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G5l/DQLTyMaeWrVq2yX3/JYmYFCA8fXl9nlRiRsGzZMk8HEMaQYMMjd43B+795X97IXY7sQztVChAeJAZAmOSdHRNIDer1W5dRuZfw0C08jGnli/78z+3XX7KYWQHCw4fX11kl46lxeeMvli71dABhDAk2PHK/cZe/GMh9iv1sp0oBwiN02K40plgPBAAAYDMxiwlWLBHxuicwnGNAC4mQvJReh33r2ag+2Oclb2zeunVnzy56PiaNtP/25yPGxXdZ3DCVCLGWu64rqBrU67cuo3Iv4aFVeExPTcsbf/mXy8uqv2QxswKEhw+vr0oln/rUp7weQBhDdPt0WLy41ud2qhQgPEgMgDDJOzsmkBrU67cuo3Iv4aFVeExOTMgbxmaFNusvWcysAOHhw+urUknJbSvVBxDGkGDDw/ha3fhe4JM1n/S5nSoFCA8SAwCAJ37xi9fljZpFNfQGiIR4+sQnrqYTQGIAeIJzDNhkOkThMfKzESHEmpaWcuvnHANtI0SlktxI8G4AYQwJNjyMme7GD4b+t5NzDEgMgLhQX13k9fokO/Vbl1G5l/DQKjzkgVYr/2plufWXLGZWgPDw4fV1XEluJHg3gDCGaPL2v3Tpkrzh+s9EigFgXYDwIDEAALivcOUxiAR6I/KMb9yN080AEgN4xUjl62uXyNvZbLbo7UwmU1g4Ag9MTU4o/sXJ8+ccPFAWsPNA42WyeI65L2i5z1F+6oT3dZT/6NFfVO+cwuY5fuD/+l+/+vDehgbjgZPnz9l5jkadZn+xaJjZeaDmkeP1KGf/jWzxF/PCrOQDf/3ri0YklHzg5PlzJZ9jbhQ5GOWKBnnYI8eVB5q9rZz9xbGRUaPakg80q8SLACgMs9zbr7/5hg+d48UDY3tlyAFnsU4J2Gea5xX2no9PhBw8cGDPrh593rZsVB8U3SKB8PCnkd2dnUODR9o7Nib7+viI4TLJO/xiABKkgGtQr581BnEIj9fGxoQQjYmEg/pZY6BthDiopGgkeDeAMIZo8unw6unTQogFC6r8bydrDEgMAAB6kZcFq66/nq4gEoiE+DC+sZ55b0YIsWLFCvoEJAaA52NugDWo1892pZEPj2w2W/SygO1Kwx4h5VZiFgneDSCMIcGGhw8nB7NdKUgMACBMLr774XrTxkQjvUEkEAnxIU8O9u7YY4DEAPgj1hgwATQU4WGcbVS9cKGD+lljoG2ElFuJWSR4N4Awhmj16eDFscesMQCJAQCEyYWpC/JGVVUVvUEkEAnxIafizM39lq4AiQHg05gbbA3q9bPGIPLhYbYRDWsMwh4h5VYiI8HPAYQxJNjwkGsMxlPj8j8XVC3wv52sMSAxAOJCHsQTbA3q9VuXUbmX8NAkPCbenhBCNFzT4Kz+ksXMChAePry+ZVUiI8HPAYQxJNjwkGsMDJWVlf63U6UA4UFiAIRJor4h8BrU67cuo3Iv4aFJeIynUkKIdetuclZ/yWJmBQgPH17fsiqRkeDnAMIYEmx4yG/c3//N+wG2U6UA4RE6nHwcU6wHAgAAKJmYxUoFrzoRr3kCE8m3JefVEyH2n9f01PTa1lYhxImTJ2sW1dDzsQ0PIxL0H70JD3cb2d3ZOTR4pL1jY7Kvj48Y31oYzytDphIh1tTPjvH69Bk79VuXUbmX8NAhPIz1poXrDm3WX7KYWQHCw4fX134l5a48dmUAYQzR9tPBt3aqFCA8SAyAMMlb1xVIDer1W5dRuZfw0CE8jOnFhesObdZfsphZAcLDh9fXfiUOJpqrDyCMIcGGh/xafWjwiBBiwYKqQNqpUoDwIDEAALhJfk+8pqWFriASRLFdaxETK1asoBNAYgB4iHMM2GRa//CYTc8Kk/3LOccg7BFSViUyEgp3rfV0AGEMCTY8fJjpzjkGIDEAXBtzvR617dRvXUblXsJDh/B45dQpIcR1TU2O6y9ZzKwA4eHD62u/EotI8G4AYQwJ/NPB62n6igFgXYDwIDEAALjGOB7o4x/7OL1BJBAJcTN5/pz8pUgI0ZhopENAYgB4O+YGXoN6/UwlinB4XHz3osU1AVOJwh4h9isxIuGTNZ/0