science
Grade-4-
Easy
Question
In the direction of the arrow, the amplitude of the sound is increasing or decreasing in the given figure?
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAANgAAAB3CAYAAABhao7WAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAFxEAABcRAcom8z8AACicSURBVHhe7X1XjxxZdqb0rAc96VVP+id6EbAQFlgtIGEXq5WgHWg1M1rMSLM9s62Z7uY02WSzm7bIIsuwvPfee18s7z3L+zSR3ue357tV1YZDstJEZLVG8RGJjApGxj33mHvPuXHjnD+ACRMmDINpYCZMGAjTwEyYMBCmgZkwYSBMAzNhwkCYBmbChIEwDcyECQNhGpgJEwbCNDATJgxEnAYWufxE1V83iwsaovIVFpL4+Zaqm6aP7V/x6upz0zR9C58/CpsjCKs9CJsWhMsTRuQHQd4FEaSF8vxh0JQcYjawvUMPcmtsyKhwI6PSh+quEFa3PKLgVJ7Uwe7wobEvgJdCR36dFRUtVtR2WFEjn7JmK/JqbXhZ7kZZaxAbO175Reqk5HL50ffai5zaADKFvlfVDvXJqnIJ37xCUwizy06EQqHLX6QOh6cBFDV6kVutoartHKVN5yisP0VJ45n8bVG8y6hwCW99cHtSS5/DGUJDL2XqQoHItLL1Qqb8LmqwCC8dyG8IYmnDJ1enTt9c7gDOLIHLvxJDzAZ2bg2gYySI+t4ISltCKGxwi1Lb8LhAw+NCP9Z3/AiHjVPmvSM/nhSKcZdZUdIkbXcGMTLtwNK6HZvbdqy/sWFhVcPQpAs1XUEUNvpQ3mLDvUxRqHYfLPbw5Z30RTAUxfSyB/eyxaCq7KhodaC4KYC6ngjaR8LCszCaBsIoayPPvKhukwGgzIK7cv3kog9Ot7EDwMGJD89KnHhe6kBJsw8DEy4cnXrhFV31i+74/FCz2fKGA429PqHdjfQSG9KKXdg5DF7exQhE8WY/iEcFLmSW20SmXtR0BzA24xBabCJTG1Y27ZiYd6B5wCfy9MsgYBc+O1HZ7odVM0aexN5RSOlaWpFVBmkadeJIOgY7t0cxMuOV0c8nBDmxspWcxb+NQDCK+p4gvnzlFOXwwheHzOliHJ8D9d1uEYwLXWMhmXH1U+iNPeBRvgMZ5WLom2FxtS7/4xpoTmBxM4KcGg8e5vsxOBVEMKivwnCwa+r3436uW82q/jj4ZneGMTIbxNd5HvEI3GKAl/+hEzyis2WtXtzP0TC+EIBXjDwWUHQnFpFnjwd3M53oGQ+rc3qB+lLb5cOXWQ7pfwhOOkBJ4loDozszMzODnZ0dRCIRTE9P4+joCD6vF9NTk7BZz6TnAUy8HkXv6Dl+82gHT7OHcW5xIBSwY252Cn6/H4eHh5icnBRFCmJ7exvz8/Pqfpubm5ibmxOFCGNlZQVra2vSagT7uyvoG1oSBXTgZ5/2Y/PNPqmR383gSO7llfZfv34Nq9UKt9uNiYkJcdFc6m8e85zNapF7T8nvAphb3MFPfz2MB7kWjE/tYGtjnt1TbS4tLal+rq6uqvZphKRpa2tL0UW6ST9pX1+Zwe7ukYy4Nvz1j/vRNXgEr0fD/NwknE4NmmbH2NgYfD4fTk9OFL94fHBwoO5Dl/pgfxdrqwuq/Y6eRfzfOxP4OseClq5F7O2+Uefn5mYVz9nm7Ows9vf31TH7fHp6qvrK+9lsNng8HoyPj8u3C36vFd19k0grPMed55voH5xQ8jk83FfXk+fsF/vMY/b36nhxcRHbb6T9aBhrK/NYWd1EXZcb//irYbT27sEv093y4iTOz8+lr051P7vdrnh90b4HJ9Jnnqd8jo+PMTU1JXRL+wfbWF+bx+SCFz/5dAm3HomMxBXd3FgWGlYUX9g++3ylc1f8pzwtFou071X65HKeY3vPjn/6VS9upx9hcv4cK0tT0qZLXcf2A4GA0lPyn3zjvahzlO2V/vGY34f7m7Brfnz0xRQ+e7wkA6AfC/NTwvNdJYtkcK2B0TiqqqqUYNnx8vJyLCwsKMaWlpZifX1dMbioqABulwVbb3Zw534B7r3YQnrBCjKzixHwu5RCVVaUIBT0YnJiDE1N9XL3MIaHB9DUWIdoJIjeng4MD/VAkzjrnz9uwH/5X83on/CgpqoUqyuLoqheRQuZomkaCgoK8EYUgkwtLCzE2dmZEhCPqQRkKml0u11YXppDfV0Vmvts+JufDOKff1ku7l0YA/1d6OpsFQULoK+3G/19vUJXFA0NdRgZGUIkHER1VZmiPxhw4//dKsE/fDSB9KJD5ORIO6f7ovDHKC4uVka0t7eH3NxcpYA03oqKCnVMIykpkf4LD8nLhoYGxd/BAWm/q01mfjd+casF//hRO8bnfKirrcLszGuEQz6hu1oNLAG/DyXFhdhYX5M+n6GivBTHR/uicFaUlxVgRww/LXcV//lv8zA4aRWFXkJ9ffU3xkga2f7g4CBaWlrUcXd39zfHTU1NIo9hpZy1tbUyUAwrGRWXVOL20xncyzjArz7LlwFGFNJ2iqrKUpwcH8ix8L8gX2RikzZXhJYS0QVNjGcFNdVl0gcP6hoH8V//oQS3X1pRWD6Mzo5GuXdEtd3W1qYMqbm5WRkqByTKeWhoSNFFuilL6hx5uLGxAc3O/hehofNADHYNf/OjXGzvHCtDJl3BgBcry0vC/3LRYa/0a0h4Xq8MeeL1GJqV/gFtLbV4/LIDdzMsuPe4ETPTY0JLQLVDWpJF0i7i+3BwGhaf/8J1zKrkdO7H9kFIXLYoNBfglulXcwTgFLfKLn/vHAbweiGI4ma/xHVivK1BcVUub6Yzzm1RFDQEZHZ0ihsVlLajEqNFxB2laV2sYBFBifXp6x/JJN0xHMCzYieyqnxY3jJuEWBiMYTnxZoE9l7UdfuxuO6HTfhAt8oX+NaNZOwXEDLO7cCCXMNFp0cSDzM2Jn+NwOt5r/Q/gPQylwxUXuyfkD9ReLwXdNHFuloBtDsjIuuIyDSEzEqJZ4q9aBsKStyn/yKF0xNFtcTkD/OcKGvxYms/quT2vlVInne4yeuAWpBKK3FjdStGPzVOGGZgV7A5wsJknwT/TryqduNFmU2CaCtelFol2D9X3+nyyRAjLGxwol/ihTNLalaxtg/D4nNLkC1tPy8Weso1ZFdd0Pmq2iWxlZwvsQudTqFfZkGJLyMpWDWNiOuytRcQJXYLPS616JBeZhejI20uid3cMmg58LJUE97Z1TVtgy4cnxnPt7Bo54ooY3UHB0/yjfxxXPCtxnXBNzmfLnxLL6PBOzE664XLbTzfjs9DaBlwK3k+E7oyJTZ+JXTl1WrIr7Wr71fVTkXfMxnEsoXWUYk1Q0kuzh0+fw6vzLDvguEG9jbCoQAcriAs2sXoa9Ui8HIpS1yRm0METqFp7xhY25ZYYCMgxiSx4iEHCCrGTdIWFRcnqBZrNveA5U0uVwewviux3ClXAWlUySlI4giLLMOKb6tvwopvK29Cim8Wu9AUTc1A+buIKLmtiKfxet6D0RkXRqbF0OX79bzMVkKjQxl88nzzSBjQ/0d/hDeffHJ55vtIuYGZMPH7hI2f/xztf/AHGPuzP4P/UEaWt2AamAkTCcKzvo7BP/5j9IiBdcpn5/PPL//nW5gGZsJEglj/8Y/RJYbVJx8a2cif/Al8u99f2jcNzISJBOAYHUXfH/4hOsSw+i8NrE0+6z/9KaLhb2N208BMmEgA1pYWLP/932P+L/4C3WJYY3/6p1j50Y+wfesWIt5vt4CYBmbCRBLQBgfRKga2+Fd/dXnm+zANzISJJGBtblau4cJf/uXlme/DNDATJpKAaWAmTBgI08BMmDAQpoGZMGEgTAMzYcJAmAZmwoSBMA3MhAkDYRqYCRMGwjQwEyYMhGlgJkwYCNPATJgwEKaBmTBhIEwDM2HCQJgGZsKEgTANzMRbYDYlpjc3Po3afwT8XhqY2xPE+m4Ic2shLG9FcHIeRDRiKsyHcG4LoaHHjYJ6J/JrLShqdKGu2439Y31rCSQKhyuE1e0QZldD2NwLwSMy/veApA1sa8+PjHILqtodKqWz+zKL602AiSXzazU8zGMSznMUNdiQW2NFWqEVTwrsqO9ywu68mVx8gUAYY8KfshYNWZVW+bAkkB2Dk15Vg+sm0T3K6i+a0ObE+HwAc+tRoTWAapHpgzwrihud8PpuRq6HJwGRoYZH+RpeVYnhi0wzRd8e5tmQV+vE3tHN8M7tCaO+24WpxQ9n/E3awDRR2IkFH5r7fcivc+KrXAf6XrOMSGqTXY7Pe3H7pR0tAz643GGwegiT90ciUfgDUewcULkduJtpx+iMDmUx4gATgX6VY8erahvah/2YW/VhdsWLrtEACus1fP3qHA29bpUXPdVo6PHi/isNB6fvHnhYfK+0SeQqBnhuS62Rjc958Hm6BW2DbkXHlUyZaZcJTVsG/LiToaFTBohU6tvath9fZDpUmawTy4d5oruLuCGu2eMCGWUq3Sp3eyrAnOifpZ1i9+h6d+bNQRC3X1jQOpAaIxue8eNWuobp5ffHNQcnIZWu+UkhZ4rUjcjD0358lu4S5b3esNuHOMvZVd2wVGByyYdP0ywyg324wTMx+nvZF3n6U2FkS5tB/EbomlqOTU6GxGAcZfLrWdTBq2YQI0G38NZzhyrWFivsDhqZDQOTxmrL/JoYl9D2vtnhbdT3+GQ2sanR2mgw5rqVblf8ixWV7V6V557yNRIHJ0F8+ix2mbq9UZnJHOJux1iALUFYxJh/m85ab7HrmmGLHBQCk/7Xd7MEilECkTbKneJqxc9YzhqfPBPXSL6NgNVOw7er6ifxgC7b82KnoUrMMS+31iEuVnx8o4tGV5clo4wCC1s8LXQpVzoeHJwG8Znw+8igAheUx7Mip3g+7sszscEwAyM0F5XMipU3xqxEza/JiC8CZ5XLRMBYkUwzYoHxVY1XBpdEZsgIMso1icmMm10PTgIy4tvg88ff8UNRZM4uDpcx8eLYnB8P8xMz4O4xP56VGFObiTH+g1wNoVB8umaogRFT4kvflwA5XsKuA11PlhRi/JUoWGqHNaOml+MbLa/D+k5YgmB3QgpMsBbZ5y/shq2QvShzyeAS30j8XZS3ulHRpv8sFg5HRIkdWNxIbBbi4gcXbDjw6omo/HtapIkuxy8Pww2M5KWXOnWPd/h44LfpmhJKMuAKKAvT6eXG0sV5WU4FTq6/veNepBXbdY9hj8/8+DLLmtTjFD7q+PyFQ+I3fWcxPuZJK3IoHiaK8XmPcmOh44os6759LYafiNueAgOTgFr091GBX9dnKTm1YYzO6uN6PpBZbGHz8o8k8eYAuJ0hAtYBD/LcmFq+/EMnFDZF0DmSfJwyMA3k1+o7iz0pcmN+PXmZPimwYkZHvrHQ++B0YrqbtIGxHi7r1bKoNWvWsnYua/iyMDXr+BKdHc34Hz+tQ2O3XY5bVQ1g1txlfWIWBOdvi4qKsLy8DIfDoWrusvg2ayqznjGLZbPIN2srn5wcY219E//pv2Xi8MSDhYV5VFZWqgLbrG1cVlYmo37kmzrDBL+7uroUXawzzNq+bJ/Xzs5Oo2fEhh//oggry4uqXnFeXp6q7czC5qSLxbJZvJu0sIg6ayuz/jPbZDH06upqdTwxMYpf/DoPr+e8qp5ze3u7KrDNGsMdHR2qzbq6OkUn6wyz/+QZr2GtaBZ8Z71m3vtgfw/jkxv423/KhOX8THhwpNpn7WnWoOb1pJW1nVkXm7Wy+/r6UF9fr9ph/xsbG9Uxz3V3d6nng//9fxehu4c896j+k//8LXnL+tWsZ80+sxA4+01aWPuYNZB5Df9/fX0N2TnFEl+fob1rHLU1FzLv6elR/CVYy5k1lSkL6gTpYZ+v+k+Z5+fnq7643U68yCzBrUezOD87Vf3c3d39hv/sJ/WMtLB98p86x3uTft6T92b/W5obMTEfws9/XYve3guZkw9sn/WcKSvWo2bdcLZPneMxecg2WLs7KytLyZsF59NeFOO3aduYmlkXvbiorX3Fc/6OsvsQkjYwMqG3t1cJiVX42RE2SgMhk4mZ6ddobn+NW89O5dwolpcWFHMGBgYUs8gEFtsmU6moFBQNispExaRS09h4DQt651Vt4YvHbaoaJg2BbV61TyZfVcSnIAl+syo96aJC8/+oeLyWSh0O+/CTj9vRM7Qp9/GqNqlcFCbbZPus1s/zHABIJw2WbVLxaLDBoB9t3fP46cetiEgsMDs7owRJofKb1fRJ18jIiOIN+8z+k2ZeQx6yTSoe730miuZyWfH5gw5UtBzLsUW1T6Gyz6Sd17L9/v5+dT8q6+joqGqHheivjvm9vDSrtkLdedyPw4MtRTvvQf6TL+zn6emp6h+PqWDsN2mhgpM2nuf/s5j72Ggfmno0/OvtKUxPDCAk96DiXRUGX1paUsdsn/Ihz0njVf/ZfmdnpxjyG8Xzv/tZM0YmdkT+TtVP0nLFf/aTesbr2T4LyZNfvDfp5z15bw52Y2Ojqv1f3hlGcdWYXBNSRkh+UOaUFQvz8568H2VJ4yQP2Qbv39raquRtt5/gy6dtyCw/g9VyqOiifl7xnL+j7D6ElLiIV6ho0VDZllzgzqLod7O8cOgcY/dNBFHYmNzD54zKIIZnL//QCZobEu9oOLMlF1P4he13M62Kf3rB5QnhUZ4du0eXJxLE7Kpf4nSfolEvTC9HkF7mU48kEgV/+0WWH3sxbGB4H1JqYKzsfuelDTuHiccAle0elDbrvwvDLcryRaYmypKYr83azfeyXIZUye8e9eFpEZ8nJo7aTpfwTf8l7OEpr1phS3SRKCpa/CDfhaklfR/lcHHoqxzGsIlb7fyaVwYQW1LPJFNqYMTQtBcP8xwyXceviAfHQXyeboPFbszDxPZhH7KqqITxMjSKh/lujM4a8+wqGOTjBA1944kNLNwZ8VmauLkO/XeIUPmeFLpErok96uDqslHPrhbWAuLtOBT/4ocYfq7EWyvJPcJJuYGR8FfVTpQ0x/cchgZ5/5XEB2PG7SEMhqK4/dKByaV4mBpFx5ALz4q5WTfxke46HPEBb5oNm7txDi7KAKzoGTNGiYndI+6icODkPL5Z6MwSwKfP7Nje1/c55HeRUelFXU/8fjH3jj4u0JROJIMbMDDA64/iUb4DZS00lus7wOn+VbUduTXGKckVNnb9+PixDUcx7tHjzupbz88N26LzXdCNuvVcw/5J7DMRXWo+hzTS+Ak+97uXZY15H6XTHZXZxYWuEZ2D6bfAsIQ8W1iP3VUMBIISysT3m/fhRgyM8PoieFHqEOFr2D5gR96tALvHYRV/8J0g7oVLBYanfbid4bl2J8XCekDtRl/Y0Dd++BCGZ7yiMA7MXOO6cMavaJMYosAJnwFx4btw8eqLDcdnH+YbX/H4Styv2m4al/EyXXvDmdKpXti8DqGQ6GWZE1Xt9LCSp+3GDOwCEXFd3HicbxMjcqCyw4eBCSdGpuxo6OXKkkP8YNulW5ga47oCXzz87Qs7qju84vqE1EPyQDAMnz+Mw9MASpuduJthx3IcO6v1wqIYNncrZFY6sPLm4iVXf+DiwxlkatGHBzlWvKpyxvQqip4YmPCoNxXqupw4s4YUv8g38u/UEkRdtxN3Xkg8+do4V/9d4GD46XMnOke9743J6IXwlSG+1a3Xu3k3bGAX8IiCzK8FxdgcIhh+XOgYtKs9gk6X8a7X+3BiCaG+y427mef4+IlDzVb/9sSOe5kWtPQ7YTdg0SBWeMQD4OsZz0vsQpNNjdCfyOc3T23IqrBLcJ6a2eFdoKLWd7vVhuJ/e6xJfOYSt1sTvllR3+NUG4ZvAnw1J6PCjVvpTrSLfs2tBUTvAphb9aKw3oVfi4y7R/WZua7wgzCwHzq8MgpbtChOrRH5jiS8idcI0G3WnBGc2aLqo7kihsdbscLji8JiF7qEb1bh3w+Fb3T92wZ9EnbYkVVpUykRhqeD6i1pvWEamIn/wOBAZOxgZBqYCRMGwjQwEyYMhGlgJkwYCNPATJgwEKaBmTBhIEwDM2HCQJgGZsKEgTANzIQJA2EamAkTBsI0MBMmDIRpYCZMGAjTwEyYMBCmgZkwYSBMAzNhwkCYBmbChIH4PTewH8aLh/9eEAhG0DroQXGTEyVNLjT2eqE5b+6t7d8HJG1gVOFUlYqNFR5vEGXNLlWz+W7GuUpAObtyMzWQ3wXyzB+Q7x+Q/Vtsfnz1yq7yQs4sOzG34kJxowt3VN6R1ObPeBccrgByaty489IicrWhtMX/g3qz/H1I2sCYaIUjXk61DTNLxpeMvQ7LW0H8Nt2GyjYnJhf9KvtS72sfMspteJDnwInlZvJBXCAqyutDdqUD93O8yKxwYGjSpTJs3SSYlIZJNlv6f9eQWLD906cWlZnppsAkP8wIXdPpxrTIk3KtbKexWTEtOndT0FxhbO59WJ+Sn8FkGD48casELKwWmV7sglW7GYXZOQzgs2e294y4UVXRkpmijCps9yEwgWVurUvlg2T1/N1DN6YWPSrf41c5V6nrbgZU3Pza96fmZvIh1gO7CXdx+yCE3zx1YX3ndw18czegBtPZFeOqgb4PDncYX+fIADn94bZ1jcFobM39PpVQ0qgSo+9HRCkq0619CCPCkHuZmsrKlEpkV7tVWVlWYfw+ohiZYfJSOw5jLJauJ87tIXyZZZdB8cMGXtbmRVGTsUlC3waron6R6RTP6P05IDf3mPPQgXNr6nhH1z67yonyluszUBmyyFHf5ZPZTN/0V9eBuROzKmPLK18ksUVpS3LFFOLB4JRPlTb9EJjX/l6WE25vag2/tOViUeM6ML/inUxHSgcByjQzBpkyRVxejePyL+PBGf2LTFdMMb0hBsaZjJXie8dTM3WHwmGZvazY2I3NzXJ7Q/jkqbhlSVR5iRUutyjmS4e4r9e7V4UNGqraU2f4zOv4KN+Go2sy8V6hrsuDspbYBrFk4fVH8GW2DVv719PGul+fpGlqNjMazPzLWJ55PGOBIQZG7B4GcTfTnpK0zcyL/qxEE7HHLvieUbdM88YrS/ugjK61sRW6cIpf/0maDaeW1MwSI7MyEmfFnqCUmXo5E59ajY/FphbdeFnGUryx6Q/TnWdVGj+LMV/94wKHDOqXJ66BYQZG5NQ40TJg7CxGfzinWhN3Ir4KHUwxzWV8Zu81CtFIROI9W1wLGJ0jfmRXpibWKazXMLMcX0ENpjjvHo3vN4ngUb4rrnJQLCbBRwrHZ8bNYhyGMipc6J+InS5DDWxjN4CnBTb4/MYpscUWwtc5NlHm+Nuo6fSI/27cMu/Ukg8vZBSOJ9Mul36Zd54FEowEnxXeSnfD4YpvBl/Z9OG5GJmRj2NsWgBphTaVsTh2RFHZ7kJTn3HyZJ79uzJgOuJI526ogbHT91+5MDwb+wgeL0ZmvEgrTmxEXd8J4mEuC7RdntAZHO27RuMXeGWbWwzf2FiMq63ZVba4DYWuEWuBxRq3JYK6bo8qXBEvljZDMvM5Y3bf4gVDkaKG+NxQgw1MYp0xD6rbLZd/6Y9XtR6ZKRIzMC6Z87nUzoH+o55dRt/HMnsfn8eviKzkyRXFWOOPRFDd4RR3NLbY8G3UdGroGDbOjX1R6kNLf/x8u1js8uDgxBiP6ctsj+hzfLpiuIF5fSF8/MRlyEPKkAxVrEJ4cJq4ItZ0ulDdmZiifQhDU37lr1947vGBk0pWhfWyQor+4O6bF6UWrGwlJpPp5SDS6CYasPXMqoWQWWaFV1zYRFCl3ET9Y0Sf8Cyj7CzuguiGGxjxvMSBuTX9y4RyWxSDYX8g8XhgbsWPx/mJF/F+H0oaucCT+MxY38NnQLGv8MWDvWPgdoZTXOPERnq7M4SvcjUcnulP27zoyf3cxAcWbqNiWKI332ZXg0gv47Ov+O6bEgObWvAgv44uj76d7hgJIK82OWZqzqiMxha12VUvRMIRPMxz4fAk8Tjl5CyAVxUnhpTU2dr14lX1hx98fxhR9VB/dkV/17qu242qjsTvy5KxTwu5M0VfN5EDXlYV6foBGtj2QRj3sh2qyqF+iKKu04rh6WTdqChelktMMaLf44StvaAYmCPu0e5t3HrhxusF/Wf+ytYz4VtyblTPuBclTXo/d4qKt6PhzX4ysogit9qq9p3qieJGB8Zm4+dZSgyMT9rTS+1Y2tTPwLil6G6mRZeHsvTb+UxILzT1+1HSnHwc0DrgVAsK+iKKn33pv3YX+HU4PGFJVn2V2GoP4YG4nnbxKpJBRbtflYHVC9yo/bhQU7NjvEiJgRGsdt87rp+yHIj79cuHPkQiyQfaa9t+vCzTdHqvLYKiBjuGZ5KfER3OIO5na7o+c+Ki0+O8c/W8LRkEglFkV1jgcOjnJk7M+1Vh/GRF+maP97Epw9ADR2d+3MtyJ1SEP2UGxiLUz0v1W62bXvKIq8OtNPrgYb4LR+fJz7AsMZtW7IFVJ+/p61w3tvb1iycmF31o7jm9/Cs51HX7UNWpH231PR60D+vj5TwtdmHvOLlZ+gr9Exw0E5utkzYwTdPgdruxsLCAvr4+5Q6OjIzg9evXanYZHx/HxMQE3B4//ufPWjE7tyjXhNDV1YX9/X24XC60tbVhe3tb3ae1tRUWiwVnZ2dob2+H1WrF0dGROg4EAtjc3EB/XxdelByhpnkeQ4N9KtaZm5vDwMCAan9wcBCTk5Pq/NjYGKamphAKhdDZ2YnV1VV4vV50d3dja2tLtdnR0YJPH6+jY/AUvT2dODk5Ue03C3PYv4ODA/Vb9md9fV0d8x4rKyvo7e1VfGAbk5NjWNjw4+/+pRdTk+PqPGkibT6fT13L9tkP3mNnZ0dmAAeamppUm3a7XWjpUG3z7872BlS1neJh1hqGB3vg9/uwsbHxDS/Ic/aVfWP7w8PD3/B/dnZWtU+ZzM/Py2/9GB3pxb/cXkRVRwADfe04PDxU/CXPyWPSQlnwHGXD806nE7u7u4ou3mN5efmCF+EA8spm8ZNfD0grF+339/crnvOb15EW9p+08Lf83Zs3bxTv2Ae2Qf62t7P9UzzKfYOnGU1wOuzq/3gN5UM6ecz7zczMKD6y/4uLixgaGlLnR0dHlaypW6OjQ/g/n4yKYbhFP3rVdeQ/dY56Rp3j/UgL+0f+s+/kO/v53f6HpZ+55av4Oq1Z+hZW9yJPyXPKlfL8EJI2MBLo8XiwtramjImdnZ6eVo1TIclcCpj78u6n9aCpfUYIjSgloFDJQAqEHeJ9eExFo5FROBTA6empUqRgMKiEPTrSj48e2NDet4PpqXElVCo7jZrt06CpfATbJ1PIEAqDRkVms33ei21SCEV1e8ipOpV7DOP8/FwxmYIk46ns/C3boYB4zHvwXhQqwTaWFmcxMm3H7Sevsboyr86TJgqBCsZr+Rv2g/eg4VLYPT09qk3ykufZNv8eHurB5IILv36wougNBPzKKMkXKhh5zr6yb0tLS0rJ2X9+U8EJyoTtB4MB1f5Hd+flnh5MvB5UfCV/yXMqF2nhvcn/4+Njdf5KwUnXxQC3qY4j4SDm5tdw92k/bHa/tL+o2iKP2GcOBJQ/jykb/pa/o5zJO8qTbbDPg4P92Ng6wy+/3kNn94DQoan/4zU0RtJJutg39ov9IA852HEgZTvUORofr5mdmUSOGD9XrudmRtV15D8HoCs94/14zP6R/+w7dY5tkidX/UfUi+ySJZRUDQk3w+pe7Cd5Tr5Snh9CylxEomc8hPu5XBVLzje2SCj3pJB7wi5P6ICtvZAuLmxasYblLf3cJiaiuZdN9/XyRBIg33JrJDYRY9MLz8v8GJ9PPt7kM83HBfqFECcW4FGehnCS8ZzFFkBakQ22BNdMUmpgfO37cb5FRpnkej087RfXifGXfsG/08X3fGTkSiIO4w79Xz10wO7Qz8DYx5ImJ0Znkh9N+Gr902J9l/2r2926vMNW3upE37h+y/4+/8U2uPWd5GQxuRxVA5y4YJdn4kNKDYxTeWGdVS14JIPSZicae/V9LYGuzYsyF8bmExfI0oYXWRUW6ad+hk8srPlwPzv5BZ3iJi/aBvRdWj888eJZsU2OkulzFLfS7WrztX6IIq/WGderJe8C3Wm+DpUoUmpgRE6NzD4diQuZeRq4tWnjHUlQkkVDjxvtQ5wpElEWmWmaPfJ7fRWY4Gsbn6QlPzM+zHPi5FxfvlEe91/ZcXSauCIfnQXw1SsNms55XMbnfGIcThnwLk8kgJbeY4zNJe49pNzAdg49eFluF984sRHv6Cx0uUtCn+Xc74IuLB90+hLY28hnLo/E8Jc29RyFrxBFbacVLQOJxyg0gPQSvmF+eUJHlDU7UNed+I07hv2oEBcxsYHt/WBKhE+faQlvN2PexX/9ypPUS7kpNzDiXrYTe8eJxQIdwz4UN+q/+53ggsInaU6cWeMf8vZPwniSb4fXr7/hEyOzARlY4nt587uo6wmioN4Yvs0sc08oaUtsqnhZ7sHApDED05NCB5a3EtO1U2sIHz3QlF4kihsxsMZel8RRiQg7gqeFbkwt6bmI8H2USXw3ksCCAt97K6jXf/PrFfg27dNCDTsJ5U+MorzJgokFY+hj3pXbL5l0Jv7BhTtKmF/Q4TRGpozBcmsSG1hGZ93iIib3UP5GDIypvx7mWeH2xicQ5rZ4LKM4U4gZBe50uJsZv7vyINeDuVX9N+Z+FxVtXlR3xK8sO4chFcMxg68xYFJVD/on46etf4I7+/V3D6/Avt/NdMAvg0B8kNmvyI3x+eRm1hsxMBL/vMQlbkF8I2pFqwt5dfovInwXNvHbv845E/cgdsaenPvxpEAT99AYJbnCscSffCsh3tyJnSMuQ5WYODz1qyy78cXW1AOHGtSMAt9af1GmidcT3+Dn8kRFDzTsHyc3s1rq69EkBjb7539+eeb7MMjAmNaNArHHPLIwUGXCkXOrsbMEhc6kpHz/J1bkN/hQ3mpMfPM2XtV4JA6NnTY+c7yT4cCZwTn5aVdpRXaJx2KnjQtCTAPHHIhGgq/WsA5APJhZ8SG7ir9JblBycSeTzF57Dx9envk+DDMwIqfag8ae2BSzXq7Lr0v+YWssYJzzZbYTgRhWE5mH/0GuA4cyu6QCu0dhMRinWiGLBXxf7kWZcYlgvouFNb+M+na1LS4WZJTb0ZrEymis8MiM/2W2Jh5A7INMtsz4vWKYRsNQA7M5Irj1wonVayp3vNlnkn9HQu/jJIaocqnah66fLWtZOEEZvnHu19vIq3OrxZjroLZZZdlTVhmFdvWsWMPo7PVu/NKGH19kWBE0LC78Ppipig/aY4FdC4grLjOrri8IvxuGGhixsuWTANzyXiNjfkDm75tYNNbFeRuHp0Hcem7F4cn7jWzv6CLuMGoF7H3w+0Myi9kwfU1cUdPpvEzVYKwL9l28OWCFGzu0D/CEMSRXHY3I0/I+MOnS5y892Ni93mhyalyGp827guEGxpGfNZ5uv7ChpsOJzV0ffD4/Ts99KoMsc/D1TqRmBH4bTNF1N0t75w4KzRlUSj42Z1yA/iGs7/jxaZpdpXJ+F1hO6vZLp8SuqTOuK7TJzH8nw6eU+m3whc+nRRqqk9jNkyiY15AVeILB93sbfGb2Rca58C01g2YKDOwCNi2kNo2ml2hqp8fzEjtya+ziHqZ25nobbUM+fJGpYXDKjZPzoMyoQYzM+lRBh4u8gqlzDd/G2nZAFFlDRZtL4saAWvnclu/SZpcMDIwLb453Tf0B3BXamP761BJQvBub8+LLVzZF702xrajBjawK9zv3izKf4ueq3ljqZtaUGdgVvNK3c3tU11dRkkMUW7t+pJW48bzYipdl53hS5MXGTqriwQ/D5QmJK+jF1zku5FSe4kEu8zx61Dafm8a6DABPCz14WXoiA6dV+ObB8iaV9+YGJe424SYHrl72jJNPYRncgxKjcdZ1YFg9y0sdfSk3MBMmUoGhaT8KG+zoGDhFa98p8us9uqZmiBWmgZn4vYbLHUrJauH7YBqYCRMGwjQwEyYMhGlgJkwYBuD/A1irlUV8YMW/AAAAAElFTkSuQmCC)
- Decreasing
- Increasing
- Constant
- Zero
Hint:
Amplitude is the height of the wave.
The correct answer is: Decreasing
- Amplitude is the height of the wave.
- Or the maximum displacement of a point on a wave from its mean position.
- In the given figure, it is decreasing in the given direction of the arrow.
Related Questions to study
science
What is the amplitude of the following wave in the figure?
![](data:image/png;base64,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)
What is the amplitude of the following wave in the figure?
![](data:image/png;base64,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)
scienceGrade-4-
science
What is the wavelength of the following wave in the figure?
![](data:image/png;base64,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)
What is the wavelength of the following wave in the figure?
![](data:image/png;base64,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)
scienceGrade-4-
science
The wave of which color has the maximum frequency in the given picture?
![](data:image/png;base64,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)
The wave of which color has the maximum frequency in the given picture?
![](data:image/png;base64,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)
scienceGrade-4-
science
The wave of which color has the minimum frequency in the given picture?
![](data:image/png;base64,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)
The wave of which color has the minimum frequency in the given picture?
