmduA2zPScetz6pNxJjZT5KJHRp5Tu1XTFFS9by7Wd9Vc5Zdl5KIr+xtGtCyTqsZ5kYmJ59+6rbh/FlypBz6aNaxSPr7e2Trh6iCAvZydtQy7SdlmCts1VLUQguLs6Yv1VfnSo39MR3ImLlG8MvZXzH/NPbFc1ve3NH2x4IByOtrSMi6ht3Vpaxl3t8/iVnhBXgVbSpTsQ309fFlF7KV1NTMn6PaModuWV1T2znFNiZ71WZ8T44D2r52Zw9gYvh2eFFqqqh8NRj1+ZOpoFcPtsJAgF9IWQtiEXabssAey9XzUxY/foWiZtr/3s5x6PwZi6YQeCM1kL0cR+8nlv8dTJ8o8SwP3JULWOjslt28ZE1H722fMdHa7vwSG2gZxWeoovdnyox8S79K52topjZf2SWVvLmqV+953ijepzGB+8Zz926C1TUfL2EwwsL2c3kkmtre2SZ5cu62Vi2+J2A9zAbvBpkrYhG2m7LA1Tup0yHolMoP3kdU+LtrMZ50ftQHDZrV/oAdw0AVX79rev/OqvfhQKjT733Pnnnx/34O+0c8njF6mhQndb1+fFLPid1EgV+1BmpeHFxawK7POj1Yz8wrg9L/7GUXNtbXAw3tc3V8VTecz7S1KJxEZb2yVv6hnqrsOVexu5Ly+rO3decOOZpSBtQy7Sdrkao3R7NT2VmSRWfir+GHtXtJ3NGH7bjhS3XMkBAW+zhfJZkeiP//ja9u1jHR2Tqqrv3n3VgxlQ1XggkvT99OW8d4gp/dYdbqsnqojaznJt49acvbChM2JEP6t65Mbktaya7+X7wa8nUVW9tXXC+9+03qwlrce90tzbyD3gp3+kbchF2i5XY5Rui4YJ9xY/sP4Mr3Z7W7TtpGn68WN2s4VF+f0H6vHPG/ISSdF5lSkSmfJg/Z/oT7+1o1/KeCRaa99Uj1XaNscifrdk5eMD+2s/BTVuzdmtAw/sv3/tdmvrRJDLGHzsUOHBnHrdTWxbXJppCmabbYG0DblI2+VqgNJtw0yLSbiNTzOVnQ/fqWb/DmnW1uyL5n095tqa9CM0xkWJJlekq8bAwG0PPphiOYE1e31X+4Xp2PTUahRY6QZMFvGLxVlbpff1SDv5XFx0tuL+9Pingd09IBpdcXXZa0mubq1Qv2f+blwhDGybbYG0DblI2+VqgNJt0fsvpvSLNVi+FG1nWVy0p9+OH6toNVg5GuOiRDMrGcJOnUq4vRd3yngkzlR/mTo/pXRvGL8Uu0RNKz3rejXtCDPl2uuq8e47WWXWxTv9VWp11VkI/uZ/MxLAxQx+1ZDk6OubGxysuEt6OYJfxlOIGxu5B7bNtkDahlyk7QrU+yypaLBwVz3je9G2k3FrLqv9glRBbjKFkpaX1bt/frDgduX9fdbdJiaW29uvuLrQTax5eLol+1Hx/5N6NSUfVrn2lzdX7Hqqpy1EpA8+pxX3u7t/ErR6EvdibqXc2FXHvepnb8j96QS5zbZA2oZcpO0K1PssqbjqvbLwkfVHd/mHfX4PKsO5YV51TRgKSSa1lpZxiU8IL+3efVXvjJj7X8l70zsj4p7WlXpXz4fFsodYqnd646D1/x+kP6/u2SKRqY9GZu3dVbd0w5RM05zrkq++NCj9OlLVAlVXYC3AlTv9715nD2/IbVxYFzMgpG3IRdquQF2XbuumIqbiUmOZDepWTp7ye1w257Z5xtQNic9MH8A6ZRWMlpm2zad9S9yLNZqxPqMent44FEv1zqg9U0r3ojZW3VOdOpU4Fvkkq/3Ip14Uqjk/ZQ/7y9sxx2Vbd9D0XTKphcNRWW+kep/YtkjclCfIbbYF0jbkIm1XoK5Lt8V18NvqiQAVbTtpmjH0VrrzxZJlA5Wqx52rAyLd3yf9x1Gm69cfhsNRVdXLT9umaSaTWnv7FZc6P2jG+oxyWGxuOq28Wt3KyHh8vfcP37OXK+x7We7pZXHGpxfFD1E7+rrkGvHKBaeGxCmR2AiHo7VfKgnguUR1ZK3yDHibbYG0DblI25Wp39Ltu9rZzJ7SyoVAFW1nUZSKolWZAnWdur648eMobfn+VzO3Ov/gzPLns1Y0rGgMqqrv2TPpxhqsB+nojNon0vbMxuGE9mGlT6Kq+k++c9LZ6c9c8Hq5mDF5zc76EvufVC7InTpmZ5PhcLTG8uJGavkvpYNhvbwgpG3IRdquTP2WbouOCmvxT62/skv7ev0eVB4uxbuWlvGAL8oJJmk/DkUx78StmxH9zLgwnrkNvWWcGDRODDrX8G29VTGGrq4ZuXtnGGY6pr42o/aKtB1L9cbUvkp7bF956c2sTn8+TS1nbaNzYL95x4fZZVXV29uvBLmgeWJiec+eyarrld3o5uEjKdMW9VLCTtqGXKTtytRp6bZiLNm9/0Z/Yf2JXXzzfb/HlYdLaduNPgPNoMSPY2EhE6BjMTtAv/uOFaCNE4P2BGpttyJj0Pt6jMuX8l6lGRyMRyJTspZ25UxsVzO9rSj3Dv/I/r6O+102vbiodT/t9+JtNYulLkq8avmdXy/zuOWrMSsH+VJGDtI25CJtV6ZOS7dF77/51PtiEjF1Y9rvceXhUtqu09Mk35VIui7cUgcPTP1pr/6TQePEoHHmtHFhvKwx7HvZOHPaXL6fM/5TpxJ79kzWflkj/8R2RdPba2sb/UfEgI133wlES5DV1eTBw/aoLnuXhLzZLF2K6s4KkkmttXWiYSa2LTWu+JS41NJtpG3IRdquWD2Wboud8FaUaHCLtk3TdC1t18vSnKCRlbbFbLfx7jv2LPjUDVFeYh0u75KyisZgDL2Vs/Z3YmI5HI7WGHrEJyjvLZ46WeLxi4vpXnt/Gbk9LmulKPEXe+2xnTvrzWHrpaLAUkUNYR0ly4rs3Hmhuk9TfdXVkLYhF2m7YnVXuq2byrTSY8UC9da1TBnJK4f9Hld+LqVts97+ugdE8R+HnaFFgI5+ZgfotbVKD5c3oKT3dxUK8en9XcblS86NEvWn9dBG9DNxPmlNo/rVFyKrQrozYkQ/82UYRSRXNi59z9N598HBuNyqeg9U1LdOboPqQKm6PKa+OiGStiEXabtidVeTkNTnrKg9px43zp21/qDO//g9v8eVX4m0XcNarmA2Ggs4905+tqrlj7ERixlDb+Vm7gP7jTOnrWWIicSGL1tnG5PXssZzK6ARc2Ji+ZN/9RPntQj3rn1l9quvtyRa0ZrORp3YNmuYopbS0sQzpG3IRdquWN2Vbovef4vamCja/mrmlt/jyq9k2UDVpaXR6Eo4HJU72obnWdq2NqaptcB6+b5x5vTWpZnG8NvGrTlryxIv/94b50ftafhePxvtlSMSmbr+43P26/bGUZf6pfhy2iPF8rLa3n6lZCVhA09sW6o4l6i714S0DblI29VobZ2oo90KbqrHMr3/lJvW31HlpZcCsUIrn2JlAyI8nTldxfhVVW9pGa+jX/dBULyKQ+KBZCYwRTE+vZinvORIf+rSlRf2fO5GK+5cmma8+4449Eb/Ed83kSnJWtX36JKjFfehg9LPEOq9TUc8vt7efqX4aWF9TeJWoYroXHc/d9I25CJtV6OOrhKqxgMrak8rPfrstPVH9IuXXvN7XJVbW9OPH7OT0/FjVZQFN/xfQfmW74vs5V7BsUud4IypG8aJwa3lJZdf/ukbBz6Xfjibojjfq/cO/yiYK5K3ylz/uRN3tuKWWP2SSGy0tk7U+xlvNLqye/fVQt9FHTW5q0VX10xFZ611t2yGtA25SNvVqKPVHg/Sn4u2CaJoO3bslN/jqkr2fGEVe+DV3fyK7+y0evyYS4dwvcJncdH44L2t5SWTkR+l5m7LP9zqqn6kXxzlyktvyj+EmzIpanHRvjiw72Vj8pqUJw+Ho9HoipSn8te5c4t7917P+5+a5JS+opOKejwDIW1DLtJ2NZJJraVl3IMD1e5OasRK2w/Sn4ui7eXP6zhxGpcv2Zmpwi056q7m3l/G1A3xUrtUc7y8rLa1XfKiKdjamvHpRf3QwZzMrfX3GZPXpBVWLSw4248M7R6qu3lcVdVbWycSiQ1zddW5wafxaa0fnJGRha6uGSmDDIK8p+71GCurVv55RR1dDRZI25CLtF2lurguZphpu/ffw3jwi7bLZMRiWS3VLlRw5lOP7dL9oSgim7rXg7mirmpSGFM3skqSnhYoG+dHq6hNyn1mMYO+7+XeP3yvjlZ3ONlXGxTFWYpjnDld9XPW3SK5cjhDpNWoqn4XgFahzKtS9dVmWyBtQy7SdpXq4mR9TY9bUfumekx0Ipv7Qb/f45Jh+b5zGZwx/HaZpxB18YMLAlF3pB866NLpmZ+FPQsLxgfvbV36abz7jrlQzRrKrEsuB/Yfi3xSX135c9gfk+zyrfI/aDm8P63yhjW/Ozw8v3372CuvzNRLhaEs5cw61VHhpRNpG3KRtqtUF79BFrUxK23f1c6KbPFXr73v97gkyZ54K7NhWV384Py3uGgHrEpqdcp3/frDcDjq82Tn2ppxYVzrPpAbu984WlGlsnHmtHM5wUcjs/XVkn+rnE097VMvq4K/wkWfdbdHQflUVf+t3/r0618fD4VGn3nmo/7+gPZTd0k5v0737r1+7lyge1/mRdqGXKTtKtVF6facetxK20l9TswEz1+c9ntcMmUFnQP7S05M0gewHKJg1xh6y43nTya1trZLQSnp0bSvLkW//MGhPOUlF8at8pJ0f9/WiXDrlt7X5UyiX95cqcetW7a6fv1he/sV8U8xeZ/ufLHgS9Hft/V5lpfV1taJWjupB9Xw8Pzzz4+HQqPWbceOj4eH5/0elKeKb+SeTGo7d16ox48DaRtykbarF/DS7ZTxyO799/Ce9edw48W6L9reyoh+5qyXLdmormEaI7jEiH4mXkxz+b4bh4hEpoJWaKGq+ut/9nH80Ik85SUfvKeX2nTJqkJR11XnlHC9y9l+VRSmV7ThUaPWkJimGQ5HW1rsqG3dWlrGm2oXreL1YPW7NJa0DblI29ULeAXwSnrS7v3XYEXbWzk7BJda1Tc4GO/ra64LvhVYWxOvZEXLT8sX5LqC7u7Z1w9OGudHnW8n61Zii9Pzo2YgzyJqkVNPYpqmubBQUdou0imvMXR0TG7bNiai9rZtYx0dzVWopqr6zp0XCl27qN9lo6RtyEXarl7AK4DnU+9baXspPSGKtj879DO/x+WanIZlJwYLVZc2VZeuStlrB/t63LgMEo+vB7zQYmjoy717r6vrqjF5zdk5u0jEtC6nBPksomqzs8n29ivOn1f5adu79o6+EoG7CaO2pdDEUzy+3to64f14pCBtQy7SdvWCXLptmOmY0m+lbcVYEkXbsx828jyTqWnG8NvO9WqFCiGK1xo2rztx+3RF3g6CQp650kA6d24xHI5mpuvuxK03VfGIGfyziKrl7PRZftqu0+VxVejomNy+vUmjtlm4vWNOJVJ9IW1DriCl7c1YKGNEfbz1q7HNMp7Dy7RtBrh0e12ft6J2TOk3V1dF0ba63vgR07gw7lw3acRiW+/TYFf85dA0e3Hk8NtuHCHgxVdO1hpBsY6zeMSsl7OI6qiq3t5+RfyiKzNtN3wNSY4m3zYr72/Uup7UIG1DrsCk7cfqiMjTmzGRrTdjmejt+FoxHqftwKaHpfSE3fvvadF27M/ydAxoSFn7jHRGjMu5dSPNFgXKYXx60V4cWds+L3kFvPJqq3h8XaTM4hGz4U/enDP35aTtZFJrbZ2o36SFSm0tz5uYWN69+6pf46kdaRtyBSZtZ3Fm7Kfz3M44XpjHaTuwAeK2esJK26vpKVGJe+ngu36Py0OLi1nb37z7jrMKOchVQP5YWxPnJ1tPTmqXSGy0tV2quzZwy8tqOBydmFgumbb9HqnrxNrictJ2w59+YKucjdzrvY6ItA25gpi2H6sjmXnsrITtSN6FeZy2gxnaNGPditpTSrduKiJ0Xnu/gg07GsHaWtYe3cePOads63exvBvsevc3jrqxOLJ+X+1kUtuzZ7JkJYnfw/SC9UMssWB08lq9T2qiOs6fe/222RZI25ArYGn7sTrirNsOfNo2A1m6vZqesqL2bfWEs2g7uRKMzUS8pGlZG3QfOmguZqZbctZ+NTMjFrM7b1S1b3lx9f5Sq6r+1Ut2YVLOTdvX5fcAPWLVk6T3dxV6KdKdEX3fy52/9wE1JM3J+msYiUzVb5ttgbQNuQKWtp88eVJXc9tmIEu372pn7d5/T4u2p/601+9x+UZsg5fZ/mbqhmma0ehKU21CUZCmiasfxgfvSX/6hnmd+/rmrAAxPDy/ffvY8PB8E9ZLFNzKRNOMobcypx+vdLrR0AbBNz6+9Nu//Zfbt4/94398sU6vZQmkbcgVxLRtB+uy0/YLL7wQ8s23Q6HD/h09j8/u77PS9rf+4Jsf/Ivft/4EHv1WxO9x+ek73/yNh9//M5G5j3/7W6FQKBQ6FQpt83lkfjv+7W9Zr8nSn/3pzueek/30LaHQiVCoRfbT+uWPQqETodAHodBoKPTzUOjHfo/HFwOh0D/d+tWWr31t5nt/+vRK2ve/883f8Hpc8N8fh0IfhkKjodCHodB3/B5MTUjbkCsUCnLaDvwqSTN4pduKsSR6/xlmWkxbTvy0EeYXa7J837lZiTH89p99L+pc1tOMlu/biyNL7XhfhQbbtdua1RYbBz7//Pjw8Lzfg/JaIrHR2jqxtSRXVfVv/7ML6pHXRfNNUbWFZjA8PL9jx8fi07Fjx8d1/ekgbUOuwKRtR4e/x+qIyNjiy8HsAGgJVOm26P03n3pfFG0rL730y/mgjNBPiiKud+udkUcHenoiV/wek5+ME4P2ElLZClYd1KdwONrSMi7ChHVraRlvjDqZiuStyu3qmhkZWTAVxT6nJXA3jcb7dJC2IVdg0rZYIRkKZcfqQO9uYwlU6XY8ddLu/fe0aPsv9xzxe1wBYpw7KwJ3MvKKeadedzurkTF1w14cKTsVXb/+MByO1nVTgq3EHt3WrWl36jZNMxyORqMrpmla3Q+tzYAy/2111W6+SeBuGg326SBtQ64ApW0pfEnbwVkHppuK6P2XMh6JdhxnXpS/+q2uGZPXsra/caGIIugURT90MPPtnzsr97mTSa2t7ZLYiLGRiEhR72GiRsvLamvrxJtv3tm+feynP/0ydytNZ+Du6zFXV/0bKbzTSJ8O0jbkIm1LoKp6S8t4EKbxkvqcFbXn1OOmaYo/eB/