cwBhDAk2PHJPDr7yyo8G0k6mEpEYAAC0MDf3W0+vCRA6n/jE1XRCfHByMEgMAP+wxoAJoJqHx3hqXN4ouviYNQZhjxD7lVgcZ+HpAMIYEvinw+TERLDtZI0BiQEAQC+FhxiASEDkTZ4/d+nSJXn76j/jxyKQGAAej7mB16BeP2sMIhwew8MvCiGqF1ar1M8aA20jxH4lZ8+etYgE7wYQxpBgwyN3S6KKiopA2skaAxIDAIBGrl+9mk6IudnZNJEQQ5wcDBIDwD+sMWACqObhMfH2hHr9rDHQNkLsV2IdCd4NIIwhgX86/PKX54NtJ2sMSAwAAFoYT6VEmWdagUhAZEyeP/fOO+8IIda0tNAb8MEV8/Pz9EIMkcQDAABYJ2Zxe8oVvOpEvOYJjKeNzGazisu5nNVg/3nZqd+6jLN7ve75UERIUOFhPK/pqem1ra1CiO/v37923Y2O6y9ZzKyAxQNDESH6DyA2K8mLBD8HEGdjCOHhVnjU1y5p79g4NHikvWNjsq/Pi6emGADWBcL7ERPb70+ZSoRYUz87xuvTZ+zUb11G5V7CQ5PwqG9oUKm/ZDGzAoSHD69vWZWYRYJ3AwhjSLDhMXn+3Gx6Nth2qhQgPEgMAADuMI49BhBbr5w6JYSoq6ujK0BiAHiLcwzYZFrn8LA+9lhwjkH4I8RmJc6OPRacYxD+8DAmtCxeXBtUOznHgMQAiIvcs2OCqkG9fusyKvcSHpqEh9lhtzbrL1nMrADh4cPrW1Yl5R57rD6AMIZo++ngWztVChAeJAZAmKifHeP16TN26rcuo3Iv4RFsDe//5n1X6i9ZzKwA4eHD29/TTlYfQBhDgn1lffjGXTEArAsQHiQGAAB3yAkkjYkEXRFzw8MvEgnxxDfuIDEA/MMaAyaA6h8eDdc0KNbPGgNtI6SsSiwiwbsBhDEk2PAwvnH/ZM0ng2onawxIDIC4UN+o2Outju3Ub11G5V7CIwLhYaeYWQHCw4fX19NOVh9AGEM0eWU/8Ymrg2qnSgHCg8QAAOCOV0+fphNAJMTZiZMn6QSQGAA+YSoRv/PqHB4z780IIdatu0mxfqYSaRshNispGQneDSCMIcGGR/aDbODtZCoRiQEAAAAC9pm1N9IJIDEAfMIaAyaAahse2WzWrfpZY6BthAjWGBAe9pR7tp2L7WSNAYkBACBgF9+9KG9cddVV9EacTU9NEwmxtTeZlDfKPdsOIDEAysYaAyaA6h8e9Q1sVxrZCCmrEotI8G4AYQwJNjz+9+//d+DtZI0BiQEAAAAC9t/u+yqdABIDwCesMWACaOTDQ7DGQOMIEawxIDy0bydrDEgMAAABm5yYoBNAJMRc145uOgEkBoBfn7isMWACqK7hcenSJXmjZlGNYv2sMdA2QuxUYkTC1X92tf8DCGNIsOHx9vjbQojGRCLAdrLGgMQAiAs7O0J6XYN6/dZlVO4lPCIQHnaKmRUgPHx4fe1XUlFR4f8AwhgSbHgce/55IUTDNQ0BtlOlAOFBYgCESaK+IfAa1Ou3LqNyL+ERgfCwU8ysAOHhw+vraSerDyCMIcG+su0dGwNvp0oBwoPEAAAAAACJARAqrDFgAqi24fH+b953q37WGGgbIV53MmsMwh4eQ4NHAm8nawxIDIC4yGQygdegXr91GZV7CY8Aa3htbMyt+ksWMytAePjw9i9ZyfDwiwEOIIwh2n46+NZOlQKEB4kBECbLly4LvAb1+q3LqNxLeAReg/UMY5v1lyxmVoDw8OHtb7MSZ3PN1QcQxhBtPx18a6dKAcKDxAAAAACuWbfuJjoB/rhifn6eXoghDiMEAACwEMc1EvOIpbrFtXWLa0PRTs3rd1aD/UfZKWldxtm9oQgPr9sZVHjIB3Zt3y7/X73+ksUchAEDiFv1l6ykMBL8HECcjSGEh4vhUbe4duDQYe/+tGIAOBso9I+QsFwmuY6pRAAAAABYY4B4Y7tS9pLTNjxm07Nu1c92pdpGiGC7UsJD+3ayXSmJAQAgYK+cOiWEqKuroytizk6KCAAkBlBlLEGur10ib2ez2aK3M5lMYeEIPFDeUPmL9bVLHDxQFtDhOeaWCePrKP/Ro78YYOcYb9LefUmLB+a2M85vZLMHhmKUywuzwgfKFHHJkiVFg8T6L9bXLinZ1NwocmuUM1oYt5Bz94Hnz583IrmsB5r9dY8CIC/MCj+ACh9oRIi2L0d8Lw1ZhsviYxaHsfiYxccaLj62s+iQxcdxWHxcGAksPo5JeExdmJKvfuqtt1h8zGUSi48Bz7HGgAmgkQ8PwRoDjSNEsMaA8LDhyis/GmA7WWMQKyQGAKCvxkQjnQAAIDEAPKc+j9DrmYh26rcuo3Iv4RF4DdbfFNqsv2QxswKEhw9vf087WX0AYQzR9tPBt3aqFCA8SAwQymErtuvAcv/dz6bKAnYeKIqt0DJbI6XVc4zA4mP1BxY2r9zFx2tbW9WbKkqtBBUmCwFFyJeQej3K2X8jqwf5B//+gYPFx0EFuWDxsfnbqoy/+EHWqMq7xceedo5ZrAoWH+vqivn5ea6PY5sS6D/5r752SSRnKOr/vMLS8xGOEHnjxMmTNYtq6PnYhsf01PTa1lYhxNHjxxoTCQaQWDXSePXLHQeIkPhcJrmOXwwQa/KbrWBrUK/fuozKvYRH4DVYXw3YrL9kMbMChIcPb3+blThbfqo+gDCGaPvp4Fs7VQoQHiQGQJgk6hsCr0G9fusyKvcSHhEIDzvFzAoQHj68vp52svoAwhgS4Cs7OTGhQztVChAeJAYAAABQdenSJXljQdUCegMkBoDnOMeATaZ1Do/qhdWu1M85BtpGiOAcA8LDhsrKygDbyTkGJAaIC3YlunTpkuJfzGQy2m5mYuc5ZjIZwa5E+nWOvLFq1fXWD5Q3eCMHtSuRKw/MC7O8B8q1p0KI7AdZB7sSZTKZkk3NjSK3RjnBrkRuPPCDf//AiGTvdiVSD4C8MMu9PTMzw65EITOPWArLWd/6H1nvrAb7j7JT0rqMs3vDchS8p+0MKjyMd2jX9u2u1F+ymIMwYABxq37rSgYOHS4crv0cQJyNIYSHK/UXffVd/9OKAeBsoNA/QsJymeQ6fjEAAAAAwFQixBtrDJgAqnN4LFhQ5Ur9rDHQNkIEawwID+3byRoDEgMgLtTnEXo9E9FO/dZlVO4lPIKtYcWKFa7UX7KYWQHCw4e3v6edrD6AMIZo++ngWztVChAeJAYI5bAV23VgomABlj9NlQXsPFAUW6FltkZKq+cYgcXH6g8sbF5ZD/zg3z9wpami1EpQYbIQUIR8CanXo5z9N7Ljv3hvd3dhFAnbi4+DCnLB4mPzt5Vui4897RyzWBUsPtbVFfPz81wfxzYl4Mh6nlfYez7CESKE2JtMdtx2Kz0f5/Do7uwcGjySN1wzgMSkkYOHB2RmWG47iZD4XCa5jl8MAEAv01PT8sZVV11Fb0AI0d6xkU6IobNnz9IJIDEA/P5KINga1OtnjUFUw6O+ocGV+lljoG2ECNYYEB7mZmfTwsZBh163kzUGJAYAAAAI3vWrV9MJIDEA/MB2pewlF/nwEGxXqnGECLYrJTy0byfblZIYAAAC89rYGJ0AACAxAHzFGgMmgOocHjWLalypnzUG2kZIyUpePX062AGEMUTbTwff2skag1hhu1IGLAAAAOSL4VSoCl51Il7zBIZzDGhh3CLE8ebl9Hz0wqPoiRYMIDFppDzFor1jY7Kvj4+YQN56McRUIsSaPKEz2BrU67cuo3Iv4RFIDb/85Xl36y9ZzKwA4eHD29/TTlYfQBhDtP108K2dKgUIDxIDIEwS9Q2B16Bev3UZlXsJj0BqeOedd4QQa1pa3Kq/ZDGzAoSHD29/TztZfQBhDNH208G3dqoUIDxIDAAALlhQtYBOAACQGAA+4RwDNpmOfHgIzjHQOEKsK8lkMoEPIIwh2jO7ecsAACAASURBVL79fWsn5xiQGABxof65q16Dev3WZVTuJTwiEB52ipkVIDx8eH0tKplNz8obV111VVADCGNIgOFhBECw7VQpQHiQGABhsnzpssBrUK/fuozKvYRHIDUMDR5xt/6SxcwKEB4+vP3tVFLf0BDUAMIYEmB4vHLqlA7tVClAeJAYIEyM3bjqa5fI29lstujtTCZTWDgCD8z9dz+banyVUvKBxstk8RdzX1B9nqM/D5T/qG1TC5tn54HSunU3udVUozEWf9HZAzWPHK9HOftvZId/8YM/7uhS+KbWOcjDHjmuPNDsbWX/L