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAANsAAAB6CAYAAAA2wyYLAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAFxEAABcRAcom8z8AAH2LSURBVHhe7f33v13Vde+N64k5e+9VdjtF7agLAZIQIHpvQnSQKKIX0ZEAoV6RKKIXd8ckNgbb4Ljc2ImT2IljxwXnJk5yn9fzH43v+zPGmqdugYQKfH35YZy99lqzjF7mnGufKa1Wyz6Hz+FzOPrwubF9Dp/DMYLPsLG1K2hZe9Kz/1sh+HHo8En7/fmAdKg9Rqd6QbTp/exIwDE1tnYzPpvtJp8Cvrf5PoYBieB2sz1yv0s/3WsCqd3/HVDxaOSzA+/GK8tYnoiv+i4+N+GreCjlKtsd+NcG0jh/fhC06no8z8QH8aTDc/Eg6VTSJz2P9sE319GKb+n+kYJjHtma7dKVQtcSfihAxZjUjuftVgGD1Fb3YVRlcGmcP3eYqAhN51HufNH35KWlZJ1SbfS9UylK8DQcV2WAR0F5PjuQaIPmZhPnLKPqB+AHkAxRuld20KmRPnJCMsTo67pWGef48Y8MHGNjC+NyL9sUI3Sv9M9QjGgngosO393T4JmdadE/Pv/vgOBT0C/F6ZbBP49glSGGt9b1qMLpe0kELEcURzxWn9T2zwtEkwxJhiadKZ0/cR06kxx8RLfJepR4p7HUl7EmtTl8OKbGpgglpRETxKCs07Zap2M1lKIGo+rcb+gTQmvtrmWAK4czKgxv4ph/zuCKgVOK6FRaAT/q8KsPfvTBpxr36kS6ejO3OvcaclLKHGgfzkyRTp94+zKc2tho+ecD6Ad06zM5belNDk/qHXiF4+7ju/QrK6RjXMPbDHCHRLvoU/FM136/11yfHI6tseFZC6DBdb1ZWDfPbH6W2/JGZhc2GrYia9jlWWbn1zNbVm/YMN9bRUZblAolU+3Ra9w/V5DClDikOsoifrXhxZxGbifDqwsbNbsCWFHP7QL4txS+zclok+coVmm5OzagicOC5+0U3SbM8ecD0CpnA68yvtcwqBJ+SYeWwaPz4dvl0rFG3S7ManYq1wu4Jx2s4awa8EbZQGRXcu6jhnek4JgYm3sZIMNohlCKs4C1KMXrwP9CQf6lKOzf8Ly/B35Hm18Dv+TZe8AeYDVMORHmtEoxBYZWY/aa688Bgl94XhRmEPpPgf474dNLKMYP+P7Lomm/IaX8nfhFvfZvwC/zJs9K20+bW4FlOKxu3sCDo3SeEaR0/c8vOxC/CgxN0apVlHYSjno1TvwZePVuJl1q2W/IBKRb4pl07Vc8+zHwapGji5mdg35No0+DNoqIEeWOLK+OmLGF8it9iVTRPQ2Qcy+H0Dl435vxKl9CMX7F89/Q7gOuX4XAjfW63Q/cjoLcxecjwC7afwOl+jlj/I72PyUd2g1TLmSM/lypE55Ic6KQad7xOB35nPtwYdRrBr9i0SO+x7NwJBL4DBzS1SjNyyjDP3Hvt9D/E2j9IjzYxv0HgNtRkDvh1UNEuB18/woG+bf0/S3t/xGevYTireT5dMYqUDAZcKpbYlVurOdOz8BLCwkj9z9d6IzINnANvum7Uj8yJUBOXE7pAniwG934Gfd+S5T6e/r9JQ5oJ9HtIfTmTp7fAaytZbaZzzfQvR/gtP4N3v4r438FHt1Eu7nwNSOTkNEpzQzeVPpEpuB4eOqZdOzgDPMIGpsERRrj16E0qsNmIug7gPe4/j1M+QHK8jQEXVSr22wY1IRYGWM2DqhPuN+PspyI0d2IwrwEY/6JCPivKNwrePGL8PZKmVTjeW4Nw1TXJFxSnfdZglFjC2WXsUmZ4nvHMmgeKBp2bVa3b0L7b6H1J3zu5PuV8GAu9LZRiAL+OM/oK365N+azW7RtAW2urtVsD3z7GXz6t7KNEhV2Nd+HnF8yJCmG5hQ+WgwIvNKCVLONHN2Jfbrg2xyqxVyWUmg+oTOeKV0EZ3TiIvTpZT7lxP8R/rwMravQL+nOIM4qh+aM+84r6BWfC63gcm8O0f8iePsUbd/HMH9Hm/e4L52dxT31UekTOCVZxfwjq5gVP8fi3guOjLGBkNdT7glCGbogewWEfBvCfk+bb/J9Nd5ENUcdYpQOyji8vV+Ph4KxCj1H+DV9R2GWknuvY5yf0V9pwW7SysUwpEmakMNoMSVFVo3RE9dPGaToTe17gX8yMqcfQzgH2l7nviL59zGyu1Gi4xt4WHioRSMtGMmTK+qM5ZXG0bg5CiBvrAWABjw6nv73ki28jyL+luevMc7ZePmiBCrFEWgxJVbr5LjkNHEC8DFF208LXImhxSOtjA685ATEr5x67OS8bs9A269p93fox3oikmrXkms54Zw+kRK2nR7nlb77fXgG3RqrznetCwyjr6vqNXS1sD/Q/tsY5FU4+S6yyd2Ri0djt6MkS+6D0+TMajIcEWOLcIpnRokaIHgyBvWCEMazvgMzrgHhIb4fB1IZiCoCCmEJ+UAC1fKtnrUZV6FcCtaAoAxGHo+BrYepvyDN/CeU8j7GnyqG4MXd0GgfjJGgJo/9aUIHJeig9BJSAa4NcF4I/pupLX6DZ/0JPLsdXg2TAdSqVCaEK36FQUwak3tpT1LflV6JZw0UqsF4s+HVPcDfwq9fAU/h7bUwlcFPOSlPK2kbHjrmiOvx8xx7EC6Bhy/Jg2sdnZmGTknmP4eWXyD/x0kdF8GvOrqRlVrBDp2JfnyOOGFd637QmmjUM+miZ2Po76B0FkN+Fz79jjn2M/7JyEZOr5TREfnVTzoqHNOhi8D5wHCEjA1PAyJdkLsDQ/g5gv974F6up2MENa7ldUfzXClDIra3UH3pmj7h0fRd84QS1GFmAZNPJVK+ACP+jbG+BoPOwZPnMFzePy0EiMGfFYMbNRoMARqa4HwV9Zbqhn/m+5Mo0EJSRi3lN3BczRb1gQtU/aUQiX89xgaCR3Ed7cUHzaXVzNIW4QQ3Yci/4v73mHMFczWVZjl/ZKzaq0oy6T3PsQXJPmo1ZThNFP5sopfqsN+jH8/Br2WK1OhCA5yTgQUfyK6g0ftK10Z0QNfirXgT/IyV2uSsOl7bet1MpLsbHv0DWYLqv9uZr1+puMYRPi7PcO6RGaQ5esNhG5vSFy2zLoXo1xDkhyCmVbPFMCUV5cmoIseN7640IDhqdOPHFcNGrsUQfXdFEHHqo9VNvqMsV8KUv8HIfoEyauEgahOepflGGP3pgnDOO9pDbNo80sMd8Oy3KMTXUZazEapSZS0oSYAqxJ1mOSg+/R6QnMjEcV3RnE5FwjCcUKCoOcRjpeUF/Dof2fwVn78hcm5GgeaAS1ZKAWOstub+1HkmOoR71/fDpoPjQ8j2lzii99Gra3AcXUUbKb3rRch5dEObe3wPeirw62RgAa5P9BX//F5y7ji6DL5Jh5fBr/04xt/T9g0CyGLmVgBxZ4DR99LfXnCQxtZbwLLwNkJbDTI/g5ifEoJ13SHaqGBPnqYDUqM1SmKAUp8YW98nju/M5jN5Z93zWofPLgzX2AKFfi2oLGDe7aRKqk2+rKjH95xPRbnJYx97EC3a/1EkuRzD+j5C/CV4PwjO06Ts8CO8oyKShC1h6h78UzGvcfz5+HFHIfFX/YPm4F/13PsCPNNc01GexzG0f+b7u+ByEfwqUV5tjHeqMXvLZTwk2RwNUIqbQfvp4PYV+Pav0LYDnOfDszp4JyX3dK7SNae/+oyFoDFjVm0SqE2CdHggDDSiaTj3WIjp4MC1BfXTokV92LJbcZRal8iY2/uPGbc3tA9sbBEida2BQISJgwgG51rR7HgmfE4KzvXLGNgSGKF0RcWnj6G2PoYEncZK10lQo997wXhhjrb1lSo+9VyQSTlRoGvA54cojxhyRz23AZik/Rc3fNEgIVVM975SxqSQnxCcRsYQ0wsiV+ApIWqOWDyq8X0Y3J7GM/4a/L5BRNOCSF7mlUMIegLSGLoee/+jYTyvYsxJkdBpJ01StMMZaUP869z/FThpgUFbDr5iSTv39BVdo3hUuKFkiX8jBn0QoEwm5FCNy7Xj6WOEw1EbpYVdMqW7KA3+Abl+QBS+Gtza1KDafwwZHqyiT4SYM9E0nm9jIZ5rLt8nJvNYDA4vgY/2Np/H+LTiqVV3X5xTWyAcZcJLPBR9nY+KbIo8In70u64zWT1GtVK1Bs//gYL0Dr4Pkjo2PKTGIsDk8Y4myIBUvIoh2i6o2z4Y8hvwfRFjE0O0QufpFPfkCbVIEf3EzMPDN9KRGEPjufBcmcj/+d5ASOfWM1I3ohn3nkBgs3BU2nDWIsknU5hPBgk/yclXfOGT9kCfykoiR8u+Dq5noURSrLwjWUY/ydQdleNbjee81PcqEhwUyEgDQhbBf8eLueSotTS/BP68QjT7NfPukwzdCage7zXmsQHRrWxuAH2/o5bZ34HPD+HT1fCrJNj4VgQ2kDKDVPL4aiXPPsLYktWH95D3FbHzGXgjHufXDPA1rPsslEgFqgSnPnFoWFZ+eAp8KBAESREUwbSCV1LIZrYGgf2M5z/CAFfVcuugWHXauncVjhK0GDRhvE8Gwa/YhA3D1nL9dPDQpvM/4u3e4/5l4OSLErT17RLuxbm+ieMdPUj0lhiTlL+Ucywyu4qa6Hvg8w/g+gAOaxoKJOXyrEBvGwhPXSvlUkRymR8a/0bKCfgT1wBjRjRrWT+6dTM69RMM7qe0uwUj80UJyY22x96RT4TYYsnQ+eXYwlewCdnCdrKCBXLq8Mm3FZxnAtmPnMlHGFsobtQNvvqCoq5kQG1Oa+VsHQyZgYVrD8yVnbYj3o/rw40WBw8IAOWQB5bnSRvbUvYGAlPt9kWtWILXs1Wqmxfas0LJOtXpbvWVwMeNe/Dgnt6ZGwavg9VanT0Phf0aQvk1yrkTJZKjqoNfMnD3gqRsCedjAaJTnx7duI4opT0p7c81fV9vDwr+a+59CdzPltemTlG96YtZLlfxWzIOB9PmeuwcHwWuVx15/NFoWMCHHIeoPdPnkdFvaKPTHadQBqgs0VEs9ROPj6UT7wVpuV+4KJ2dBq8erdftn5H3ewSfK/I6Tl0nUMJJpWyg6HxEzeYpGY21yLAEJugYzG+aXXsbRdWOe1NpBs89DRjpV1oXgUWqEYI4NiDBhdG5MFtayRORCvtNP/N2H87h5wj1b8s2dUDDpsKQPpxC7tElcB2l41BBNMvAlcZiVDBcJxJ+CS5a1r8Wpelk4bTEVxmZlEaeXfh+8nk/ObixVxCRRgYgxYePeWnXw6O/AfdfNvttHQY4D6XyU/PttB0Re02HKmsZaKSMihAdDLy06cjnLvj1v3j+d/DlHq4H8oY/k8MXr8KZHmu9mgxyNuEo+c51LOI07Vxw/gYO4zfo3nM41qVkM1lJTe7yjUxvnLFJ6G5kgJahdYp8LQWp9hh+weCPYWQq8hUqPQ2QwqDg8mwRKoWAmCOGHCumKAJLgFLe+K77nm5wTwagFDcn3J+GAr2GYP+Asn8T+lZwPQCNOrrzSZXeT27w6UpDunMrY0pJf8P3HfBrIfzSaqlO2XRKpV/x9kJEGKVS4Ot4HxsI4xq9Fkh2HZxQ8C9WcJUCH5/VbRep5b+C+/vQdDO06PhdocxAil/JO6L6wYGcs5bU/TwjvFrJeG+jpL+FD6+isKfhFBUV5OjVXjhpQe6zcKJlBFxmlc5VDl6LcDMoER6p1e0f0aefg/fD1MFzuedlFv2miGHJwJRGaN/qeBhwf6U0sdKYu6KqZsuoiSKsK5rIQ4sJYVzH1shGIc4XhrPQZwglVrViSVdC1pEnagJoWY1APyAt/h0Mewsar4DWWdCsDXEpmYwnGV/ypHEd38UvtVFbrehpKVqK+C2URkfTvk5kuBh+aRO2XhmWO6ORsYRvimriW+B/LEBKq8/EK32KN5H+y3FxD555miQc4cmlGNw3cLoyiG/xfTUKNLeBkmF0NYxNR78SLWncNLaPz33nF7okxdPi0FXw54vwR4eAv48sdP61S/SX0vrm+ghPkmOSYgff0vifFkSQCTyS0xSIxgxatNG+Hz3TOcsfwaMH0K8T0I8pvjmHgc0nTdS7ZDso6P8ey/wQRnyNfP0ymKK9NClW5KuTJz8akITX69knBY0nD6MoNIuIdh/0/Ri6/wit38GRrCV1OR0mTUchlD7XMJ4+FERLuwJ/YRPjbNJnDl7rfNpu4PrHMPQPtH8H3l3PvSEtxMCvw105C0HKqSU+HFtFk/NUsa89ralFZjeiRO+iOB9C64+gcR16cR70+4FyjLEOb8QvvZGhWkvHzcRD8XIGbc6i74PAe/Dr3+H5j9G3u/k+k2ud5Ry7BSJlPho6cLRBzkXlgh+QhrYvomcfohf/UOY25Uk8yusw8acQ/EcY9QsMTVZ5CYxQFMj57odW5W143muCowHJiyUPciRAK6WRwsUCiVKZeTiT2zGyt4uW/aHs4r079l14sbdRt4fqNbsF/lxDmxuA27h+lHsv4+l/iJL9HqX6F/B7HcZqD2gGaZA2jDX24ac8ols8H6U/jO/YgdNAJqN5tUWh106mUY9ehxK9hQH9CkP4EJ79CEN7EX5poWANWcN18OpaapY1pFQPc+9Znn0Pfv0WXfoNvPlLjPI2xtCZTZUrOtkyNiKOQujA5PufffBsEdm1MbQLofN5+DVFm3M/Jl9XqngnDFiKJbYBrQ7J0ygF0MpTeBx52d6DHw6MV8xRT3b4CtsLotj2dAnBa9lbHngQA7sQutejTH+JF/8nFOL3wIfQ/iEeXPBHvNNvaavTMl/EwB6gplkOz9oUwl7MK0XzNO2TO4mUeulaY8Q4B7/ad+RAslcKXnqaHucJux7ptNLaQYnOwEk/iGG9iSL9DPp/x/0/Yjwfwps/5i37IxFMb2f8HPgGxqY3Ns6HX0P01X6oL065vBPE3EF/pP9HRweOEeC4ZUN6xacN/VPOwhvrBLheI5CnF8iLqd7piAF0iFA+niFHEkYZOjpHKN3EOQ/Py6VaSfVJ7NdgbJUD0R6OluXDe2e2RIqBIl0N6AjaDfBpJWnnuVyfgJHpZIoWCnQsTdsMo3gq9YkIOnbugwGneSR6xThpef3YQzhaffoijl9HaicH0ERPtO3TaObWX9ZtEfw6j6h2BZHseoxwNfy6EjifLOAk9Et7dnr1yg8Miy7GCHkGnWneUWfDPfHQjTzNHw5oFMfPNgTfJFPxrWtT9C6Pv5EqBnr6o5AOIPS0OqWCVdHtaHmZNK6Y6oyuDKHJZ3MkdQ3EDwdCiFIefWoVTS+7hvCSkIWDlEw/oFPnufJvfz+MezUUP3NvhUMSA/kuno2uxuk6KUP6PHgI/ATgBr/Ti5Kjzw59zE8O0oX0EqmMIYws8csXVFAg3VfK5K/zcJ07rwQyLDkvLbRErayaX0aWyhEfi3tJKQN0HXoo+kW35BEGNzr//z+AG5nrg4A0Un9EQFhfEKK9MjEkedVgTuo0edDDBTFUy+91IkUDD5jhJZtZzVpAThTJ8IxZppUeBFsJ6nDBPTRCDuciRZBASY9cyJFmSon0LJwBtON0lCbGESV9hhLENkM4KF2nI04HC04/fTLor2coKfSXOfTnfXw2+I7R60wgz9VO7XuNcyQh0exOl2t9ju6pBt2qJ6Od9ER7YtFe/cU7tY+tgeCN93VehS6JfxE9act9/+Ur7Uci7wK5t+BBWcm/Dv3iQWzTxByffYh1DndM0DxF+z5C3r20h3d5MeXLYkgootoEQ3sNeAAQk30MjR2fKYLFtaIpkQIG1+qFdamHTh3O7LbluW2/qmmv3tKxN24ftP2ru/bUZbldvTSzBUMNy0nx+hqqtbTkr7HAy4mphJvujZlrIjg+YoLacT1iTBW+AjdEjevtq3u6po14FUYlZlZ8457mdX7SXm29vffVsxg/7ut78L2gXq41Cj8utWRGw25altmWK5r2MvS/dUe/vXhzv21a0bTVy3I7aZqOejWgH8Wm5vFxoGMUbznMwPXwIega5WXwLD0bpUk8Eb/iU9/D2USbcNSST7QV/WlV2x0WdV5d2wg4mOOHMrtuSY68S9t/U9Peur3fXrmla1uvLNGLzE6dmVkHPenTWxL083kdR+bwMeUAE88/CxA8EB8lq484G3m4EMTrWoYVSqh7uoYpCKGPGmh6s2E3n9Kyt+8btD/unmn/9cw8++3W2fbzJ6bb3z4+3f5pw7D9+45Z9j9759ivtwzbizcO2gXztYhTx9PJm8YcYWgycH3GvU8Twggja/BX8keUIIxEjqaPiDVQNuzak5r2lTuG7Pc7h+2/986232+D/idnQP+Q/SOff+D7f++da7/dMWxfXDNgV5xYWn9Rs4acjqdyjAtvPUWr+CuYiNOnA2FYIy8Bu2zgB/LPMbIWcrxwYWEvrB6wX22bgZzn2h+3z0Hu0+2nj02zf3hipv1u6yz7r72z7MNds+3te6ba6lOaNq1Vs3pdb0xgbJVeCTw747uMejwenyK4Lnzkqf/DgxFhu+D1PVaXxAyli1rBW72ssB89PGD/s2+G/ejRIduAR7tkUWYL8XAz2nWbjiLO6tRtMR7thpMLe/76rv1m4zT7n93T7M1b++30uQVpJtEOL6f54pSBvJuiTwj504PwuLGSq5RJPNB9ndnkOq/bFScV9p37Buz/fWam/f26abZ9ZduuWFzYSVMzm9Vq2FS8+KxOZidOz+wKPP6uq1v2T09Ot/9+ZoZ9855Bu/AELdKQZhVEBmUfIy+cfvreXVFr7PnHFHl0vyi6VjQyO3te3b58a9f+tGe6/XLTdHv2+o5dd3KDCA/91MvT0JFhnPEJ8OPiE3PbcHlhP3l0EIOcYX/z4FS78eTSzyE2oL8FT5VthJ4lxz4ep2MNOnsbDiBkc/SMzT+DwT4hns1TBlLGZRjP1/Dk/2ffbPure/vtqhP6YGzdarXcvqCcndpM6VWB8eh3Rb4gwItn9brNHzzO7ju7YT/fMMM+3DPbNq7oxzBheOXllc59FoxNeISTCQUTH0oUolYv7XiU5yU8+f95Zra9/+CgrVpWR7n6rFHL7DjoqEOv6PbFGNUxOfTXMdI6Stjts1tPbdiPH5lq/4nSPXt9v80fqDtf/acDRtL3Tz+yeaRVjca1HKHquBo1uRzI5pX99uHuufbz9dPt3jNzW9BPfQ79XyDa1TCeXDqg6Ee/RtGxv8jIBDDQaa0+u/qkun3rniH7730z7St3DtnJ6FONZ1oZlrP1LIrPI5dSfzJwuVd6KHs4emkkntVXOF3oHRSIyfHmd5xV2L9tmQaTp9pNpxSeg9dgcI5SRVshlhR0rKfSPhbCQghKv+Z067bx8hYp5rD94KEhO2d+wxkuAYmwiCKfJoTBR12hd7RQHvC7ntrzFxum2b9snGF3n1naYBMF075TFZ0cd2CEfh9L92MFtE67OgY7tZXZg+cV9tvNM+1n62cQJRmjodPmmlf0By8/PdD82j4KZWsit0a9YecvqNsPHhmyP2yfYU9e2rHZnZyaLY/o5DJTdpIiQvDAP0WPDA8+qsbrp8ZdfVpBuTFov9k8bLefIR3C6VDL+urwp+xsBVqtdVlAg8qGo2ZsaRLVLY1Gy4bbuXvzP+2ZYbuvadqsftIfmCwDCuUQcuk6vFOsYmkRokpBiRbJIMu8BdMbpJI1e+f+QfvDjrl231lEhKzmiy7ev8Ll04BIawN/raJpL2rb1f32X7tm2Ws3d2zRNBSDQr9ECUfprvDmemQBBv754osM1+mX19YrKVpYKW3xDFKxNYP277vmkGa14rQ8Y4aRfrqQonoDeeiF4wfO69qH1N/furdrp88GT2oubW47/bSTcxqbDXga6jogw0lRUs9iYalPB33Ro73XtO1Pu2e5fs3ACWs1M3AIXfm0QDLQ6ravtFLuHMWareNpjRTitOG6ff8hCuAtM0iZSIt0spu6Tb9j720BKaUULmodefTwUCk6OJOlkD52CEOesAZj+1t123xV1/5z17A9e23LplPv1RBE9Pt0QPhp87ZOWnjCtIZ9886u/W7bTLvnHBwFjNcSd8KvUzkG54EriJxLpVhKR6t2niLJ2JxP4fHrpGVtPPpDF7XtjztmYnhdmzeotCr/VOkXCE/JYUa3Zi/c0LL/vXPYNpH2D1KL1chORIO3c7rUJ2gKIwkDi+8h83Q/7Qnru2+JoE+rTyvt1xuH7ftrh2z5rJpnPypDxuLzaYAc/wB15xMXHcE0svBikGtXHBSNSWrUWNcsze1fNw3be2un2rJhmFDVFmobnnriWBWDnJkTn42HpIRaBtZ+3I2n5r5i+c59gyh43Y7TXIznBgokY/WT78Do2wKHJ5QURUVLKI4OITetjxr0ggW5/d2T0+yn66bbeQu0bK9fHVM/5nRHornVJ9E9duz0bOw9oPL0AfLyUriGXXJiZj97crr95NFpdta8DF5HWq02wYOYw+ccMXAp7oTxPxIqPCfcc97C08hCZBAt5s9t6YyGfRfZ//OmmXb9spxUmlRXkc7nFP4x3iiNfE9yqu7FM7WbMHdFm2isMdcpsxr23gPTmWuGXb2E1LSm16cSfeA2Mmfgmq7DcKsxPwZE2yg+oeviZ8g9xopf6GrbcTjCmd3M3ljdb/+xY76M7eAn6gUhwPC2/r4W4/keSKNuD55b2oc7Z9l+wvv0NjVVpjpuAsMOG9rWVT1IqJY3Xz47sx8+NsOXjC9eUONew199COFqbkUcHbFKjDt8fMTo+Cd78ca4BKxV0ltPyew3W2fZl+8etOP7G15rHKlN+bEgIcuB9dXbdsLU3P76PmpCHNx1S5VSaeEgaBS9ScEjJRN0w/mMGe9QIZQM2vzHjqhNGbdOfXrp8Q37u6dm2A8enm6nzSpwNLEp32uMwwPh3/H0cSZ69vyqAcqKYfSv8MMRemPfl9+ReaThITP1ldFFZnGoPEjtRTOfjBMGHFsxqkOXzahh/NPsnzbNsksWkUYe6mmHA4EmEgE6AaIVo73Xd+2PO+faoxfwHIL1+sW4peAjBBEZIRKPIkOukZ7NGWjYl6hjfrd9lq1ZXuD143ck2/Li3gfD6Og/m9LXPXvFsMMAjSuvrvS4S33mizfQv3Vlm3oNgVNjpj3BIw2+GFTVc/WsDf/rtufajv2ROu7xC3mGwdVVG8oheh/RrLpGJ2aE0+HRnxyWfllMq6clinbXmU34P8dev3nA5nSOwxBIGyWDw5zrgODptlayGT+v26MXytHPtn3X9fueXC0n2lDnJcMKwxMf1E9jHBxeno25465KnTH9NH9OwJGhXXliw361YaZ994GpdhJGdxyOwE+QjB3sk4FeuGzbX8DQRUPH2dt3T8Wjz7EblhW+AhVpU2zw9u5/OCBBiwaNHUeldLSn2+yzrVf227/vnmMbLtOvNRNZteI30gdoVhvCh4mX6JKi1xotm93ts1dQMAn63rNRPkXWPCJ/CCkU80iDFMZ/1p1PefJmXrMHcXQf7phjL+D4ZrZVx+CQcHja84tDAMGzwOtwQIbe9fppsKjZpitl6HNt84qODWiFEEfjfG/HTykcDdB2j5yZDF+vhSmtvpG09Tfb5tg37xoi4vf59og7W5dF0kcisbKSg3S4IxFxRJ9D95qMoYWgksBy19mF/QFH++Ytgza7Q6Ahoks/pnjOfjgKQDri+0fUJzoJ8NMnZ9mPSePOmau9r0ibRoTpYXZM3yMEQXQQLmPTd20lFHiTu8/K7Pc7ZtiXbh+0uUS8vjqMVV0hvCpji/69xz4YUAp3HPXRGdQMP3iIFBaPtgLPVvMUDg+oyOO/2aF5jjwPJMgwttHx9Z6YUshrl2T2y6en27sPUjPP1FE3nbqgn6/0Rf/DS6WlP6qZSjthqG5fvXPI/nXbDLv99MzPNfrb/66QKSIcDR0I+cng9UvGil6ltggwrnPn1dDHafazJ2bYRcfn4Inzd3lgmJWuCL+Dt4HUT447nIzuayFoajPzSKqV4SculdxxNIXeB4yft6NmqxY2PhEobWRi6pP7z8GLkjZ89c6pNnewbn14OS+WQSxeqRAzeo1xuCDPDA2VISvM+7I512KqjvRcenzmx55+/PiwXbgg99Ur1ZXef8TDTRz340H0yJtLqVZpNWzzLHuXHH3JjLqvwmqRIISiWk54HQ1FE39FNzxAmf2nw6FbBqj/0iLjOn1W3T54ZLr988ZZ1HG5r4YWpFXh5cNB9Rr3YEBvYWeNml18QmY/XT/D/v6JYbtoPmmrFoJ83EjvVCOGQh8dHnhkAoKWiCT6J/Z1so2FAziBO6bab7U9dA64EPWzHDyQh0dD+kQqeTAQ9GhxTXqtKJrXa3bqjNzeuX+6/XrbsN28rOQejkZ6JbyUPTLPFCGlQWKyYEZ4yckIjP2uI1JS5JMoyF+/tWv/sWe6bVxRUp/04VHVRulKGLI8WjpJcDRAQpRh+9K5pwPyOLovRSTqNEhvtfx+V7/9YfuwPX5R24bwQjrQ2/If4QmaR8cci+tY5YixBX6AGM85dyCjPu23P+2ahVdr23SlDb7tQDtPa5TeiHcT5zjSIJrDqUU6GXhr3jrp/XC3YS+tbtl/7Jxhu67utzl8P477WjwJZ3MgmtP3gDBQlJR+ihzTWw1bd2nsn3319gFbNFX1SZo/xvTsSU5NSn2UHE5AyMfPR45J87RwouX3jSta9p87ptsbt/bbCRiHVjC1Sa6+B9b13vjqbGcfDqtDmnzbmaX965YZZDWDduYcAg3jKqOT0x+N6k2bUifVSLv38oqBpDxxhTieTxP75DBKLwBqsE6Z2ZrTS/uXTTPtl5tm2DWLC4Sqn+/CcxwAwU8LpCA11RNlnfqtbX96ZrZ96/4hO2ceaR5RzmsK6BXeYaSVk/D+oiXokdFIOfsQXitvECVIm5+Yaf+2fbbdvhyF0v6ZeOntxb/JuBxrcLmBtzIQneC5+9ymfYj3/fHj0+yKxbnjrM3h+FdIlZMYg384L40VvNFKrlaV80ZmFy2o23trp9n/3jXP1l/c9lMdWiDLx+yfJjw+TRANCg5Fo25XLynsF0/P8q2I287ACPUWRZ3n6H96fzAt5MlYU+qbgoWyCOmLDPXUmTV7c82A/WnvbHvuhrYNd7RRDw8Za/Qs7ChM2X1Vy5aSy+s0R8NfV9fKHd6ACbRkLg+mBQ79spaUrAtDr1mS23fWDrrS7r+pY8dP1SRCWMhV8BlRtgR+yhz8chh+0fF1+8HDA/afu2fZC6vadvqchuU4Ha1YaTVR/+NLdGvnXy+K6gVIpQsNlFIpyGWLMvv6nf3233uGSU/6bdmwToNEfSoFk1Ieyg+XHivwtBo6T59dJ8p37X92D9uXb+vaBQtzLwUyIpV+jlxv6/uvJOP1S64LZC9llY4UtDuTevxlouSfds+07z0wSH/0hnFVJ2l1U4sVkS2E0X3aEE4TgKaGspyhhr1yY8v+65mZ9u7afvS5wFEo9afOlVFWuqL/iuv0K1WU/NEPnXo5cUbDtmA3f9w+3X7+xJAvBCo11z8BCf1XfZ6c7igeUz7cNotOw54KKp8/gXprqKnIJcNqkBY2bGanTt5fs4fPb9sPH55q/+fZOfYBn1eeyCR4OJ3rixRBKVk/AysafraMLYHOF8qTD5NGPnJB0361ZRijm2Ffu73fblpe2InTj/Nzh6JfJ8q70D+1XceL9dn9Zzfx5EP+GsjfUp+sPpU2eZ8rcOwfBsSCxWdD0SaCjEDbI8pMbl9e2j88OR16hu3b9w34cv3J0KmtGz1vSwegf4hUcfG0PrvttBZOZoCSYdgzmrXnkY7zrAb9MX6kyl6f4dlHlPxTgtHIEqlcRFq9nIps0Fu9dfH+w0P2/+2dZT98dMgeuRDHS307q32c9Tfr1iawdAqiHzQunNpn1xNkXrtpwP6wc6b9gbR50xVtm9evM7lKGyML9JKJOdJcY/GZotcZNl/Rb/+4YRBPN2B/3Dpo/+uxln3r7o79JV77vbUd++enOvannUP2H9un2rfvH7BVy1vk6qQMWLnSymBs5P5hbFK0z55nD2cAnqRL2g/SeTW9vrH+ko79dN00++9dg/a/t/fb3z3esXfu6dg37+jau/d17BdPtO0/dw6QLk217z403W47u+M1UB9Klk6DyJv5r/eK6UAsrX/2wBUCfHUwWosYc/tzu/e8ln2gtwhcxoP28/XQfa/k37Vv3dOFH/3wZcD+a9eQ/WQ9Snlxs8pmFAnkXCrAkUnBdJ1eL+mFw7GC0YUP6WOkhglHGYdSQR3tW0UJ8K37p0MjOrCz336xoeN6/7boxw7+9pEOdtFv/7NrwH7x1JBtvbJtS2eRASJ/bTO5zBlbNMfppH6cr0qyCcamsNnAymd363YVOfzWlQP2jTun+q7/jx4nzD4w1V69eaqtPb/r6ZaiXe4HaMXUNFAoV/x2fhiZGD52os8GiBHCCyZQ5AtH/91/6J/Wqdmliwp7+rIhCv1p9sFD0+xHj8207z443d68dao9clHXzpmf2VDZ5/VK4QeIGUuejDG1+hmCjML4sxrZ/bWXMTJSjd3I6kTzmp23ILN1Fw7YW2tm2PcenmY/eWyGffDgDPvKbVPtycsG7JITMldOyb9AyVxp3amIpxVfgVgR1v3PEg+EX1zH9hDfcb5KD1U+9KPXOhytaP3qTdMxthno/1R7/9GpRPPptm3lkF1FjT63X/SrNoU21yUZsZx4rFCmld2wjfH0T/FddC688Kfu0Hm+JoMNkGYNEb3032D0nlFfH+kiSGk5OfUJxsaAvtTsheVnicGTQXgH7ngelMLvwSAVyDqFX4NOvQrT31T6VP3qWD2z4+CB7xu6Jw+PGWmKFE6MF1/Ce7qnq8b+rEEU/JHmBC8kSy186fRJ6fRr2bq/kr/