9xV/5PbTgWVgQcVPvjBhnTrvRZzqw7An+Qwelf+ON3ayjo2Ny+/a6DxO1+/73b3zta+dDodFnnz2fZ5Ov1VX9wH4Cd7NpmE8HaRtykbblENdV/SV6/y1qY6JoOxl5JThl5cGyurp2+DU7cJ8YNBXF7zF5YnHR/q6nbsh97lOnEg2/t+KuXRf9HoLPyloSt7hI4G5CjfHpIG1DLtK2HAHZv+OmesxK2+v6vCja/uRP+v0eV3Cp6+pH3zlid+Pu62mGMlP9jaOZqD30ltxntjZACcJ1HringiVxzsD9xtFmOZtF/SNtQy7SthxBKN0Wvf+mlR7DTIu9uN/7V+/6O7CA27376pd/ccYO3Af2G7GY34NykRH9TGz0Yy7fl/jMqqrn1u+iQVWwJO5O3F4jQeBGnSBtQy7SthxBKN1+kP7cStt3UiOmaYoppV8MXvNxVMFnNaozYrGsdZOfBu5iqJzyjLU18cYwLkjuEx+o5jxwW/lL4oxbcwRu1BfSNuQibUvje+m26P33IP25KMxde/GVet9B123x+Hpr64RpmubiolhXmu580Z7tzr6l+/u8H6TYLbzG5xFtavS+HrmLI8fHl/IslUNDK39JnDNwG0NvNdWKZNQj0jbkIm1L42/ptmGmp5UeK22rxgPj8iVRtE0RbUm7dl3MtKtTFLHhi7n/lbw3vTPi8fDEirRat2e7E7cn72/NyRugmUhstLVdSiaJUE2n/CVxYiUJgRvBR9qGXKRtafwt3V7T41bUvqkeM01TFG2/vecdv4ZURzLb4Fk0zThzOjhpW9p+yJpmMR6kHAAAIABJREFUL44cflvuINvbr3AJBSURuFEvSNuQi7Qtjb+l24vamJW2E9qo6SjaHnktENvuBNzWKoiApO28zR+2bx+r4rzO+PSivThybU3iIAPSkAd1wV6k2xkxPmDXLQQUaRtykbZl8rF0W/T+S+pzzqLtIHQBD75kUtu584LzTCkgads0zY6OyWefPS+i9jPPfPT88+Oh0Gg4HB0YuD0xsVxW/cbaml01e/mSxOEFoRsP6otxYZzAjYAjbUMu0rZMfk3ypYxHovefbirOom1KacuUc6YUnLQ9Pr70/PPjzz13Pqf5QzS6MjBwe/fuqy0t462tE9b2jYW674nKIv2NoxIv3y8vq21tl5aXVVlPiCaRFbjPnPZ7OEAu0jbkIm3L5Nc830p60krb8dRJ0xGtfvKdk94Ppk7lnCkFJG0PDX25Z8+kqurFmz/E4+vWDo6trRMtLeO7d18dGLgtTh6MWEwkG3NhIe8zVGf37qsTE8sSnxDNwzg/agdu2c0ogRqRtiEXaVsmv0q351PvW2l7KT1hOoq2Txy47PFI6tfsbLKtzS6xKJ62pe92vpWq6pHIVHf3rPhKmc0fkkltYmJ5YOB2OBwNhUb/xe9dWn3loBtX7a0+5RKfEM3G7kdJ4EbAkLYhF2lbMu9Ltw0zHVP6rbStGEuiaHv9pVfGx5e8HEm927nzgiiKKJ629c6Ice6seyNJJrXdu6+eOpWo/amWTv7cGvDy97u+/V+d37v3+tDQl7X3D7l+/WE4HKW5JGqUFbiDt6UUmhZpG3KRtiXzvnR7XZ+3ovas+rppmhRtV80qfbb+f3p/V8HdbUQ4ODHoxq548fh6W9slOedsy/ftxZHRzxKJjXPnFru7Z9vbr1S8ztI0zaf7WSaTWlvbpUyHcqA29qKCzogxyca3CATSNuQibUvmfen2Pe0TK23f1c6ajj9dA38w5OUwGoBV+lziToriDAf6oYNyK6Gj0ZX29iuygqzYqUc/fizvscpfZ2k69rN0npYAtdI0Y+gtAjcChbQNuUjbknlfun1bPWGl7dX0lOko2n498qlnY2gMyaTW0lJW8aizo4K+72Uj+pmUAYyMLITDUVlXJIypG/biyMXF4ncuvs7SdGyys23bWHv7FSkjBDJyArf76yKA4kjbkIu0LZ+XpduasW5F7SmlWzcVUbT9VWcXs49VaGu7NDubLOuud+LixCbTxay2znpdXTNdXTO1PEMWRdEPPV0cWWGJec46y/b2K//yX0a3bx8TPb+ff368pg3kga0ce53q+142bs35PSA0NdI25CJty+dl6fZqesqK2rfVE6ajaPsv9xyhrLYKlf3sVlftfGBVa1S1R6O1JtLeOl4G49xZu9alttOAb33rstXt23lraRlnUxtIpigEbgQEaRtykbbl87J0+6521tn7T5QUd//OX3gzgAZT8c9O04x336mljDuR2GhvvyK5a/XTSxyyLsp3dExu22bPbTs32QFkyg7c5p243wNCkyJtQy7Stnxelm6L3n/r+rzpKNp++XsTHhy98aiqvnPnhUorp8UlhUrLuK9ff9jWdqnIwsTqiLxiDL0l6zlF4CZqw12rq3pfT+bTdGB/ySUHgBtI25CLtO2KPXsmPeh1/ZWesKJ2TOk3TXtGc/WVg0NDX7p99EZV5c+u8jLuU6cSEtdECkb0M3tqcPm+xGcuvp8lIA2BG34jbUMu0rYrvNlmbyk9YaXt+dT7pmOG9ePvHSt3qR+2KKsPYF6VlHH39c1FIlPyL4CsrYnQ78bmfGXuZwnUanVVLPPVD+yXe94IlETahlykbVfkbAPuknjqpLP3nyja7vrtn7p96AaWSGxUnynLKONWVX3PnsnBQVcKUu2d+fp6alwcCfhscdG+XtTXY66u+j2gLOn+voIbYPX3+T061Iq0DblI225paRl3dStH3VRE77+U8cjUNPGXae9//Yl7x20Gra0TtdRSG9HPxA6OOWXcy8tqe/sVt6qM7sTtUhb6OaABBDhw650Rc/8reW96Z8Tv0aFWpG3IRdp2i9ul2w/1mLP3n0haD7sOerx1fOPp7p6ttfB9YcG+Dv60jNu64uFWkY+jXbEx/LYrhwC8t7Bgn7v29VTXZNMNpO3GRtqGXKRtt7hdui16/y1qY6Zjd8NP//RHnu2t06gmJpZ3775a67OsrenHj4nAvdJz5E9+/+LysipjgHkYn160F0cGJpEAtTNuzdmB+42jpqL4PSLTJG03OtI25CJtu8Xt0u2b6jFn7z/jxKAo2vZy3/iGJK2Ho6YZZ07bBZ0H9rvVP3htTcQR47LrCwYAjwUwcJO2GxtpG3KRtl3kXum2YixZUXta6THMtKlp4k/R9/7gYzeO2GzC4aiUSwSqqv/sz99PvdxpV5W4kIbFAln9jaMsjkRDMqZu2Ceu3r/PFcW8EzeinxnnR40Tg1aDQtJ2AyNtQy7StovcK91+kP7cStt3UiOmaRdtJ/d3e9B5sBlIKQRKJrVwOHru3GJuGfe770jMCkYsJp650p0sgTpiTF6zP0RDb7kYuFdXzTtx48K4cea0cWLQ2UrfeSNtNzDSNuQibbvIvdJt0fvvQfpz01G0feX7xz3YVacZxOPrra017cdplRJdv/4w8+/sMm79jaNyGixomtgHxPjgPQlPCASYFbjTnS/K7L63uGjEYsaFcePdd7I+pKVupO0GRtqGXKRtF7lUum2Y6Wmlx+79l1207Wrbwaaya9fFRGKjusdOTCyHw9GtDzfOnZVbxm2cH7V7e7M4Ek3AmlyoMulqmnknbkxeMy6MGycG9SP95WbrA/uNE4PGmdPGhXHzTtxcXSVtNzbSNuQibbvLjdLtpD5nRe2b6jHTNJ1F23/87TG5x2pmkcjUqVOJKh44NPTl7t1XC/3cjakb9nqvGsu4l+/biyMdXb2BxlZu0l1bM+/EjcuXjHNnjRODzmquEre+HuPEoHF+1Ih+Zt6J512Umd7fVXB+fX+Xd68F3EHahlykbXe5Ubq9qI1ZaTuhjZpmVtF2V9eM3GM1s/HxpT17Jit9VFfXTOnyocVFUf5RSxm3uKahHz9WxcOBOlU8bRsfvGd/NMq5vXHUGH7buDBuTN1wq2sQ6g1pG3KRtt3lRum26P2X1OdMR9H21ZcGq5uLRV7JpNbSMl7R/cPh6MhIeesUFSUrEFRexu1s0WAuLlb0WKCuFU/bxW/GiUHjg/eMC+PGrTlz+b7f3woCirQNuUjb7pJeup0yHonef7qpmI4JzkO/N1x1nTHyKr8PYDy+3t5+pdKmgdWXcSuKuCxunDtb0UGBeldu2j500DgxaJw7a1y+ZN6Js7AB5SNtQy7Stuvklm6vpCettB1PnTTNrKLt328dlXUUWAYGbg8M3C55t2h0pb39Sjy+XsUhqivjtmP6oYM02EazKVFJMnnNvBPnc4FakLYhF2nbdXJLt+dT71tp+376smnaRdtrP+yORKZkHQWW69cftrdfKX6fkZGFImsiy1JpGffion3nqRvVHxeoT/QDgdtI25CLtO06iaXbzt5/irFkOoq2b+w7MTT0pZSjwKn4pYnu7tmurhkJe7wrir0fpFXGXbiiVH/jaCZqD71V63GBOkTahttI25CLtO06iaXb6/q8FbVn1detr4ii7SN/ODI7m5RyFDgV6gOYTGp79kzKPcMR506Z/r6xWJ77RD/L3GHfy6zxQnOi+x7cRtqGXKRtL8gq3b6nfWKl7bvaWdPMKtr+5//FL2p/fmx16lRia4lOIrERDkfd2LbTiMXENtHFNszrfNG4UEG/FABA+UjbkIu07QVZpdu31RNW2n6ox0zTUbTdfbiKztAox/KyunPnBWfgtoq5XbySsHxfbHFX7HI5i8AAwB2kbchF2vbCyMhC7fvOiN5/U0p3pvff08KDawfeHhxkUwa3fPObnzz33Pnh4XnTNM+dWwyHo8vLqruHfFrGTXEqAHiPtA25SNteSCQ2du26WOOTrKanrKj9RWrI+