+Z+U1DuAzXpHLNYVe8crx8Y2ytDDjiLdUrAPtM8r7D3fCQjpOjW9fR8DMNjemp6bWurEOLEyZO5x2AzgMRnHHY2FBAh8blMch2/GIAEKeAa1Ou3LqNyL+ERgfCwU8ysAOHhw+vraSerDyCMIdq+/X1rp0oBwoPEAADgHOcBAQBIDIAAsF0pe8npFh4X370ob9jZiIbtSsMeIdaVTE5MBD6AMIZo++ngWzvZrpTEAAAQMMcb0SAyLl26JG9w2h0AEgPA+2sv1hgwATTq4SFYY6BxhNispLKyMqgBhDFE27e/b+1kjQGJAQAAAAASAyA2WGPABFDdwmNu7reu188aA20jxOtOZo1B2MNDh3ayxoDEAAAQjPHUuLzxkcqP0BsAABIDwCesMWACqLbhUVVV5Vb9rDHQNkIE5xgQHtq3kzUGJAYAACBgZ8+epRMA+OmK+fl5eiGGSOIBAAAsxHCNRAWvOhGveQLjaSOz2WxFRYX/Ndh/Xnbqty7j7F6vez4UERJIeAweHri3u9vm29Nm/SWLmRWweGAoIkT/AcS6ku7OzqHBI+0dG5N9fUENIM7GEMLDlfCQX+HtTSY7brvVu6emGADWBcL7ERPb70+ZSoRYS9Q3BF6Dev3WZVTuJTz8r2F4+EXX6y9ZzKwA4eHD29/TTlYfQBhDtP108K2dKgUIDxIDAAAAACQGQKhwjgGbTEc+PATnGGgcIYJzDAgP7dvJOQYkBkBcZDKZwGtQr9+6jMq9hEcEwsNOMbMChIcPr6+nnaw+gDCGBPXKTk9Na9JOlQKEB4kBECbLly4LvAb1+q3LqNxLeEQgPOwUMytAePjw+lpUMvH2ROADCGOItm9/39qpUoDwIDEAADinfi2IyBhPpYQQCxZU0RUASAwAz7HGgAmguoWHvBZ0t37WGGgbIXYqWbFiRYADCGNI4J8OjYnGYNvJGgMSAyAu1Dcq9nqrYzv1W5dRuZfwiEB42ClmVoDw8OH19bST1QcQxpDAX9krr/xosO1UKUB4kBgAAAAAIDEAQoWpRPzOG/nwEEwl0jhCBNuVEh7at5OpRCQGAAAAAEgMgNhgjQETQLUKj3L3/GaNQdgjRLDGgPDQvp2sMSAxAAAEYDY9SydASqfTdAIAn10xPz9PL8QQSTwAAICFGK6RqOBVJ+I1T2Ai+bbU/3mFpecjFiHTU9NrW1tD8fYMRc+HOjyMYDhx8mTNohoGkLg10iIA+Ijxp4XxvDJkKhFijTUG/HYU+fAQrDHQ+9KBNQaEh+btZI0BiQEAAAAAEgMgNjjHgE2mIx8egnMMNI4QwTkGhIf27eQcAxIDIC6y2WzgNajXb11G5V7Cw+caXhsb86L+ksXMChAePrz9Pe1k9QGEMUTbTwff2qlSgPAgMQDCJFHfEHgN6vVbl1G5l/CIQHjYKWZWgPDw4fX1tJPVBxDGEG3f/r61U6UA4UFiAAAAVP361xfpBAAkBoB/WGPABNDIh4dgjYHGEWJRya+mfyVvfKTyIwEOIIwh2r79fWsnawxIDIC4yGQygdegXr91GZV7CY8IhIedYmYFCA8fXt+SlVRVVQU4gDCGaPv2962dKgUIDxIDIEyWL10WeA3q9VuXUbmX8IhAeNgpZlaA8PDh9fW0k9UHEMYQbd/+vrVTpQDhQWIAAAAAgMQACBXWGDABVKvwGB5+0Yv6WWOgbYQIzjEgPLRvJ2sMSAyAuFA/rd3r897t1G9dRuVewiOQGta0tLhbf8liZgUIDx/e/p52svoAwhii7aeDb+1UKUB4kBgAAJQsqFpAJwAASAwAXzGViN95Ix8egqlEGkeIYCoR4aF9O5lKRGIAAACCVO6CEwAgMQCUsMaACaCRDw/BGgONI6RkJY2JRLADCGOItm9/39rJGgMSAwAAELyGaxroBAAkBoAfWGPABFCtwmM2PetF/awx0DZCBGsMCA/t28kaAxIDAEAAXjl1ik4AAJAYAAFgjQETQDUMj3XrbnK3ftYYaBshgnMMCA/t28kaAxIDAAAAACQGQGywxoAJoJEPD8EaA40jRLDGgPDQvp2sMSAxAOIim80GXoN6/dZlVO4lPCIQHnaKmRUgPHx4fT3tZPUBhDFE27e/b+1UKUB4kBgAYZKobwi8BvX