eJC+gvw/6dXhY7USflDc51IgeAW7ImoN26d5nCRLuI3qKkejTf3Idxyv9z6C1i94PtrWKqd/D0buWOtyt+jUWSWKPMurSxIf4nuwh3RuFKTGxAGWRkuQoXkOAx8+6eP4BBo/UIxDVYAlCYLqWRSerPnowOn9K01Je7kYPfiN46LCrTtYLtBeIkTj+9EvphSveiPLQ38fU/lT8a1m9xqKT4/7DNEBKSTR35Ob6Lh4ELwK/uOcGWF1/PIQBBy/jWp+e9ipNlRdFHqVqDWjpEFXVLwRa4c53/6GmEVx6Qxo7IN2L76LHaeU6/rMMPID+9Puho300hyC+y8AC0jOcEvSHzojfqhH5BO8SWpraGtFnte2Slsh17XxwOXw0HYcHMbbmGsEPEL5Ks/23HnmWl+g/0AR32YCCiUoQncVtIwf9p1bpl7I8LYgF78fKUrRo3NDJKX7yHcXMKQQzir1cuSjpQrawZtk0rUySMuY614anGvFWiRFitu4lIRxtCIXwg8f6Xim0oogE5UajX+HSiuo00dCw7EQ+5xSWU5sUecNp9bb0G/n9jjH0fDoLG4FP0Mb8CEancnL43tDLlbOhAZk0FjWsPhMZlZIJOEtJRgQsZUUWKOqnUi+5LIJ3vhpZ8VJKpjdA8gIaBpHLfPRMtJCSNwb1K2IZMpGyhm4FPUnPjg24kxCelUONtYf4FE1RFsjJYXBasSbi51rBX1TBLIAoWMiJ4EBizOCBrmXEbmz6h+bZcMOaK7FYCsP+5was/+V+67zUbwO7uta9t2WN5bRB6PonEq7QGiQZXqXwxwJ8IQbPEqcxqgjmRtaxTt62RgtlXIbw7m5bd3fHui8NWeeVAeu8wPXGfmteW1pjbh3hkyZ4zSnmBmNj7ADN5QI4hiAP6E4AI5NM6jPqVlxeWPuJbiWTQet/sd+6e+H7Q3jesxEwzlFeVWc83Su7kgLt9HuPxwbk+Dza8xlppPQEPHAIjTZGdVJurVvb1r8VWl4IWgZe4HoLeK8mfT2+4bLTz2a4YkvHjiH+AkUufcZvxlQgOqQj2g5AJo0BHN15hXUeQQ77kAd2MiA72YudPE4UvIhSZCoOpID/KjfceEMu0tspjUsza6OYHTqWGxj05sKyKzCuq8nP78PA9kD8qyDyMEZ3IgrApE2lZHSO835H73Bpb5ChiZBY/fO9oAxGEIlbaxEWdLT2wry1RLNroUO03JRb+SSMe6lr7X14pyuhcbAvmIJSpEinqBDGFkzqPf9RADks0ZKjeF2U86Lc+rfjIF4G100Y3y3gu1IywaPeXVhzV9MF3VxPnbGsTiTHwWiZ3lOZyiMnZ3iMwJWy4qMMpiS9qs/Cid9eWHc/vHyOdPQRZHID9F1BXXwjSvk4uvMiRvicjI7207lPNNcBg15zHE0Q7hHBVKLIQCr5E5X1q8/106HlaWTyKtnQdmi5E5lcRea0EpyhsdyK7vGss7mJI8QoyQhbKTh5QGralC5Cy+5hsJPwLghav0uufLpFSCyaRIppdRd+axtMeX7Aisu06anftw/r9x/ZOZaK6UKVUcAQ1RQoWnEB+DxLbbmHEH85dMzQBquW97VqqtMeOBHCfAMPmsGk7ksD1lqHos7HoaAUYkSKlJGeHltj01z6mYcMvFv3kEq+0rHswcJqGFKOTPRvlsochwE9fsAY79k4l/ubSqIdMrkaARNB9A8XfcwqOh8rEP5K/3yxBSMvyBzy08geyIzk3BrX1EmFoaUVNIgW3zyXTObVLF+VW+d5osMm5Lkkzm3GSl/v+Y4GhKOI+qrVIrNTOkjWoPKjuartEax4kkh9Jrwf0j8DVQosHdOiGVnGAHZyKkb2GA78VQLXGuQ5hIE2NG7YypRc73vhFUs6eRErr6KJAZ+YPLVVa1s2lQluCevNbsldCWT1HiLHIH00wYtNj6gIoiBsE1Xz6/DoL2M8d5JGzkBQGR5FdMAs4eWpIkVuS4Wuagf9RseyhnW2Es13otSnaOefWg66u566KGqGh+uFw1EBHFu2EOFtxnieAafz9N+DoIP60xdIXFgJJyliGF82SEp8Hem/FOFuFGEqUQE5xoLNsY1snhXg/OSI88vq1iGaFY+Qts9DAXVWUj8qCy0d5CCn5pEEecgR5tBSp/ZpPomjIQLm54p+nKTTfmxAupIWdbrgqHWK+jD8fYgsYz+6cwW0dLEBBSLojDUMBRqlvdgFtKiPHEp+MQb3PAa3nqg4V0aJLGk/RdYZQtQA4U3CeEaVTamBVmQyPFbj/Lp1n2WS+xHuECmoHzo+ViCFg0hFqi45/p0YCERll1QGk6XwD+4yGKeHqOFMVH85ETwvNGsBRTSoHsrOJVpAm/JsMUVtJxrbka/hNBcpYgNcljasuxOePkEaOQ8Bo5wdP6eqdoFH0CUvqc+435bDkdEtr1s/UaR8DJnMxJtqBXZknqMPwsn1o0W0lfFTlymFb7SFi1IpUnWX3SgtI3Kq+svhNHAeOY68s7/f8hXH1uAiuEhn+I5x1ObXrfUUkXl7P/IBL3RGNPo6wVgZ6JNMyMfQd9o069CyiP6b0dVtBKfj0bW6L/2PV6o00HjlqpgEQnpHLCPUd3cPWPOhJhGv4Qan33dwJXVkjgTIMyuSJcVJEQ3viYcpqV06e2EEuXSKZr3HEQj/JOjKI8G8vENEJ1p3MbjG+VpNUmFLe3le5hLzYu54DUW4TB67N3jbynk5eP+KRwKeyagaJ8PLPdSZ9xHRSA/lCIKHE+caM9bYe1ISDFarYv0Sruq4mdobgicag+eaL97A0Bi9xjl4CL0IY0kG5BENwypWk2Xg/PKL4K28uSLXhP4HAtHcVpRTZKQ+7X9+0LIrkQ8GF1lKNV/FGzeOEXkcPE1hHNHPjR6Z+KJIkg94K7Vtb8JBYGzZHHAgFQxDVH0/dryxMhpzrbHkPHB87cfQHervvoU1val9CIgqXMLYUgOdABMYpPUggh5UGsq1BAo0q9+i6DXGwUNSjKR8EgbeU0v492JoKGjd83uF6Il9DwTCKwTV6mBYjKdCNr++sP5nES7pm2jTfCHIUWOPhRM5gIOnK4TJOM5jjVN5ecYPQyNL2E2bu+DhAJFZb3R7Xz5HFOnjQWM2ieqN+Qh3I9+pR7OZ1Boor+Ot+d3YgqZeYxw0uMNgDMlZvCkxECJa68YWKTBOS7UkfD2UiBT8FZ/gL4aVk6Xkl1BbPzdoxZXUQ4pwLuPAXUYXGQjR33l78DKR7B0q/NU32YDwzuZSYmwioj3etcYw/NT+puu1XhsSP8XH3mNPBPE/J/sr1vJ9TxdjO0Tmu+ITNt3gFjWsf4dSSq4HYLg2XZOCHQIDekHaFI4IQ36f4fk9dcR77sJ7Lol9jWBe7zF6QdALM4UfjNMZubxJukP6095HpDwbJVVUYEwpsVY+/R/0S7EOgSa1T0IU+LWPhfCUOp6UUTOS16vW6q8RBTR+gNoGDyePeyDQ28k6QlXHK/dvRAmVUk5HJm7AoSA+7oR+hwp6xcY9t77nXfM3Aq5HJntxVucQlfIqHfc5D5YGtRPN6JI7B5xPUbfiYiLcPlJSrSj7iqvmlT5U/JTzmjTWR4NHR83l46h/AU18lz7PIvXbQLv16AH1v9Jxx81/r4X78Nj1ZsKYHwUyOG0HtNZibIdSSPv5RyC8c6RBWsXs7kCg9xS+F9fKQ/kPlQm9wPNjGbbO75GmlGtKapOOL3A0G2K8iBc+k/seCMRsKbJvYGoxSMxEiAXeM7uRekPe+Qy8kRtcGIinHU5z1b7HuBMhGYveMtBn5PpETi0GKCvY1rHynljt0qkQzSEFljBdIQ6BphFjcqWBVxTlzad59jCeepqyDq69Bjw0RekFqWZpk8n4v+i9piSd71r93Dp1L44K3NXmk8g/nIGW4KEJmWRkLfkljCeDuwTnSootY2+iZ2qTHPKhO5BRp9blU+sW2qborAeHJ1oYXZRGGrf012XkCEKvYy+z15iTYcQhwP9soLApUrpeDXuBQmgwM4p3LVaowFc6N7Abr3QbitTBO1C4H65gwyiUVpAStajRVhc2sGfAslMzjBwFkicnXRVOh2RsMMCZVhmQjMmNVikl8zSZx9OhU5kTYScF8DaHMI8rJDTo2vcF+V4gwPpCnNOWAWuvxSiGJFQplwSoNuonmtTvEIQKqJ5Oi0Jabq4vrFtnK5GTFKY+GItHgc/Bp0G9wH8kFkPQlku+MvPN3ezCyjn56YmQeyha7zEmg6IveFf4Oz/k3BivwDlpniHq8/x85vSyAR2UEquNy+QQdDjh59fMWxDRZtQ9bWxv6FptjlYclbYKB/TYZaE+mhNnosg7ZryPg1LlingOz6YcUg6ahKX0CyTSD+ZoRayxjJC/B+S1AStvoN94mND/UMCJAkGdLGhe30So/ZadiQGQQytNGXs28pAECxOdyd4/mBgGxXc8kOqP/DZqwt3MdzLRVGmRBKo2cjbO/GqsjwN5Qz7FN0XibB4eeRP3HsTQpsXRMY0Xxsy47kXhr891KPwL/N2JcB1pETJZpAg6YC0iqFb6mjptMqnvIYIbGhHtUtLgZzGAS/Qb+1LOyonRJhzgocwVtIYzH8NnAeM0CyKcIui+ruXnyNkyvu/zqg3Xk8b7KBCemg/nxxiNGTUrH2XOTWRMc2L1VDIIo8TgwEGb3XqrI2g6RLk4L2Ic0shejQ4ETOSKKYMLJZe3VEhX/VQ/vW6DGEV5K0Qoz02rUSPeICEbShhM0njpedxzgaEYGbVUeUOTMYcso5YqKsVXujQ2VRnb/6PA29EvHEbCRcamZxVzfbVTtWHb+ncPWuNkvDbRWwtDMZ/60d77j449CtXzCvTdzzjOIwpQeHcQrI5ilZ5uMx9t/IeBEKRHc/FGHls4ev+DgaAj0sngr/Bt4pgai5l3J07xHhzXYKT5Y/uMpSn1DUjfEx1AMrTLSmRCanc5MnFDUxvmFm9dkUWXxjwQjyaC8NAxPF3LEVZ9/Tupnh/Fi4WsAc17Him/luL9uWSR5BnfXYfQuRSFUoYxljaP/tS0nUcYf/OA1efjjNIagNpqTO8n/Ux8gMcjunwwEPNKnqLpEI2tF2hAhXyKZVIJ3/PBA5V3IFwtmlAgSrlFxOgPgoan8BftdM+Vjk8IlBfRKX1FtOIWmPFc11e4pDghyF44HGFQjt2Pkd0FPs9oe0HetIpwPI9oFHSMQqIlOQ85hHYY2iL4sBUaH2Xc6YqW8pxj5jsKkIxIiz2NxaSrOxH4A6SU07TJKsUJXqZfsfZrefDm2EihNmEIOrGfNeHJSqI+MtExONVsSeGPBgS/pfzwDtwanYZlN1BXP9ux7BJ0TYbuizGBf9RTcla6lhMLGt34uOf1MJ9aa8i0H7kOnmyFrgVaA4gxjiYctrEl7+0GpzdU8Q7ZaRkGh9KRLkm55DGSx1YfeXL3EFJaQMzw0A74KqdOq9zbsn4t/Z6hfTSUlWfOdJ/vGIAMThHujtIGnke5LmhYXQsAhZSzUlLhrLaOm+hQRCH3V2Sivx9bOlV7kv3WfJQ0RRFNCuI0V32PGgRvR3jqq5/g9QQGR7pUaqXNPa7oEE18V/sqSowYnGhUZOliXDeRzr8ILy6Hrmp1UKmvjHTy/EcGXE/Az+vesmn1Ns7imtwG9hPhrlbJQmquuhdcPDtQO/q4c/caMq71zH9TBkenY3tK5zubO1bH0LRoFVH06MJhG1sYyhijgzHabW8sJRLsQphbENRSilwUT8ePvIiWAGmvBQ4fR8IiAmhztnECdcsGlPkZIhpGq8UQRRFf1TukEH4EgFRWr7iUN6KAL1Gs30QqMwQd+nUxnYlzgwlv6itjAhmZHE4XRbgSBcdQlcKpnyJa8sLheI6mwYVzksFJUcsG0WAhMiGVbe0qrSDlL0spmhYcwnF4LTvSh3socYnMGvOh+zHqv+eh4wJtWPPcT+gnxe41/+GDR6Tq2tN4cNIrLDoSlq3QSRNqOB04H0Z39KtWcmRyMuKrZKFrN1bwhJZMqSgpqFZPWzidfBb8IJ10mXj78fMfaTgCaaRABMoLSZlIOWBIIeLmopiP64Q6aeVq0pnZemugbm2UtaVdedq0anHaoDFc9/2azosDvipUP562eJxgdijl0RJqL4gFio4vm9dbmentiIHnBqwj53F23V+3yBSx6+BVRwmgR2946ySFDhA3EebASwNWXAdtOvHCOGEA1WflcI4meASu0kJ/+VHbAsOk5A8QoV4hCyFqayNcytusERVES0P04NxwcvXpNT/V3r+vY12lW1owksOscE9pW3IgRxoSjzxC+xwCHADOOSvRj9PzeJUKaOjI3pCyIGjRIprowHmX0JQ1kcGJZFj3l66LzTv0hgHfcRpHP8MYhcNPI/Eche9BVBvAMERG4UqlCKfDstcW1n0Bb/I8TLkbr3RBzWon14Ga1c9HoLdjfKSdSlHy1Sj21Jr31Q+nuNdlLO34x2rQZByODkgQUlaEQYoiw5fAWutQ1NcQ2NMI8ZrM6qf3WX0JcBqwEmGvR6AocncjHni5XrXQqiN4M07UR8dGuPLu8TKk5AHoBIScoafH8HgF6d8+HBtyaayFjkuQxyl91re0zxrn1C2jXm7tAme9ynM7yj1Te4TiCXJgHL21nNI136LpgcPhQnKuMrYEsbhFlIUmdx7zcGz3EWVf7bf2Nmi7ETrOQq+W1K1+CoCTLB7QYW1kCT2NC3EizodInVPkPBZw+GmklLFiiq7j3wZx7V4IYrSCVeBZFqF4axTC+63/9SHrf7XrMPDGgPU/qwUVDPMk2pAKaM8ref+0qOIrQcfQC8nQ9M6cG5ynvnxH2aSomRZs1pU2iCL2v060Q9ADrw3awKtD1tT7TJfRRm8howxeq6q/xhWvqvGPBaSswBcGXB5xz49YkdbXdSJ/FTTubtvA64PW/xr0vIY83uD6BYzsfug9GcPU9ksVmSO6yPEp9QyDiAg3fu4jAp4paT7NGyA6Yl9SKS+GrlQf48uWw++HyKKo5QZehw5k0s+nrts7iMp6t7E6M6o9yXB6yEcOQwZc8edoAsaWiInPWH7tBQdGxj0EjBHiniP7eOm5FJXvKJ72NbLhYExxKfnzpdRypyNMCvZCP6yCkfnrMGKijxc4jXi4kTGPLPjKohTH8RbjJYz0nO9VRHXDK0gX87bVB6ADB5Kdy+fl0HIBNdpJ0EIqozpITsbpcPxFj3h0YB5OBuGifqP3xGcHHaQepyBjlZLPMYsWblzVGEFTpWh6jvPQ+1h6jy47JfPziP6+4ll6zwza2pIJeNNW44Tjk6IHTakuGuWV5o55VS+OvR+LWxV+I/c/BkbGV78EehZ8cbmJNnitA8R5Bzr0UxhnQ8vlXF8MHac0/Nia/04I2ZKn1UDgof6HgM9HgvgqXGO8xGu/705J/1Mbpfa0oBPGopcAD7zHc5iIScBKqbQSpuMwMi4+ddrbUx1HjE/f3