ooo2n7tT35eaadnlGl4eP7ZZ8+HQqM7dnz8J39yde/e6xLWRJaHtA0AviBtQy7Stkd27bpY49YzC6nTVtpeSk+YZlbR9m9+4yPPImBTGR6e37Hj41Bo1LqJGW5vkLYBwBekbchF2vZIodYW5Ysp/VbaXtfnTdNRtH34tXA4KmeUcAiHoy0t4yJqW7eWlnHPXm3SNgD4grQNuUjbHsnb2qJ8X+kJK2rHlH7rK8b5UStt/1X3yXL2O0QVOjomt20bE1F727axjg7vVqOStgHAF6RtyEXa9kiNpdtL6QkrbS+kTltfEVuc/PiFs260ooNFBG6Po7ZJ2gYAn5C2IRdp2zu1lG5/kRqy0vZqeso0TVNRROvl3/zGR1KaeaOQjo7J7du9jtomaRsAfELahlykbe9UXbqtm4ro/ZcyHpnWHiidEb0z8lXfEVkbVaKI2lvKVIEN8wDAF6RtyEXa9k7VpdsP9ZgVtW+rJ6yvGOfOWqlrpved7u5ZqcMEAKCpkbYhF2nbO1WXbt/Vzlppe1Ebs75C0TYAAC4hbUMu0ranqivdvqkey+r95yja/uf/5XiNbbwBAIATaRtykbY9VUXptmIsWVF7WukxzLTpKNpWj7zuSz0xAAANjLQNuUjbnqqidPt++rKVtudT71tfEUXbt4++W0sPbwAAsBVpG3KRtj1VRel2PHXSStsP0p9bXxFF20ORD2vcnxIAAOQgbUMu0rbXKirdNsz0tNLj7P3nLNr+9j+7EI+vuzhWAACaD2kbcpG2vVZR6XZSn7Oi9k31mPUVUbStHX29pWXctWECANCkSNuQi7TttYpKtxe1MSttJ7RR6yuiaHv+x+/t2eP17oYAADQ80jbkIm17raLSbdH7L6nPWV8RRdvv/fD80NCXrg0TAIAmRdqGXKRtH5RZup0yHuX0/nMWbf/B716cnU26PlYAAJoMaRtykbZ9UGbp9oP051bajqdOWl8RRdvpgaPPPnve5WECANCMSNuQi7TtgzJLt+dT71tp+376svUVUbS9+Ob74XDU5WECANCMSNuQi7Ttg3JKt529/xRjyfqiKNo+1T8xMHDb9YECANB8SNuQi7Ttj9bWieKtstf1+Zzef3bR9r6X/yh8ORpd8WKgAAA0GdI25CJt+6O7e7Z4R5FbqeNW2r6rnbW+Ioq2jRODzz57XlV1T0YKAEBzIW1DLtK2P8bHl4p0y9aMdStqTyndD/WY9UVRtH3/Z+fa2i55NVIAAJoLaRtykbbzuKv9ovYnKS6Z1IrsBLmg/Vykbd1UrC+Kou2Pfny5u3vW7RECANCcSNuQi7Sdy5pXFgsT3dPWdilvw2zNWJ9RemKp3umNg7dTJzJfXV0VRdsv7Pl8fNz14QEA0JxI25CLtJ0roX04rb4aTw3L+MDa1vV55201PfX+J6fOX/vFUnrCusVTJ63brHp0eqMnluqdUXvEEklj8poo2m5pGU8mNbnDAwAAFtI25CJtZ9GM9ZjaF0v1xjZ6ndPbW7OySMk5Wdm6iR3Xq7vFUr3WbUY5rBoPTNM0PnjPStsrH3zY2jpR4+8RAABQCGkbcpG2syS0D2c2DlvzyrXE5apv08qr0+ohO21vHE5oH5qmqff1WGl74qfRcnbGAQAA1SFtQy7Sts2e2E71xlK9cmP0F6kh5+T3Qur0Unri9ZPDM/fGrdnxNT2+pt+ZUfpm1F4xhliqN6b2aasJUbT9cuSvytn1HQAAVIe0DblI27YH6eiMI21PbxwqnpWdtzU97iw1sco/Ssrpup0zAHt6+95PRdH2rl0XE4mNqr9HAABQHGkbcpG2MwwzHVNfyzOvbBTb8bFGzq7b+QdgBe71V9VXX9Q7I49+Plpyy3cAAFAL0jbkIm1nFJxX1j6U+hHO4uy6HU+dLFKIEp/7od4Zufb+tSJ74gAAgNqRtiEXads0i84ruz29Xajrts3Rabvn4HTx/d4BAECNSNuQi7RtmiXnlVMnZX+QbTml21s5O22XjuYAAKA2pG3IRdr2mbN0Oy/RaVsZPV9ks3cAACAFaRtykbZ95izdzkt02qZoGwAAD5C2IRdp23/F6kMcRds/OnpzYOC2pyMDAKD5kLYhF2nbf0VKt51F2+FwNBpd8XhsAAA0G9I25CJt+69I6bYo2tbGxlpaxlVV93hsAAA0G9I25CJt+69I6bYo2p798Ho4HPV4YAAANCHSNuQibQdC/tJtR9H2m8dv9fXN+TE0AACaC2kbcpG2AyFv6bZdtD389p49k+PjS76MDQCApkLahlyk7UCIRle2FoqIom3j8qWWlvFkUvNlbAAANBXSNuQibQeCqupbF0GKou07l2+3tV3ya2wAADQV0jbkIm0HRW6DP1G0fWD/0NCX3d2z/g0NAIAmQtqGXKTtoBgYuO3cvMZZtB2