6rcuo3Et4RCA87BQzK0B4+PD6mlXy6unTOgwgjCHavv19a6dKAcKDxAAAAKiaeW9GCLFgQRVdAYDEAPADawyYABr58BCsMdA4QkpWsmLFimAHEMYQbd/+vrWTNQaxcsX8/Dy9EEPsIAYAAEDe+yfmEUt1i2vrFteGop2a1++sBvuPslPSuoyze0MRHl630+fwmLowJd+YA4cO23ygW8UchAEDiFv1W3S+DIZgBxBnYwjhoV6/MSBMXZjy9E8rBoCzgUL/CAnLZZLrmEoEAHppTDTSCQAA/5EYgF8JA65BvX7WGEQsPK688qPu1s8aA20jRHCOAeGhfTtZY0BigLgwVhrU1y6Rt7PZbNHbmUymsHAEHihvqPzF+tolDh4oC+jwHHPLhPF1lP/o0V/0uXPWtrbK28aNkg/MbWec38hmDwzFKJcXZnm37+3uLnxg0edV9C/W1y4p2dTcKHJrlDNaGLeQc/eBuQNCuQ+0/xfVAyAvzAo/gIo+L81fjvheGjLbnjUGzAFljQFrDLRaYyBvsMaANQasMWCNAWsMuExijQEQ/bkifs4EYBpAzMNDMJVI77kiTCUiPDRvJ1OJYoXEAAAAvaTTaToBAIkB4Cv1eYRez0S0U791GZV7CY8IhIedYmYFCA8fXt+ilfwu8zt546qrrgp2AGEM0fbt71s7VQoQHiQGCOWwFdt1YLn/7mdTZQE7DxTFVmiZrZHS6jlGYPGx+gMLm+fu4mPh0kpQYbIQUIR8CanXo5z9N3K5f9GIgS9s26ay+DioIBcsPjZ/W+m2+NjTzjGLVcHiY11x8nGsUwL9J//V1y6J5AxF/Z9XWHo+ShEyPTUtrwBOnDy5trWVCIlzeOQGQ82iGgaQGDbSOgb4iOEyySP8YgAAWpib+y2dAAAgMQCC/Eog2BrU62eNQTTCYzw17lH9rDHQNkK87mTWGIQ9PHRoJ2sMSAwAAIFZULWATgAAkBjAVyw+Tk1OKP7FyfPnNF98bP0c5QRKFh971DmFzbN44L3d3fL28qXLbD5w8vw5Fh+LkC8+zgszUbASXWXx8eT5cyWfY24UORjlisaqYPGx+dtKt8XHigFQGGa5t19/8w0WH4cLi49jnRKwOCybzVZUVPhfg/3nZad+6zLO7mXxsf/hMXh4QOYG8nPazvOyWX/JYmYFLB7I6lJXIsSsErcWH6sPIM7GEMJDPTx8W3ysGADWBcL7EcPiYyCOEvUNgdegXr91GZV7CY8IhIedYmYFCA8fXl9PO1l9AGEM0fbt71s7VQoQHiQGAAAAAEgMgFBR/5XQ698Z7dRvXUblXsIjAuFhp5hZAcLDh9e3aCWTExOaDCCMIdq+/X1rp0oBwoPEAAiTTCYTeA3q9VuXUbmX8IhAeNgpZlaA8PDh9S1ayaVLl+SNj1R+JNgBhDFE27e/b+1UKUB4kBggTNiVaPnSZYp/cfnSZZ5uZiJbaP0cjU1sHDxH+Vh2JfKoc2QN5e5KZH87o9wX16KpRhSZNbVomNl5YMx3JZKvr2JT88IsLxhWNTWr7Eq0fOmyks8xN4ocjHJFg1ywK5H520q3XYkUA6AwzAo/gIo+L3Yl0tQ8YqlucW3d4tpQtFPz+p3VYP9Rdkpal3F2byjCw+t2+hweA4cOG29Mmw90q5iDMGAAcav+opXkBkOwA4izMYTwUK9/6sKUjIGBQ4c9/dOKAeBsoNA/QsJymeQ6fjFArLHGgAmgkQ8PwRoDjSPE605mjUHYw0OHdrLGIFZIDBBr6j8Xev2Do536rcuo3Et4RCA87BQzK0B4+PD6etrJ6gMIY4i2b3/f2qlSgPAgMQAAAICScg81A0gMAFVMJeJ33siHh2AqkcYRIphKRHho306mEpEYAAD89v5v3qcTAEhs9AkSA8BvrDFgAqg+4fHa2JhH9bPGQNsIEawxIDxMzKZnNWknawxi5Yr5+Xl6gQELAAAAuWI4FaqCVz3OunZ0//V/+s86r3Cqr10Sybelbs/rkd7evEgIS89HKUK6OzuHBo80JhJHjx/T/3mFoufDGx6DhwfkGWdF2094xKGR01PT8mizEydPlvsxTYS40sJ4XhkylSjWevcl17a2PtLby1zGODsx/BKRoI+GaxroBPzyl+fpBAAkBggmPVi+dFk8LwpZY1Bfu+QXv3idSIhweAjWGGgcIWaVvPPOO5oMIII1Brq+/X1rJ2sMSAwQFydOnmzv2MhFYcxt7+oqjATBnhhA0Na0tNAJAEgM4JOaRTXJvr7Ci8LBwwPZbDYOPcA5BvLewkgQQqz79KfjEwkRDg/BOQYaR4h1JQuqFgQ+gAjOMdD17e9bOznHgMQAcUwPjh4/1phIyH+5t7v7htWrY35RqAk7L4F1Gfv3ykh45rlnZSTMvDdDJEQgPOwUMyvA684AojjC0PnOr9cnJjRpp0oBwoPEAGEl90LholA3ifoGxTLl3tvU3Hz0+DEZEkRCBMLDTjGzAjbrR4QHEMURhs537NKlS/KG1zsHKgaAdQHCg8QAYWKsCqqvXSJvX7tixXgqVXhR+Oy//Eth4dzb2Wy26O1MJuPzAwPvUjtNlQXsPEfjZbLonMK/ntchznp1YOiIUbMRCWOjo1oFgPzHsh6oT5DkNXVo8Ejea+pWrxp1mj2waJjZeaCGI0DuA4uOchYP1GdklsEw/+/zFm9qTV6OorEa9shx5YFmb6tyBytnD9TnE9mjzvH6gbG9MuSAs1inBNaT/04Mv/S1r943896M/M/GRGLPA99qam72uZ2cYxB4CwcPDzz04APBRkIcIkSeY9DesTHZ18c25DEPj9xgCPsAQiOdeaS3t3dfUjiapk+E+HOZFEn8YgBTa9fd+NPTp/cmk9ULq4UQ46nUnbffsaFt/djoKJ3jGzvfYlqXUblX6rjtViIhvOFhp5hZAXamYgBxZQyh8x1wa8tarwPAugDhQWKASKmoqOCiMFhy51CVMir32omE6alpXiadw8NOMbMCNutHhAcQt8YQOt+Z3J3igmqnSgHCg8QAMUoPNm+6i4vCeEbCzt098l/GU6m1ra3dnZ1EAgC4SK4zWbCgiq4AiQG0vijs2tEt/+WVU6e4KPSaP+cYlBsJm7dsef3NN4xIGBo8QiRoGx6CcwyIEG/CgyBx5e1p7WB/f+Dt5BwDEgPA6qJwe1cXF4W+sbM3gnUZlXstVFZWEgmhCA87xcwKWD9wPJXitY78AOLdGELnW0in0/q0U6UA4UFigFjgohDWkfBIby9rziJvy913864HvPC7zO/kjRMnT9IbIDFAyC4KN2/dykWhRzScSmQWCSdOnjTWyfXuSy5fuoxI0CE8hGdTieQOtvJdz4YE7pp4e0KTAUQwlcjjt2fxx/7h2OP/8B/+z8DbyVQiEgOgvIvCnT27uChEzaKaZF8fkRAfub8UsV+Zu+RBk4itC1MX5I01q66nN0BiAC4K8SFt1xg4iAR5Hip8Dg/h2RqDwolkRnpwYvglXm516jvSsMZA/7dnUa+NjQkhGhMJHdrJGgMSA4D0AO5EgvHB1rsvecPq1YOHB7hejBgjPcjdzvgL27bxcqtbsWIFnRBPci5ZwzUNTMWBz66Yn5+nF2Ioqkl8yTE0k8lUVlbSsXEW+ActQUJsEBsAY4Km5hFLdYtr6xbX+vCHRkdGbrm5Tf65usW1q5qbBw4dvnz5sv12utiYqQtTq5qbpy5M6dD/+keIVpHgZ08e6O+fmZnxv8+7tm+vW1zbtX172CPk8uXLA4cOr2puzn25+5LJubk53mhlDdEDhw4zgMSwkVMXpmQAjI6MOGskERKiyyTdMJUI3mpqbj56/Ngzzz0rp5TMvDdzb3d3IHMMxkZH17a2PvrYYzWLaiL2245WawzKjYQTwy/p09vZbLa7s/MnL/z4Yx/7WJR++vNojYEZeRjiqyMjuS83swpDOoAI1hj4/vuPXGAghKhdskSHdrLGIFZIDBCL9GDw8MCXvvjFM2OjTc3NvByBR4IxGX3mvZkvbNumyVY26XR625atdXV1+w/0V1RU8GK5/sYXOYuO/Dy/ya3w4AWFP86ePStvVFVVscYAJAaIXXrg9UXhI729//z440ePH6+qqgpdp4XiHINyddx2609Pn85dqxr4TpfTU9Mb2to+87nPbu/qClFWEOw5BuW+8XP3JFjV1Byik9EOHjiwoa0tjAupOcdA/7dnoTOvviqEkO8XH35h4xwDkBgg4PRgYOhI7nfG3l0UZrPZzZvuGvnZyMDQkaJZgfonvdfXCnbqty6jcq935