FWfUaNzpXXkJ4x5hCGYFfP6PReGrjW38NB3cJcBKQJrGV20KIpBh+8tHtBhHTropMTY2ijwYy7ni4SoCFMJ1fvI4+t+4PmxIFyFs2hRPZZA99xhTISK/hElrfByhRKfBGFoCdeIUEdPdj6X5tc2QJIHhqVPlSMd6ZnkJVxGZHOk8an0N40LzW58HoWFY6lT/1qqBjn9vAECisgWDBw/2BGAsUbE+PGeWSiJPHG7hSeVsIQTqY7+YV+Jt3JcRph05GG819Vc+q5rIpR/osAIq6TQbrYb8Cv4pFrVf5jV2/Qe+5OD6A/jcvm4cgNSXL1yLwNzfHJAz5URUJuAW3zvNeaRgIpWpdgyLgdqbim6y0g8Y379Zo0+Xdb6jL5Hg1caM/Q2eNABH3c28KgjXvkxq5Bl8EXyTaDvh4uT6NL4cZDaQWMzfwQuPctsSr141BrFQ6RGK60s59CQ/LzngEcCxIBQZFceVyYpK8woBwj1Z1tW3GWNfB34rCHtPMUZpNAvZo560yMNodDCJSIa+AFFcyEp4bWW548AD5ByXQaeM2mLMIW3MzMp0pEHjRvbC6JbyjtgeXkeuNwDPG5Fdis4nezPXdgIWXj5wYBDOu518BCLYIwtpUUuzfJ4cLjGsvxRZPcQ/FrBvRk4IS3DK2uiHXJz2cmJ9hjz8EHyEr3KArrozVngdJfzKCvusKw81fd2xaOIvqmfdDHxd+x4hwrhRESj/qOtxpRuyBG7PZXz4M8NNqXWeNtqjW9bvfaBZY3nQfQ0EBuL0JGGpARSVn0WGPlsa2TrrFb/nvXVvsvn21bnul77thWNu4ly02AiUe9oGZsUAsZHOqZXLnTe7zL48Qa4vA98G3gH+MAa8Ch34clJSLETPUcapNRSItFMzdGcbVm2Hr68i7zetePqf22N2vctq72NIG9DkQedP1qB9N81PEp4hWNRNNN+6uXWqH8RnN4H/tr1qFYHp8ZejG45bXMvS1Tredo7IvsjCxFJpEdzcdSPWR/8aaBHjRo4gU8Dfcobd8DD6R6RPTsYk2UdvrEJRGN8hkNS9oE8iovgx+tW7/uhTSmai0ByKQK73uqNNy2rf4N892I6yeCOsNFV+at7AvcwFLHMX8/3ubAa2Vpy7NNJSRZy/2yrZU/DrO+A21PgOGwdCvYjw5iJoFRHuMnQUKLsJpT4W2FYeOqyPAkDW8z9G8HxLevLvooxXgRDKwdwVKKIlLQyNOYuGs9ZDk55dj9zn4rnXgRu51o924hT+g7KtA4POgyPFeHkUY+WE5ADgEfFKozrr+DFs8hH0WwRdd4Srlcjt7fg3desUV4EPyN7cSMFL133HveTQvCoic7Us31Ww8CyTFnIcvi2kE+ypewJ9Bo9gldFc04Ym+OhvkfC2KoMB2OLLTCMjO9ZcQN6hF439sOvy7UaKQZkQM3y5lwQ2oAn+AYPL2AQpQK9Bv9kECmECBOhek1mIUqyz/L668x3JvcaMKLuz1rtGoqj/a0VOIGvOqOa5VTGOLI4CUIRlFcXeEYMqv6XKM29CEsRVfiIP/FZlvPBZavzqCzO9XtHbkUrQaQkGrtwJXqB+d7g+nTwEf3UjVopRGb6N1VFcQUC/aqn32UTnP1ZL5wOzwCjfmy7EjXq34QPa5kPmTSRlTtC1UoN8JyHU9qCgn8NuZ4HLqk0iWjda+xPDvCouYDo8Sx68hpO8XSUXU6wzpyKYuCDEeSUScIny9dHhNOzEX4cPk6qEYPncixNeHQtPCLryB50mbRax+lN7YnpylQQlyd4E6YtdcQ1WDDrUJCaKNhAJFbJiCAQXNQ3MddL7rldad0IU9/wiIqARXE+yvRlBHhvtUcyyigZcKSjBwEe5hMNmkurZjGPcMrxxHU8cp7fDr0aP2hPIB4In2ZzBrg8CU5vgLtqpmg3krq555xI/0FCVdN6HducyTxbMbb98GAp80uJUvqTQN8zlPpCsoMvgfs9jNGtcAj+xCKF8AkPPL7/gSEMPvgVPNIp/4vh0ZdRojvJQFSD1SfwX+3BE9xzeJQ1XkGPxKMkM9FGO+hMzvdQ0stxpQRR3PUVR5zVX0F+S7gPPv58dC7hrhoyo97N4FFW6ZFwGjfeQUFqP7beC147YOQlgUoBwvWoHOB+6PYURQ9fqWFSIdXhQYEhNEjh8vreSE3EKGfOoSCWGFghpBDLd49MEJpn97iyylsHMhPH1sKI7qkOKYhwlyO4L0PA1TGGp0oQzLjhCA4GhEvg5Xk+qZYbkGguFoPPa1aQpum3D0M5JvYXHeDT0ckQKdM2cNqNwGfxDB66AKP2O7RtCvJ8vRLDp6ddGLRWifP8fuTwMjxa5vciPRwj2BFQVNYrSCsxTAyuuJL5qw35ER6KJvXt1b83iD9amJIxlUSuvLkEHoFP40FoRYmqRZDJJ0g0pwxuFjzagXLvxDBn0J4Il/gOH13RXa8Onlfibaz6iWaiOvLKGq9iaKfxXJE1xneDq5yAOwPXcenRFej1V6gpr3R8YlzNL5yj/cfDWHy5hgZ3GL4YciIyewnZVTwaM67/Bol7PkeQ4hrhSPnyFukLjM2zRxzpiEiHgpDaBhEiNhlqG29U5Iogb6EUK61daoVo8rhiZAeFiX0mQRNc7nTGltQGEn6Mn2B8/wNB4JFw0z15x2GUdCtjb0UpZsI0pY2T+/q2RKXsStVKPKkic6O4D8bqmQwUxRvh1+QxeoOMK/AJJYJHxWUIDeMn19fqp7dTxBrXbyyIRy1SyTupmV7y+kmlgfCNRRzJuFe/3hD0SyegA6MqiOa50ud8qzWLme6UvUbheW9nJz2S8i3G2F6onBj06acz4JHkGVGlmqPnGJNhJIrqX1cVl7geZeUVjJfhsALvGFcOALoreYm//itaXOf5He40yvIUvovfhyArd8TiZ4wV1wJlIlOtXmxCbjvQo2HGZeyELzDFkXfLTJuhyUtJ4KQmGdGHmkD7Fb2Z+lEAIyvFazsD8LAU0ln2HHA/84Zhh/JP7i+mjRzNkRelZssam13gkXfLKKSok/seGGQUmld4iWElefydHkGUhnhN5ErUq2/gqVMuUpCStllxKYJTCnMhzyqjcAEfggArwbnXdsU+gTH3e7oTy+WjWw2T+wrXSuD0jbRqM4axBfyopzBej04S/CEaW1Jcd3SkRPLYBUacMhE9+2j+67ne+JBRvMnnZeCofUrolc5VOnFIxuYgI0aPGtSypM36rzMaI/hTGfEIr5Is1Ebf4VGpzG2T1eQ40KMoS8bPc2BI48aYfi3dVOTPb8FeXrdmfgq4aG9vPF1EthRZFJoD0YhyeESiTlaIyfvxZidyX0we7fzRwJgoXYwNwVxrpU8FapbtwnBmBdNT24n9EYaWsf3f9Oi5K4wYtQTP/YqV2a1OkPoeSAkng1IQFIjPWJ5lPK1WyViKFTyP6BBOpceYPo8g7WXJAem0/1qr58+h6AsqnDTPweIkEP3hMcvmIIay3r2jIq7zkPuhEGrXa1zuy0E4j+rIalk4j/zWeM4YoYBqc/B4eR8ZcHEu471CBFnJfaWniUZwpo10pWd/gcbgMyvugc/wqFzo/YN/IYugfXL/niCew6Mse5zxdmJ0M3EoWoCJyO0pKvhEGh1jh06HswndrpOao0f5i+gjPEo62mu+SRD0aNwwfPGWsqJcDj6vk55ezzPNJXklQ4++U0rt9DvD1FEPEqhBFLpZvh3itIqjHPRQvADjuMBUoOqQ8ZWOUFGewT08XGJGz76CUP40Z1yrSNc4pFj52dyT1x/b56Mg8Akl0mLQXBR7BynOw9CpNwxCEV1JxvULiMgQjkg0xU/igWM5B3z2oNyP0K/f+ZiU7GAg4a9UNM+vQ7FVgyznXlVTMFb6zZUDQchuNCvJ4FFOiluUZ+LkwkkePJ8E4oUiZdCW5Q/DH+h1hxuKGeOlCDWxv4D7ykxksK1h8NmNHj3GmOJRygIY56AdAHyFtry4inFeQQ/Oou9oAHCD82uNB4hnnhmk6Cl89EzjKBJpHGpQHG6s8h6IjrGgNhpDdIkPGFYpPdqFHj3KOFFP9jLeKYo2QjIQilQlUsnYAZdSSmAZ9UNeXMf9SN1iwjTQ6HWMI8IT4hpLEekkF36WrwnhK/T6OL0JFNOESxzDEQSO8mwlCi2h1bM9XFNj+dJyMDEUYCxuGj/mGBWEIhKKTZomb6vldU9NEE78alPqOxEkpCRQQczZbNfwaGeR+smRrADnRFtSSLUTJGMY259PlNX37Iql4KMa8CbujwrfPXNq2wOc3/DKX3uhjxRZxXlW4P3zbfB+GJpEc8VXb6OxE14xT4yV7uFEGFNbII1sny+vS/aSx4jOuFJNxieB65Nfaz5qrPIs0kkcCUou5Q6nxzMiy2S5RT/dS2O4oy2Xgs+LjLHGlTqd+BnXHwNzOTl+QWvoddKh6CMHW6BHWaZFLu2/iedpvtHPsTiN3gPc8cB3ypBSe7LN4+GNcGIO5gp561O4f8RvkITCaUBFFzwl+aiiieoaCc6R1aAjfYKxDqmvX0fhmDc2QtRmiJpBkaz9tLHERNuPB82ntjLeBeD0PNEtCu84GpOE22s87nl0gNHglOcXWVbHOKi55OVi7Il9DhZkDCVGcpvXb6VvZUhwoj+NG7iHMqu9+Bf9vW6ljsgaZBCNDfBI+4lhrJ8coJHaT3t0OaWAUsigPXjjK5uOEwqR7vl34SNeZtYoL0ax3yCNvJhnoUTB30MFjSvl1v6T9Ij0rbkMmYUeeUo/opy0r4wh5kr3yERa05DbJvSImp3rcJo8r/h4MOBjut5qXPFoIfjsx/Hex1h6Hg4kHKqMVOMH/u78/b74p3t6w+NC9Ch4lH5jUm176eBHvM+WjEmTaMVugGJ0A8qEFyhng5Sik5QpooG3hwDPmSUU7ruh8SzL74AgFLu5mGdKjZSyxas0vZA6EIRySggiSsv1lzLum9QSOvGCcsOMWOIW0xLB8sK6F7Wf01Kc5CutWX5f4HmYiu0G5TyaHqtR+RZSi6ngKzxFp+bWtoqiZqf676LilfrTRkqoBYj8ZaJbGOpHRbKDA/FJCzgrqHHfdGWIelJGJs8vvNRG84hXoWBRJ1P3aQmbKBtKqDKg1xwfBxNpYG7fVtoIbIt6yx1drBc4Ph7lhGPqK8NXva/V6Ntw2toKSXuboXMjBnkwIL7TXvNptVu6lMObrP4WhnM53zEgnrkzIii4A3dHpXt8Srdd/+TwTwzHkd0PfuCrtuA7Ol/wNcFHvjyaCPaDwDqtwOA50S3LH/JnvkLIZ/JKTkQ1QShgjne8BKF9iQhE6uCGpudiTkJEn+n64yGUowtDInKIUNU4zfxkntUhODywmBR9Ymx5NAlWBtHItgO7EfwMvxcF8uS5DhY8dZPTgV6lOZ4qZWu5jxJ5FFc74S2eyWlogUU8kiLhNPKV8OiLCHuFtUulV4dn/AGSi5S2Ca1rHaeiWAYukS6Lj/oXWZJj/LJwJUfuKe3UZrrqkGZzmPYNx9fx7znXgSD0ZzxISZdGSeEnUKQLabVVfMQJuCMS7moPbqpltRWCHmXFFVV7RTWeuYIfivwqGdBHizSxLSJndwdZgA5ynMaY4bhDT5WNjO0v3dJaxpBnavWcUkYLWTIyGaLzMPqNn/cjjG00MqROYbXaHa9lX4XoNZViaL9FbUNBXKlhju+DlGdYvf5FQr8Uj/tq54gwXiXgMAbB+PkPBGHYEjqFryInxpNlO1Cm/QhxEU6hMmgfnz5igPrJYyk6Z08gtNfwqku5B1NTu8OAEF7ax9FJlMvAR0eDbgJHGRs8qngZ5x3BvyOnoL2ic/GqX4FH2qsTb+Q1E5295zt4gHYZFylXg9qt4auBC/gug9M8wiWiQ3JG+imKnEK/4SeIME5vK0ei55V3nzTPgSBoHn9P8tB2gLZMpEe3uuP0lzqdduGU8NG1FsTOdkPQmxe+kOXtGNdlp/H0OXaOA8P4KKVr4aftFniUbWGe/VxTwzfr4BTZUOCkhRa116EPrYY+BP6vI2sZp2SsKCljq/R7Et0fY2zubRStPDUMj6xfucqK1ZbV/sqajTW+x1HoJ8dhWKwwFbRB4ZpngNBbVjRUpym/lucSAkJcn0IqQW8cJkKKWImoZERa4FDR3Mie5fpE2gYeIw4CZuQonFbU8trXiCTaE9MzGW3Q1mu+gwUJMPGnDR+UcmkhqNH4JoorgwuBBu2aV145I/3VtsMX4dMmx8/rTo0H/+LkR+/5Dg7EK0UrpYuKJtrfFI9kcCeCA1F+hJ+KsKSOUjiylnr2ZdLZC/3AQbylHQtVijyHFtkmg/MC+qQjWXEz9H8DI7oJPer3kznKlkLvxC85o3PA5w0r/GysFsPk3OW8pJdhDJ5F9ZirJ4zRwUinhY+eqQxAjxrP4vz09stJpIZy3GFIkTHpFwWmgosM7esY2qXeL2xl7Pi61hzj8TqgsYUnFiHy1qmTPhmcmiMnstUb34FZm0BsCUKJGiBvzUKg1B+Nv0LRtkGA3pFTBEnjVMS6VxqL2Pj5e4FCv4TtUHm1ED6MKhcjlBetr463zK9k3ql+X7VhkZ+Dp34ulF/7aQgnDEQ4CYeExycDKZAglFLRS0ajPcU7462F7CkURcIjZRPO1LzxTCfUt4D77OAR/WIvTLgdHk4JhEfwXt77ZORFrVrXsbermGtazIWiF8WZyHOf1ZxHVzD/aJTROFKoUfn1nutgQE4pDER1WL819L5Z/dvI7ilf0EnGUJToUX4bz95Gj7aA+1zuo3uKgOA8VncOxQGMtk20hS5o7DhQsIQ5XyYj+yq4Xe2BQsavjKwoTod/e/wQds6zlMaO16EDB48pskghEN4t5adjCRBS6ToYIc9ctrt4plWW17/hp5trjWdQ5p186v2m91Cm9c6gWLlM/YVIjDF23FDUEEQyqNTOCaqICQegNikaRdtQhMxXSmvZXuZ/F1xeA6jNdMqghsJTAGd4In9XzxVJYyQcYtyxMDIHbZLnGssTn9NxCNyCb/qU4elaq2cdBLYGASGc2l/Cm73ATvj1JT6F4xPujNzIaOtjeM2iuSfjNDK3G4hoT0YuHsZ9jaUFjcAl0Zc+lZLJ4Pa4jOqNN7jWCujzfH+H7zpCd6mnsyPL5lUqFfRWnyO4jAXuy9F4OjiWJ9E+9Us65hEOPLXnluWr4MnXXYnr6FGdWrGBQ2hIjzDCsphH1NMpfvULSPO6nHy+0XujkO5L77SeoOvxuh14xWfIOLeseRI82YXOvAs+r4MPeiRnrddl0CPxSLKN6KuaN2TgY8OjcOJpjlGoIlsHbxwMiIJRhteLqYGonnl6xkRZc7kbloyshuHpYK4ODcchzFgI8BDM9VgmjYeKKa68gmCOriN9CcU/kKCD2XqmlHIO+KxGkWEOtZBeu6jn93vqpEI7nEowNxlT9J0wrublM/APJQk8g7HuGMTkAzDWPTTpjlJKHbbOs3UoNI5Iby/okAAFf9nSC5+kTYwRwhKPwI3voagTIYTpG7WMn/BLOMSBYG2A6/tkmkKhVOfOQmFudCNr1L8Gr16FZ2ut5Suh6oehITPnN/OFY5MBBg4TxxX/pXyxEhw6Eu1CbhpDv7qm+2FkY/uHM27mRI38CfjzJkqtV6p24hhWYIwD9BEumifmSsblujEy32SIPhENhUvQz7XjEGO443J+8Vx81XjQXrSG0WPKJVJK6bX0SDzyLE60IVsvB6RLIzpU0ebfJ+MzRcwIBsjyA4nJDBkLYigMqhTXrRsky+Y8Itk80sghxmn4gWa11/jxWx0JocljJuUPryWmxPzqG4xMDO7dP4jUypJWTeVtxKwZGNh8T9liWbbm+Kq9xpLHTkILJRoPwid+/Aglct6k38XkOfh6eubtZCgxzrj+0OLtMaaoMagPSI102qBsDvFcCi3Bqz2fbmCiT7TG58QxY1zhnpQi+BHtQ+niLKnGCFonwqiDwMhJkfTKft5EsXwM1UOaI+aX3NIco7/TMnnMuF/JyOkJeccvXke9F47gQP1FixZy4DP8aSmSUQZIj7TQFnoRZYrSOZed46XfXOk1XoDaiFbXIem0f4+IPerEg28+tkPoX9TV1LrCAz3Smx0hZ91PY6lv6ERkNNCY+N9Dp8LYmKQAqUL/S8oFUTFuQuPRJc0QZPKsvlQqpnjRnVteEZA8bqQi9DsAY4R0MjQfX9/BSUrkAmMc90D+vPcYAWFAPjd9tXginLTYkHciEofQWtb1H0wVc9S217jBzDibKYYKD93TOMI1cPSUb1Lfqj+fSSAetRTFFFl0rXuK+DyP36QX7vRjPE/FDkBrGksRUe1dYUbuiVa+uzJO7isIb68oFLSEh5YzSHIP3oXRMa7LPBYtvH9PGeqZ+KHxY5x0djR4JRB9Me7k/uoXsvCVPS24OZ/EP80fx9ViAUmGErjnHeGqPjKS8ePFmNLP4G+iW/zN9Ety4lfFczcS9XF5iCe6J57KIcaLur5SK5yYS2ON8ir4FdmP8FC/3vyfoob6N0D6tdtS//MKQbuC9GSKJgpm6nm00eBcQ4DvV+l/aen3CMUQR6jp3seNsmo7EdQuGVopBjJ/AaHCKX63UGmE5u3NVEHgIyKjjSuh06E6hfEKpXPy5qIvokooqsbtMaZo4TNwow19JCTxSj+bXpRaqaKN5u2Jl+iBX65o+i7cuFcZmBZKCngl3Fp6zcgFrz4xV6+fWgh+is5wHO4whBc06mfB9e+bChmh+vtY4/sL5CDkKHwMxz0MQ7jqWjzS/yQQfTJeOSfnLc9jY7sXrelejCED1StQok3/VEX/U0DzaYzevBJI4UN+IcOQjwyh4Dov6A9eufMvVmvDWMIYe47pOiWd1XM5TPiXdAHexz94CRmpffBW80sn1F73pUfiu8bSPTnKoGOEPh8rgpX6hvFO5v8UTX5FfpXtK/fZNdlVIANxPtlkApxR7p2FAMx3A1N6pVQxs6n5VLu/uNt2N3fYqfkpGJwEr75iGpP79WQQw3xMJwKDg7GLGifaxuYWW1+utznZHB/rgEx1qBiKEPQ6kFJAryNQnvOz8213a4/dmt9kXejTqzEhKM3XaywB4/CZjFbM7M8G7ObiZtvb3GsX5hfhWKRA4tXk/hJgOJjqu3+GwpUY19x8pj1SPmybyk12Yn6CZe45K4N0Wkb7joWU/sQJHAQOX5bly2xrc5s9kD9g07KZTt/YuceCxg8lVj0tReS+DM/xatul+aXQ94zdkF9n+iVn1TxKTZNSBx2TQfSKl1396zDaDeRDdntxh+1s7bQzs7Mx3jCQpNhjIWQQz5y2dM2n/jnlvGy+PdV83DYVT9jC7HjTb/eLlzqJM5J1TBhzdFzpnfBv0S+zM7LT0c+ddm9xj00tBv1fU4dxpGwi6Bzlk/qHPaQI6DKX3RQr7ZnWM3Z1fqV1M0op7uvIVowzGZ8p52fn2Pda37HvF9+19/i8TL+YVCp3H0tAdI7IkRQnFDWYhxKhxGvLB+1vWu/b++V37Yvtt+z4YiHMEgK9jTeBDMw9LtcS1HBj2J5r7bUflN+3D9rft63FJhvM+j3a9ervKZkYoDmc0IAGinhqfqq93fqGfVC8bz9of2A3lTdjzNA3hom9cEv0iz6loPrn8Kvz6+399nv2Qfmefbv1tp2Rn2ENvdIyjlcTIQwshBj0DeT99nT5pP2w+Tf2fvN79lLzeZudz6IukKCiz+RxEmg8OYCW/0vlhY1F9kbrVXD6vv1N8wN7tHwERQiFcL6MM14+neZIq+K+nE/b/3nIBdl59k7rr+27xfftu+13cb5Xx0+P+5zi84Hximiga0X/3O7K77QPWt+175fv29dbX7elehPe01HhM7l/WtL3dFH4cV3QfggHvqPcbj8SfejW7tZum4lD8X+2yZzhnIK3vUGGgwwxtBOzE+xL6OX7ze+iC39j95X3e1SKgBAOX3xJxhL3AXBxuVQBJicDvDS/2N5rfwe9+p59p/WOXVJc6hld6tPLKU15q/ua3VPeZUO1aUx+j73U3m+ziSROjBClkZ/W4Dry5tEBBUJMhJyVn2Vf7n7ZLm1cYrPrw7antcvWt9YT/kWMmEx7V6SJEASGwmr/Lrc7m7fZS939dgLR7ZTGaTDodbsWwdeZR+1EeIR1ERX9kncLZe24kfej1Dvb24mQT9v02gy7Lr/B3uq8aUuyJZ56RW04EZ+AEabTpoEinlScZG92X7Gb89U2DV491Vxne4jgU8sh/5lur/0qGoRLKKfGkLPRPBqrxLs27MriCvti/xftjMZyO75+vO3vvICnvcsjejK0WFCajJcbrvBiPv1j/4dbD9ne1j6bW59vFzUusC9137ALi4twNPEKky9LK63EK4s3UfhHNuK8pI02mGc2ZtgL7X32cPmQTatPt9uKNfZK90Ui8PxKF6q5J+AzFsQv/f/z04pT4fNbdiWZ0nDfLNvW2mKbWk+SVeAw3fNrbvo4jcpE1D8MOhmHrjPSzxvLG+z17uvowTJbXF9ir3detTXFrehc8DXm7m1sIVuiI3zvFl0c3Hrb2dlhw7VZtqKxAhm8aefkZ7ujicgdTiwtEEXaHHQF7zRWbrOL2fZKZ7/dV9xrU+tD2M299lLnRc/AQq9ChklHE0x5ofu8TW1Mtb7OF2xqNtV2tXfYzc3VTqhPwERp0ijehUiXTylPnAQoi7Zt6myw+8s73Vj6YPgppJGvtF+05cVyNxKffMT7TQTdb4anzufZi53nibCXWK1Zsz7ghuI629vdbdPwcvEbHdHPmQDD5Qzie3gnhfK+dp9dVl5qz3f22XzG7NO2AHg+SUR5oKVlbgm3YkqibwxIQXVfApVS39O+xzZDo/5n2V/AqznZbNvffs4u0y9beVqTmBsLHGF04hHj+ftbKsxzUpfptquzy1aVN9KvZsc1++yC/Hx7trvPTigXodg1p0P9J+IkCIenmionWiyxF/ufs9NJjWqtPmRWs7vKO2wLKaUUO/MfDK1kqNVQRQHnXTU+8xR46lqz7jze09lts4iwdcYahNdbWk/j+NaQ6ehUTKXcVSo1ETSH6wLpopzsY+1HvT6qtb5gJ5Amv9Ta74pdk2OC71ELqnQQnYypcRnDf/MSh6D/yz4vn2t72rvt2uIa+FRzfVhBRHkOpzAvX+CZjhxGOLleOEUEz9p1O7M4w15E15dkS+046Cvywh5q3ofTXG/6B5aNzphXx1z2yWGmGowxwU81++pyFXjttMFiwI6T3cDrZ8qddmu5Gl2v0Vb4KDiNx2vKuaSRYpAG78PAriQPlfXPKmYSHVS4S4nUGER8UoVuvjvz8dSknKdhUM+2n4WpyqervSWK2YdbD9rD7Uc8uvnJiTETTwQpfoP5b27eYhtbm0m1BrlHwQ/MxJMIpxXlZVbzYlt95G2CKAlMeMbrD+BFnwE82cbyabu1vcb76HkDQZ+Rn2YvoKALc1Jc99ijxjsW3PsyrgR6QrbQ9hE9zs7OgD4tQuAYiBw3tVbZ5hYpbj5AW3ls8UfCkgJIidJYIXSlUYr8O7u7bGYey+2qj7tZxzZ0n4L2VW5EiiBS3rH4BOh+0JxD0wPFffYYaWOHFF50a/z5xQJ7BmM+r8RjIxsfx8cSn0L4/umKIPpKm55Nt83tzXZV8xqXp+bI0IlLi8tsT3cnKe5cIklKcXvhxZjIpI5Sn5yfbPuoaU8plnmUk14VGNAd1EhPtB9zxzyy+ASPEp1N7cMJJ3gl/HL4LF3c1dpmU+GvMhWtcg9SN2/tbMI53ODpavA8xpsIkp+n06TVj5QP2H3Ne03/9KTECYlXJ2Un2XM44+X5cper89f7hPw1hgw/0SxZDeXTqGl32+U628kYStNrOMwrisvBFbmWw2E3PeQ3ZQjk0+qcPO80GL8Tq70YDyKCZZ3ufXiuST0acO0en4n0T+nWEkYfLB5wo/V9CJ5LGZeXp4PATluEYssIDyQojaVVpukY+ObmVrtCRtU6zlc4FbrlWVc3b7InWk9YJ5cHVVSSgek5Y7jxCYSjzmVm1GrLYMo+W6C5fQuAaMAcA2W/Pdl8wla18ELgHp5+srDC2KTUpV1dXoXhbrBuHkvmruztBoo9157p30VkOc2/j9DnbaJ/jBc80T8RWd96FM+4Gl5JuGof9dIl+UW2DYWfVSCsKm3rBcJLiyJzcUC7y912TnYuQtfZVOTBc/0rqLXtu+2B5lpXsnBwWuyR40z4BJ+Ss7ygPJe5txIttE+qRS3qXXCYWs6wp9sb7MrWSjfuAym1QMZWENHXlLfaY61HiGqqubTvGQsTS5tLcQI7SMdPpB26gONTn1BqlLzSwYIoJ/kOlgP2ZPtJuyG/Fv4cx7PIsCTLy5orbHN3i00jIwv59dYr0anV2YXZItuF0zgtOzVSfuZL2YHS8Dtbdzi+KUL6gp0bS+hYul8jW7q0eTFp8TYCwHT4jVzJGOQItDi4kzkuKi90eeiE1US8puhMY3gHgEHzom635bfaQyChf5bgwqo8o54LiQD9pjpCL2fZztZ2O684y1M1Kb9SOyl2J+/apvbTdjVpgArtAwpL7RHmOeVZRLCdpGhSOEXImEt1zpLiBNuJIZ5SLCX9kqDEiPAgKYqEJ1MNWSD0NU6D/5N1Kbobj5xDYSuKFZ4iaaFC0WVsFEoQaVPu6djT/RvwXCsYV/iHINzYiSj34mjuat4d0dv5EzWIby63ZZxK4TACDGoxBboi9MnFyXyv0nTml8eelsvJbbdzi/PcyY0a6kRok1rXbSUGoFp0qBiykvaesjrtdVL302x7c6ctIMrpX9uG/MRL9Y+VOTcO4YuSKUW+p30vabZqF9EhfcD7k5be0LrRHm8+Yv2kWhntJypQAq3EDZOCbu1ssfOb52EgcgCx4ild6KIvj5WPEr1vYtyIeD6P45YODEiW8ArHtQwe7aJ0WEC6qP80qjm6pPPKdJRCbu1stbPzs/x/bCdjGA8yYB2az+2a9nX2eGcdvBqoZBTRU5FYY+zobifTmM680pXAwRfQHDdow+mrvf7b0rr243ZT+ybnlWStufUGhxYVb2ndYuuKRxxPj6gTZOib2j6gK6+8Y8MW54ttT/8eap35lfXShol9wkpBFO7rCFaKq7CuVErIqp6TQNRHUe+a5lW2vvmUC8vPJVYTJ5Bx+vgI/b7mHXZf6x76RUQNoYt4EM9bXgfcRD2p//M2yXDFIDEKBsyAcdu7O+w8aoRQ3GCaC1LCKufZjuYWO1M/cQ4N4R0nAHNqYUTp0G7q2PnlfPpKGJpX0VUrXDlznOdediYOQryK/pXipHnBVRHnpvYqe5zINgSvop4KgYrWQg6Cwn9t+wGvdXobm5Qtiv3HW+tsdecGorNqvEoxAEVFLbs/2X6K+uYKHzdwEC6SX+AkED0LoEuKq+V5pX3BV9Wdet6wE/MTbQdRb0l5MvxI9E0G/YfV8+HFtoGt7vVlYOHgJMPQhZXUtxvRhanFNH8efQOfcBbhCBRF7yhvi+iMw/f9MJ6HkwM/nNxd5Z12d/v20JUeeiWQw+yH1092n7QryU7k8KW7voHuTrDEyKaRTW2yi5oX+NqC5k9GEvhX8uPZ4vwk205gWVaSImNcIxmM61VmJ/F8T/sZW5Qdjxwico/FZ4ovdPiAydjkjbq2obXBrm1eSRRRSNTEiSm0Jd30V8AxuAebD9mqLimZvCKCDu8Z0UK1kxYndg7utqXZEq+ZXODMlfZtNLZWi2aSku3G63v+DOIxThAiBffimLz4qc6TNq05HaOqjIhnwjsptqLg+aRWmwc22XAxA+UcVZAwbG0kF7a2c7/d3r7TUxyl0XrmUUi0Mp7XQEXDo9ba8v6I8iPM01xKeTKvbZVqXdi60JVEwtEYchAuOPim31yZSg36ZHs9KdkKVzwZmJ57jUJb0XxKeYpHvrn57MrLJmFWMuK72i0pluAsdtgiLagoqnkUDZw1rmi6Gif3eOdx68ebi2bH2/EPxXRZ01dL1hs7G1DK5AzDOESj40/avg7Dvr681rcmAifJV7xMvFJmkuMo78Zh3EaKHPg6zs4rOZPMZhezbEt7k51FFiRe+Yqot2Fe8YsxlWkoym9vbbEL8/OhV29OV8akubmW0ZxXnmcbcShKuxXtHCfaeNAY0+6U5qm2tbWVUgZeSa8qvAQuc6KQ0vpHcOT+z/zBJd451HzVnFznGNe11LTrtKpKOSGdlRFqDNdnnHw/TvBReH5NodRXmZzmSbzSP0P0G6MghGXFV+VXuhJpOVrESmmcseoIKMVamC2wbV28Xr7ElTrStVHF8DFh/MPth+0mHepEuMGU8FDxMwFKfTI7v6RmgcGDSos0T4VPAinf7Gym7SLNPKU81fuMpn/RXvPnWdPuIyW6rbxlpGZJRhLGplRS82GQeLTZJYqNsIK+GE/pgVK7GXjoza3NdoG8HsoxVlACKadObdzRut3ub6+FV1rQCQcSSqh2kQYvB+ct7Y22kBRIXjBwCZCXVcSaVg7ZhuaTtrK50o5r1RxvXxbHmGJhJOqi6xCmonxb/0CfexPxyqDnpPwE2zG43U7MFkOLFDuMR89dyeGV/ovqI9RXq3QoGZzGjuFKRDvVH9p73dBZb0PlIGPpuXCRUYpnSkdzm5PPsS3dTUTI0xlL2ZDaJB6M8mpt9z67vbnGaySXM3z2lzSZS99V659fnG+bWhsxzjmuV2PxEih6D+czcRIb7ZLmJRhCtajEs5Bj8CXDqd7UvNkeaT7s/xBx9DdCRsdSZDy1PM1r1oWFspcICJHJhc7LGQw2+21dE0PSIhKBJRxXArVR9CvsqnKlPdl5AtlElA6HEuO5sU0WVobXPN52EDIX40XrCN6JgCnacBSD3CCzKwjR620gQwikRTrZrVpOYTraU2gj+MuyS20L3nOIgjaEFURIgXzhIs/tUdKrVeUqR1jL0SGs8XjJuzxYPmA3t2+hXYqi4KO5aN/oNKj35tom0tqz9D+6YGT0jbFCGOHBp2XTbBvpk7xnpJp6jgLKK0NfnXvn5xdQc260maUipAxkMk5Kpc8uzvTVvHn6aTz4EvSJfgmhcOW7qVhFDfmIH4UacUQVuFChoYS+G6lp1rUQlv6DpvMntVPWUeCMiJDNdbaiVISsFGMCXqJvgIgmJbueekULQTGO5kE2fGqseSjX7vYuLxsmKrX4ITyVDs3GkOTkTi6XejvhKiVyR8BY2ia6tIlBkiLOKGPhYCQaAe3KKcrZnluejS7A02ohSDJ0XeG5HJUM514i5F3Nu7xcmKgHzifGy8k67iYzWdu6D6eq/btw3oETPIB3M8qZ9hQBQ/W2L8nTJvFT4wrUTg5eWcfVrSutpnrS5xEEr7zeLskmKE0WZQtjL60aZxSIpNSAJzRPsG392+3kjLQb3oUewC+exy8iT+jo6UTZsodbD/tCQ6MYzeV1REbpYguv+JRSzfxaN07l4IFkeDyBhNXg/gKEuoMIoT03hfJ43Rylh2la9ZpPDbWnucuWUhdoLM+pJ+AkUAQ6pzjHtre3+ckCEZiiluaW4l/eutSebm2y6aSQqknGK2MwW32Un9/Roi4o7kGptV+oiBTtfI8N+u9B4He17/FtjDC08V5REMvBgxjb03aZThG4gSNI7vtcKNh0FHCzvDBOxxcOJowhPqm9eLO4uZgUapudXJzkUSUMM/CSMLW0vn1wiy1QXeB9o/+48WgvPFQjPdVZhzPUwoCUP9Enj05a1LrOaz+t/LnMx40RoHpWddP91E+3owtyeD5nJWPJ3TfXu4/YLTiKDOXViuIoz0dBvJqZzaDG3UStey5KS9qNLrjiQ4Oc0nyi2VYc3Nmtc30hbOIYwkmZg9K05TkRCb7OL8kWZLiaE8X2n+Bj7LOay33xYxjDliPWudvRsYLnrqMY2I1aCMLh67hZSX9/XvGkgOZVOMvHoDEi5ETawokpcuon0B9tPmI3t24mAkrWjOHPqNmSYYztLOJVeF/WvILUZ7OnU7E4EAqkNGUJ3nBH/04voGUE6pesOMYIYxODVdCubT5gd3XvRHGVy3IPQ3Om4RVXNW+0JxG6vLHmHq0bxoO8qjyi6pULSlI7pVq0VwGtFESrn4+SXt3WXuPKFEwZZYwrUMWoEkGe1jjddnd32XyiodPHvFr4UBSbXyzEm2+3M3EQWv73OqwaZyxI8SSsW4ub7bHWY9Zf9tO2Mjiea5n+XGqU3f3aWyNCIpCJY4hvrrykiF0Me31rvZ+c8CVkMgY/tS4FwoDkIB6Cl1oJjXnGj5XAs5P8eNve3GZnFKdXK7hSLhwLtKqWUwawsnl1GNAYPgWELBXt5dkvKC60XeXOigbNGzgnr78VB7jc99aibh0/VoDLCl6uKdbYA+WDpN1ycFFnio/KMFYWl9mm7kYbKqaC53gHMHYcHaHr4uS2lJttpRaCSozeed7159rLuxtnqVVW0ac6bNRJVOP4vMrScjuBmm4XDl/nTKXf6Zl4PDUfIhpvIp2+DHp7r6qH3hM80Gdf7S42+kKdO3wclv4N85TkoSZ2js3kWbaLkHiBlqNB2O+DgDZL727dQb4fq0We7kgwI1EyENWnagUhcG7zPLzQDptTzPYwrPN4WikTIZspmhXCM9JJ4RL/TH8yQWKi+txGzv9Eex04Ra4uz6Gd/SXFyba39Uycw/N9r/H9g0mqEzFmPNAANciGzlN2HcW/UiFnCqmwFGZlfpVtHNjoZzJVDMfyr3CYOGbwSgX4vu5eUjLqVxRb/PD2eRNP97DXdXEwezJdjpcrNl6WmuUKnJw2yxWddcBbb01IwWdms7xGvoiaxoXuaYp4P3E84QnO8OTB9oNE6Luj9nb6wzmcnZ2Ncu20BYoKGMzk/gC4antFqeRMUjIZwWXNS30T1x2mDBEZKEV+ovU4NaDwFO0pExg/pkBOQItgO3HUi7JFPrfPpXQuH7AninW2ur3KnWWv/q5T0jmuM+a5Pr+O6P2Ur9DGIeCQx9xsju1rPuO1siJmnFjRYtTkMeWEWpJT+zFq/TXwLfRKtqF6+9wcXlFSqYaMFffJY4gXvjjFWDru6Ns4zbNxmAoIjI/OTQkhTzY29x4o/13t221d+Vj8F34xl8nnZrPtmdZuhK7l0lDq0VyYT8YcucfkeSeHkYOeHl1bjp5S0ErnBdmFtqe1x+aUs2B8ipC9BSVDzOizrFxsz7b3klIt87TMvS+Ktaa8zZ4uY1FHTPU0roLor3HFxPguo7qmvMq2osADGJVSKTFMuG4h7b0WI/SFGPqoFuil1AKfA3oeI+2+q7wbZUYg0K208ITsBHu+tc/3jUTfKC6TxxB9EqZW2Hb377aLs0tcOUVLDbpXNq90vHyVlfncU7vyTJafQLw5pzjb9lCXHa8TM4zlNGIUqn21tK6V2d44hUL7NXRrH/Hmzmrb0NYZR6WP+oFTrSIPk9ZvsSv1TyudV0l+vXFSVNXe4FPtJzzVavgqNroGb07Lltue7m47ESOMzefJ/d0BSGcBGdVClSA4udOpm7XHKJnX0MnrmtfDq42+2SwjVPajRY2kp+MhVnC1MLOXTGdWPtvxFK+a6P26zuN2d3mH15DJYU0EGWY4UqWlqifvssfJssQrN2bwJY3snbIJKXnik7LF9lLnBTudlOsLrT6v324pb8Fyo27S7vnk/qPGlvJiFenXUd/tbe+x4XzY+trH+TGjTc1NfgA63jSo6j4Q7q3YUdg3MaZ1eNJHykd8BbDGWAuy+fZCd7/v9agQd4FM6h+QlEjKNzefC057KaIv8/N3x6nuyy+x5/qfsYWNONLlOOGZejkBp5H7qiHOIV18qf0iir3IvtD5f3zr4OHyYVLkOH8XdVEvYY1VTKI39KlW3gZvtPH+F526TScl2YW3XE16qfOnTgN81efY1GgUxKsmwu5QCmyxO/QjsMhOfF+en2rPdZ/3CBPHwyb2jf7ioV9LsTGsRcXx9nx7n12UX+jnC/tQ6muLa+2Zzh5SphnOh1FaeuEkCGVcWVyOw9xnc/L59gVwUgawvrneHmqRIleOvVf/iLYaO3RBK853t+61p5sbrZ01Gatmw9mwPdt91la0VrgTDp4HHMiRK3uZjj7rbPDqfI1vNfU1j7Oz8jPQ//3U0HLsvbKlBIledIH6UGcwX+m87G+GyOmJf6SREzsFiCjVWzrX9hBecH/nWZvXN9fOys6wL3bfsstgVh/KKoEHIb3HSSBPIYXRODqnNlQbtDXZzfZm9w1bgHLKk0kh/fc1fLwDCAvB6/jW8vx0e6v/LV8RnVabaltgtpRKex3yZL3ShYkg5fCd//Jme6v9mi2uL7aTasfb692X7DbtF1U1RRj+GE8/ARQNtZKmDdRNrQ2+gDO9b7qtyC4Hxzeo+6iZEJQM80AOICD4WCKYhY3j7RWcx53gMbVvqj1Q3GsvtJ+zOQ1tVSgC057oFv168EqGSBut7l7cuNi+2PmSnVc/32bX5pKV7PSTEEqdYg+ut/wmOjwZxF3NO/0A9qL6CXZq4xR7s/2qG5zSezfOj+G7DEUOTPuOSs20sqq3KK7Jr7E3+1+3U7JTHOeeBw0qSE5A9azqrcXZEnsDPG7NVtlQ35CtJxPbS7Y0vdpc/zicBJ5+Mtbl1GVvdN+0M+tn2PzaPD87+SAOU69YqYTq1VcgnZV+xAF9ZQ9te6h42F5sP2sL6vPslNrS0RMkE0EdJVBtfC7IFthrnVft3fa37Xudd21zk1Qi68bkINkrDe0FHqqzC+zb3Xfs28237fud7yKo6zydjDRNhhJz9+ovpXC8AIV3bTi/23nP3ml9y77Z/TrCPxWGNazwVafeEXssaEla6ZAO4j6DcN4Fn/egb29rL45B70ypLkKJ3NAOPJ6EH2cAc1LbJfbV7lft3dY79gHj6TiXNkvDU2uMXryKe6It0a5U+Jr8Snu3/zvw6q/tnc5f+YudcQKfdoAU5MDRWzVmQAen8TgK+D74fAdefan9hqe3jU7Na9G0h/dRIB5omXxWNheH+dyILmwvdXpIvxcSY0Qq1XsMgXilSFwnBTwjO8fe7vylfbv9Lft+9127Lb/Fo7ocXO9oncaIBSPhrhJFkX51vsreZYxvMdbb/W/7mdFU96WthwNBcoI5NPSTCWxoPQE+8KrzDtHpVVvQoK5VHT6mTy+I5x3rRy7SHa1PvE50e4dx3u18p/dq5AigaCrOVYjqfaJ95R57Kn8K76qTzZFri+jkaT4OJBAp0ZWNq+2V4mW7LbvVDxbrXyV1yn6YgmKntG1C35ExmDMiCbl/NmD3Z/faK/kLdmHjQs+p/VA17Q4WJ4Gijg4sb8t32k5A79HpcLDmCY+l5Wmlpb0UKd2TEin3b9h5KNGLxfP2cPYAHnwaziGtTh6I13HPjU3Ozx0ORoB3XN24yV4qX7Lrsmt9VVfZRnKQKfIcWMFDNlrgmE6a91j2KDLca2eSnSh6qF/QFq8oHRB8/HB0GXjpNNCuYodtyp+2+dk8375RO9H/ccbmgPKLF9omuLRxqe0v99vd+R0ouvbLYiyP3CO8HYUYX3ThuGgjw1T06pJu35bfBq/22xWNy6Ev6ivV0hPH6AkVTopuen3qqXyDPVM+gwNfhl7pFIvoU7vJ6a366YCF9CN0Rtc6FdRny7KTbXexzzbkm7TP1lsBRr0mHoQBtGTruTReMo4SiXCt7tC3EvrHg8YqvE7Qoc4mnicWJTSOmKdX52V8B6iPeOb3NZ8zGjxyDDVDCWGqp3xVu9EU6+NBAvRlZuhrE4W09C9c42SDltgjIvWOAHHPj6e5IoAHgm7pNXl5adUV9HXF9ucT+ycYL4Mw8kjjSxySFkrSXC6bEfkE/mP7JnB+uXwZQ+NpQ10yLDW2eBRGFk5gcv9RCLpS1FXKqEUW/22XypF4u4+kLyDkCkjOfNfKn7/JAZ06tRPtRvGeCKO06nnIR3zwfdICXmeiTziF0z04GJVN8B29YizpQxxRqxyc8zzNPwouhwoPN0bxnZJIcpdedsBJuE0JLzq+s0ACEMHhrZSPB0L+s3Q6KTJCjCafjMBHA0ro7y/JSwiif6RHsUR7oDE9faJPMCVSWT9xImaDp9r4Mu+EfgcGKV0INhyIxmBuxguBh1Kkkwm9QLiIP8Ir3Yv9I/ASnvKaEpY/661EvUCOR0bltAifCjd3KGPaHRhCZh399qLmdX7L+DWG8IBnfiD64OWXaJR+KJ0PXA5F/uGU1C94Kl5Lv4RPtTTP8959x4P6uI7S3vlcQfAmZNerX29gLMctIqb/epnkNw5XzXlg3GT4I+cqocVp9TGFF8Y2itj4joG08vkezyS0yvgOhaCxY8kgQnEAvz92HI07maiYTx5EjJEiC0/GSmM4xLjRdnz/jwQxmE/RLS+VxgjjlsLKmMPwJvYdEYj6CrdKIOkkTOCntoeGk6cmbiCBR6I3nsc9XfeSUYJwaFx7f/EnxnXauH8g+Qvi2ZjvlcJF+8Qf8eTA8x8Yqv709VQWPBMdmvdAY6Y26hv3Yhzdd/5guMGn4P3BgfQp6NO8SZ90T0Eh8Sfxb1J/5wPt5OSdz+pf3eM6jNdPkPTofEjQmykfD6P9Jgr1o0H9xs85vv8nxeej4dBwTBC4fLK+B4LDoW8i744Orw4NKpwqx3H4kIzwk8Mnl9cEfk6g6QgY2+fwOXwOBwOfG9vn8DkcI/jc2D6Hz+EYwefG9jl8DscIPje2z+FzOCbQsv8ff9M044MgHCEAAAAASUVORK5CYII=)
scienceGrade-4-
science
In the light waves,__________ shows the brightness of the light.
In the light waves,__________ shows the brightness of the light.
scienceGrade-4-
science
What is the letter C in the graph represent?
![](data:image/png;base64,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)
What is the letter C in the graph represent?
![](data:image/png;base64,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)
scienceGrade-4-
science
Which of the following parameter is used to measure a wave?
Which of the following parameter is used to measure a wave?
scienceGrade-4-
science
The amplitude of a sound wave represents its _____.
The amplitude of a sound wave represents its _____.
scienceGrade-4-
science
_________ refers to how frequently an event takes place.
_________ refers to how frequently an event takes place.
scienceGrade-4-
science
___________ shows the maximum shift from the starting position.
___________ shows the maximum shift from the starting position.
scienceGrade-4-
science
Which one of the following options is not correct?
Which one of the following options is not correct?
scienceGrade-4-
science
Which of the following parameter is not used to measure a wave?
Which of the following parameter is not used to measure a wave?
scienceGrade-4-
science
_________ is the length of one full wave.
_________ is the length of one full wave.
scienceGrade-4-
science
The _______ of a wave is how many waves pass a certain point in one second.
The _______ of a wave is how many waves pass a certain point in one second.
scienceGrade-4-
science
The parameters of a wave depend upon:
The parameters of a wave depend upon:
scienceGrade-4-