JTJ06lfBvaAAANBHSNuQibQfFevfhzGT2ltv8vzqQSGz4PUAAAJoCaRtykbaDQu+MmPtfyXvTOyN+jw4AgGZB2oZcpO2gIG0DABAEpG3IFaS0/VgdCVlG1MdbvhYKhUKxzVLPQdoGAAC1IG1DruCk7c2YSNPZ/7d0xHYgbQMAgFqQtiFXYNL2Zswxoy3+8Vgdsb9aDtI2AACoBWkbcgUmbWcRaXszFhoZGcktLymCtA0AAGpB2oZcQUzbm7GQPbX9NGQ/Vkeo2wYAAG4jbUOuwKXtx+pIgWlsRzV3YaRtAABQC9I25ApW2i4ctTP/sVDafuGFF0J1LvmDPy+0u03yB3/u9+gAAGgWpG3IFQoFJm0XjdpPctZRFhKq27ltIRyORqMrpmlGoyvhcNTv4QAA0FxI25ArMGnbUaJty+kKWMY6yQZI2wMDtwcGbjv/DwAA8AxpG3IFJW1vxnKv41gp27G7TVl9txsgbYspbTHJDQAAPEPahlxBSduyNEDaVlW9pWX8+9+famkZTyY1v4cDAEBzIW1DLtJ2EP3Wb336ta+d/+Y3P/F7IAAANB3SNuQibQfO8PD8c8+dD4VGn332/PDwvN/DAQCguZC2IRdpO1iGh+d37Pg4FBq1bjt2fEzgBgDAS6RtyEXaDpBwONrSMi6itnVraRmnDyAAAJ4hbUMu0nawdHRMbts2JqL2tm1jHR2Tfg8KAIAmQtqGXKTtwBGBm6gNAID3SNuQi7QdRB0dk9u3E7UBAPABaRtykbYDateui34PAQCAZkTahlykbQAAABtpG3KRtgEAAGykbchF2gYAALCRtiEXaRsAAMBG2oZcpG0AAAAbaRtykbYBAABspG3IRdoGAACwkbYhF2kbAADARtqGXKRtAAAAG2kbcpG2AQAAbKRtyEXaBgAAsJG2IRdpGwAAwEbahlykbQAAABtpG3KRtgEAAGykbchF2gYAALCRtiEXaRsAAMBG2oZcpG0AAAAbaRtykbYBAABspG3IRdoGAACwkbYhF2kbAADARtqGXKRtAAAAG2kbcv3/7d3RURtZAERRBeAPQnAojol0yIQ4iIIkZj8APQnNuGD9eqYLnfO1661aNSCeroU0qG0AgEFtM5faBgAY1DZzqW0AgEFtM5faBgAY1DZzqW0AgEFtM5faBgAY1DZzqW0AgEFtM5faBgAY1DZzqW0AgEFtM5faBgAY1DZzqW0AgEFtM5faBgAY1DZzqW0AgEFtM5faBgAY1DZzqW0AgEFtM5faBgAY1DZzqW0AgEFtM5faBgAY1DZzqW0AgEFtM5faBgAY1DZzqW0AgEFtM5faBgAY1DZzqW0AgEFtM5faBgAY1DZzqW0AgEFtM5faBgAY1DZzqW0AgEFtM5faBgAY1DZzqW0AgEFtM5faBgAY1DZzqW0AgEFtM5faBgAY1DZzqW0AgEFtM5faBgAY1DZzqW0AgEFtM5faBgAY1DZzqW0AgEFtM5faBgAY1DZzqW0AgEFtM5faBgAY1DZzqW0AgEFtM5faBgAY1DZzqW0AgEFtM5faBgAY1DZzqW0AgEFtM5faBgAY1DZzqW0AgEFtM5faBgAY1DZzqW0AgEFtM5faBgAY1DZzqW0AgEFtM5faBgAY1DZzqW0AgEFtM5faBgAY1DZzqW0AgEFtM5faBgAY1DZzqW0AgEFtM5faBgAY1DZzqW0AgEFtM5faBgAY1DZzqW0AgEFtM5faBgAY1DZzqW0AgEFtM1dTbb8+P57ePD6/nv/05en9D59evvD/UNsAwL9Q28zVU9svT+egvv7Ht/S++LO/UdsAwL9Q28xVU9vnrL76l4s/fX1+/EJuq20A4F+obeaqqe0rH5F9VdhXPb5FbQMA/0JtM1djbb88fbxyW20DAPtS28xVV9uvz4+n9VePqG0AIE5tM1dXbV+l9vKN2v7z588JAOCf/fr1a4fm4X6cTjW1/Tm1l+X/vUsyNO9bGmbY0LNh6ZhhQ8+GpWOGDT0blo4ZNvRs4Cepqe3X58e1p67PF/77+hUAE+u+q2GGDT0blo4ZNvRsWDpm2NCzYemYYUPPBn6Slto+/w6bs4+0/vZvt4nu/KKGGTb0bFg6ZtjQs2HpmGFDz4alY4YNPRv4SVpqe5bfv38fPWFZOmbY0LNh6ZhhQ8+GpWOGDT0blo4ZNvRs4Cf5abUNAAA91DYAAKSobQAASFHbAACQorYBACBFbS/vv1fn/SKD53/+4iUHAytur4J47Ipjhhxr427wtV+xNHvD08vlFTIP/VpsXBY/fpvjg774TOw75PX58eOTf/lNst+X42LAkTpOy6XiwHRaLsvScVounQcmnJ1Od1/br8+P7w/b17/Nctez4vLX0o8b/uKv9Jlm6/H85WnvtDnW5cd71Zc73ieu7wXjy7LzhG27/q3j/cZeni5vdnzn5o1vxesvwN73iKedj4SVEceflkvFgem0fNNwWi4VByb8jdq+/Ga8PML3/Db9fEtjx55B8ZcPeN9PxdGFd/PRnh/Ej7lLHHW3XG7L4djntq8/Ecd8OT7f5gEbXp4Oe8au5G7ZcGA6LceGo0/LpeaeCZvUdsN36V8fPI57DPvKf0k4+smhtY/27UtyzF3iuiB2f/C4fBJTbX96fv2wU+LjR+X7dkTDablyY0ccmE7LNw2n5VJ1YMIqtf3ppD7m52A3D6THxM3Wwb3/gb73a2iurX7pP55H2vF1A2uf84MeO96/N14Oqu33z/vNK0n2fZb/9im7Pb9B1z/cnau74bS8ubljDkyn5ZuG03KpOzDhM7W9lLzv5/adV4e8K2r1Z5P39CrEd6sPmTt/RW4fRA9+HuvtznHQgPP7nsaLMw/q/v1/Wn++9YJsqDgtl44D02n5puG0XAoPTLigtgEAIEVtLx3P1jRsuB5yyPN3NthQO8OGng0dM9bfpXjcD0XveUPPDFh1Ot19bTdc06phw7JUXFfLBhsaZ9jQs6FjxtYrJfZ89YINbTNgi9pueJd9w4aVG2u4rpYN972hZIYNPRtKZjRck8SGthmwSW03lG7DhpUba7iulg33vaFkhg09G0pmNOSdDW0zYJParrimVcOGm5s75rpaNthQOMOGng0lMxquAGhD2wzYoraXjncoNmy42nG+8a3Xw9lgw13NsKFnQ8mMyw1nO6edDW0zYNXppLYBACBDbS/LsvqX4obLF93pdbVssKFxhg09GzpmrD6ZuvMKG9pmwKrTSW0XXEyqYkPJDBtsKJxhQ8+GjhlbL1y5t6vvNWzomQFb1HbjxaRcV8sGG5pm2NCzoWRGw0UwbGibAZvUduPFpFxXywYbmmbY0LOhZEZD3tnQNgM2qe2Ki0k1bCiZYYMNhTNs6NlQMqPhknM2tM2ALWp7WfouJuW6WjbY0DbDhp4NJTMuN5zd4dX3Gjb0zIBVp5PaBgCADLUNAN918Vzq5VPqu79e2YamGbBObQPA91y+IPjq9eI75p0NbTNgi9pefa3Xae3vyD97Q8kMG2wonGFDz4aSGTcRd77Y94HXA7nTDT0zYNPpdO+1vSwdb1tu2FAywwYbCmfY0LOhYMZaxL1dHOXYq+/d44aeGbBJbb/b/ZehlW4omWGDDYUzbOjZcPiM1Yr7eNZ9p1k2tM2ALWobAL5t9fn1nS9EaEPbDFiltgEAIEVtAwBAitoGAIAUtQ0AAClqGwAAUtQ2AACkqG0AAEhR2wAAkKK2AQAgRW0DAECK2gYAgBS1DQAAKWobAABS1DYAAKSobQAASFHbAACQorYBACBFbQMAQIraBgCAFLUNAAApahsAAFLUNgAApKhtAABIUdsAAJCitgEAIEVtAwBAitoGAIAUtQ0AAClqGwAAUtQ2AACkqG0AAEhR2wAAkKK2AQAgRW0DAECK2gYAgBS1DQAAKWobAABS1DYAAKSobQAASFHbAACQorYBACBFbQMAQIraBgCAFLUNAAApahsAAFLUNgAApKhtAABIUdsAAJCitgEAIEVtAwBAitoGAIAUtQ0AAClqGwAAUtQ2AACkqG0AAEhR2wAAkKK2AQAgRW0DAECK2gYAgBS1DQAAKWobAABS1DYAAKSobQAASFHbAACQorYBACBFbQMAQIraBgCAFLUNAAApahsAAFLUNgAApKhtAABIUdsAAJCitgEAIEVtAwBAitoGAIAUtQ0AAClqGwAAUtQ2AACkqG0AAEhR2wAAkKK2AQAgRW0DAECK2gYAgBS1DQAAKWobAABS1DYAAKSobQAASFHbAACQorYBACBFbQMAQIraBgCAFLUNAAApahsAAFLUNgAApKhtAABIUdsAAJCitgEAIEVtAwBAitoGAIAUtQ0AAClqGwAAUtQ2AACkqG0AAEhR2wAAkKK2AQAgRW0DAECK2gYAgBS1DQAAKWobAABS1DYAAKSobQAASFHbAACQorYBACBFbQMAQIraBgCAFLUNAAApahsAAFLUNgAApKhtAABIUdsAAJCitgEAIEVtAwBAitoGAIAUtQ0AAClqGwAAUtQ2AACkqG0AAEhR2wAAkKIvaovEAAAAt0lEQVS2AQAgRW0DAECK2gYAgBS1DQAAKWobAABS1DYAAKSobQAASFHbAACQorYBACBFbQMAQIraBgCAFLUNAAApahsAAFLUNgAApKhtAABIUdsAAJCitgEAIEVtAwBAitoGAIAUtQ0AAClqGwAAUtQ2AACkqG0AAEhR2wAAkKK2AQAgRW0DAECK2gYAgBS1DQAAKWobAABS1DYAAKSobQAASFHbAACQ8l7bDw8PJwAAYKqHh4f/ADqbIEFyCVtKAAAAAElFTkSuQmCC)