GwTTdIDY5rZ5i1bohcedoqZFXCx/U3NzXlbloXiuPRsNrunZ/dPXvjx8MsvF2aMrvSPp0GiPoBoO4boz1nPZDIZeYrFunU3CSGWL10WeDtVChAeJAaALheFmUxm25at9Q0NFjNDEvUNin9FvQb1+q3LqNwbYCT4drH4SG+v2TSzaISHnWJmBVxvf+GOxkZ6oOHJaHIMEULsP9BfdDczV/rH0yBRH0A0H0N05qxn3nrzTXmjMdEofPnGXTEArAsQHiQGgBbpQTqdXvfpT6/8q5U7e3YxXzwskZB7TpYP3yXLL4NHfjYy/PLLYZxmFl4yPTgzNmq84kODR3Q7OFmOIZ/53GcZQ+CnV06dkjfq6uvpDZAYgPTgj+mB/DnVgfFUakNb26OPPba9q8u6pPqXMV5/nRPJNQZmkZB3jK6nU03kl8Gzs2mzL4MjEx4i6DUGZqqqqswOTg48PRgbHV3V1Fw4u8yL/vG0k1ljECBnPXP82HEhxJqWFpmO+rCrD2sMQGIAfdOD3EuEDW3rhRDlXhSOjY5uufvuRx97zM4GROrrurxeGWanfusyKvf6zzhG19P0wPhBKdnXZ/FlcDTCw04xswI+hEfuK5771cD1K1cGdXDywQMHbG5i5kr/eNrJ6gNI6MYQfTjoGWOBwe133KFPO1UKEB4kBoBSepB3USiEKOuiUM4XP3r8uM1tSdXXdXm9MsxO/dZlVO7VMD1Q3zXS+DK45A9K0QgPO8XMCvgWHvIVz/3lMJAzT3KXGtuZXeZK/3jayeoDSEjHEB046JmfvXpG3riuqUne8OEbd8UAsC5AeJAYAB5eFFqkB9ls9pHe3pGfjYR0W1JYRELuQtVVTc0qh2TJL4NPnDzJiRZ6fjWQN7EwNz3w4ecX66XGgNf2P/mkEKJ6YXW4DuIEiQHg00WhEMJOepDNZrdt2Trys5H9B/rLygpYY6D/BNDKysq8fWycnaErU8efvPDjo8eP2/zQZY1BIOFhpAff378/98wTTw9OdrbUmDUGgknk7vVMJpORK4833XWX8Y+sMQCJAfAnSk4pkQfWrvyrlQeffqrczUPUx1yvR2079VuXUblXH4XbXMr0QNibw+osdYxGeNgpZlYgwPCoqKhYu+5Gs4OT3U0PbC419qh/CitxceqU+gASmTHEf+X2jDGP6HM336xVO1UKEB4kBoD75K8HeXufyykl09N/PLCWjoq8wvRACFHySjGdTt+werWz1BGByzsx3UgP9vTsdmU9uv2lxr65+O5FXvcY+u7DDwshqhdWG6Eu+MYdJAaA/YvC3n3JtTe03rhuneMNHJhKFMZPHSMS1rS05F4pHjxwoPCr1rHR0Q1tbd/+zsMOUkemEukTHjI9yH37H+zvV9yuqtylxh71D1OJoqqsnhk8PCD3I/qH//pf86I08HYylShWrpifn6cXYohf9wAAAMh7/8Q8YqlucW3d4tpQtNPi3rfffrtr+3b5XOT/+pLJubk5t+r3rgb7j7JT0rqMs3tDER5GO0dHRm65uc0Ig1XNzQOHDif37r3l5raZmRmfX1zHNchg7tq+3f4D3SrmIAwCj5CpC1O7d/Xkvv1vubltdGTETiNnZmZWNTcf6O8P5O1fspKpC1PyGU1dmAp8AHE2hkTg88W3+i9fvmwMX6m33vL5I0Y9AJwNFPpHSFguk1zHVCKEWENDgyv71SDs8qahy01sHv/eY1/423s+9rGP0T+RVLOoZmfPLgcHJzteagx44YdPPy0nEXXt6M5dXRDfb6wRKBIDROH6INnXd/T4sdy1ies+/Wk75yKxxiBKnzpGelBfXy+EuHz58lfu/X9UTshijUEodrPN27jMOj1wd6kxawy4clXsmfFUas+uHiFEYyLxxS99qbCAD19yscYAJAaIoMZEovA7Y5+PTYUm6cHxn/z4meeezTshy/pbZISakR4YJ6PJ9EAIYYwA6kuNAXdls9ktd9/9YcpqsmcaJweDxABQuigsKz3gHIOoLkNvam7OO0DXziSTSIaHCOc5Bs7Sg7yDk4UQcgT44VNP/9+btwi3TzX26BwDrQYQwTkGnnX+Qw88OPPejBBibzIZYLLKOQYgMQDpAaLPOEA371vkctMDhPd1l/8y897Mzvvvf/311//jf/z473//e7oIOjgx/NLB/n4hxJqWlo7bbjUrxlQckBgA/qUHrDGI/KeOSnrAGoPwhod83YUQxggw99vfur45AWsMuHJ11jPpdPprX71PCFG9sPrxJ/6HRSWsMQCJAeBfeqD+A4LXP0HYqd+6jMq9MU8PAgmP2fSs6/WXLGZWIALhYXZwsivpgSv942knqw8gjCFedP6Ozi45iejb33nYem6bD2sMFAPAugDhQWIAaHpxMDB0JHfG+b3d3be2b0zUNyjWrF6Dev3WZVTujU96ILcLdL1zHNTwyqlTrtdfsphZgciEh5Ee5G1trHJwslv942knqw8gjCGud/7g4QH5Nt+8devadTdaV+LDN+6KAWBdgPAgMQDCdFEohGDGeTwjYfjll3M3uNzQtl7xGhGhSA/yTj4ZGjyytrWVlx6+mZ6avre7WwhRvbD66/d/gw4BiQGgXXqgsiCVNQYhVbj/feE1os9rDOrq6jyqP4ZrDCzIk0+KpgflDgKsMRBMIi+nZ7LZ7N/dc4+8/dyPDhXdnzSPD7v6sMYAJAYgPfgwPfh/H/6OYnrg9cowO/Vbl1G5N+bpgXrnlFXD4sW1HtVfsphZgQiHh0wPzoyN5r705Q4CrvSPp52sPoAwhrjY+Y89+qj8pXrn7p6aRTXattPFAoQHiQEQpvTgv933VcVfD7xeGWanfusyKvfGPD1YvnSZ4gwTHcLDTjGzApEPj6qqqrIOTvaifzztZPUBhDHErc4fT6V69yWFEGtaWj6/aZPNSnz4xl0xAKwLEB4kBkD40gN2u0fR9EAIwQT0uL30eYMAh5/AFZlMxjjkeF9fr51JRACJAeA348sYIz3YubtH/ovN9IA1BlG9Rty8dav8F5X1qZxjELqXPu87AuuzEVljwBhis2e+/rWvOTvkmDUGIDEA/JM35lZUVGzesqVwXsHmTXeZXRR6PWrbqd+6jMq9cU4PdvbsEkLkrU/d07O7rCmzOoSHnWJmBWIYHoU/IeYefpL36rvSP552svoAwhii3vknhl8aGjwixxOLQ441+Rx0twDhQWIAROGiMG9KySunTjGlJJ7ytq852N/v7tG50Dw9+P7+/blnI/Lqo1zpdPoL27YJIaoXVj/07W+X+3C+cQeJAeAfizHXznaWgqlEMQiPwt0t7R+dy1SisKcHa9fdaHFwMlOJCJKSPbOjs0v+54Ef/MD6kOOifFjiwlQikBgAdtlMDxB5KukBws44OLkwPWAcgIWDBw4YhxwbwVMWTg4GiQHgH5vTHy3SA9YYxCo8yk0PWGMQvfQg79VX/5qANQYRHkD27OoRQjQmEjofcswaA5AYAE4UTQ+EEPx6EDf8esCrX/TgZMYBGHKnAP3zE0843p+UqTggMQD842DM9XlyEWsMtA0P4wJxTUuLWXrAGoPIpwd529o6OP+ENQaR9NADD8obiocc+/BdA2sMQGIAqHJ3t3uE+gLx4NNPFZ197njVID87hOjV39mzy/HByabXUhMT9G2ojY2OHuzvF0KsaWnZvGWLSlWcHAwSA8A/itMfKysrD/b3ezqpgDUGoQiPootTb1i9ur52iYP0YDY9624LWWPgaYQU/oqYmx6UDIDCTr506ZKfMcwaA3dlMpkvffGL8va+vt4IDHSsMSAxAFAGiznHfPUbK3npgTzo1OLc3DyNiUb6MLyM9CD34OQ7b7/DfgAgGv7+nr+V730hRFmHHBfFVByQGAD+UR9zjRqKpgfqC1JZYxC68ChMD4xzc62vDq+88qMetZA1Br5FSGVlpcXByUUDgDUGUTJ4eEDuT9resdGVnmGNAXx2xfz8PL0QQ/y6BwAAQN77J+YRS3WLa+sW14ainZrXb1HD1IWpru3bZVfL//Ulk3Nzc2X9XTslrcs4uzcU4eF1O90Kj9GRkVtubjPCYFVz88Chw5cvXy4MGFlA3nCxhSWLOQgDBhD79ecFQO5QULSSgUOHrYdoPwcQZ2NIDMPj8uXLxquceuutYDuhrD+tGADOBgr9IyQsl0muYyoR4BWL3e7pnFhxPLkIkQwAwcEXUfTDp58eT6WEEDt39zg75BjQAYkBbhPX+QAAIABJREFU+JXQ2xqKpgdCCJvXBKwxiEx4eJEesMYgRBFiBEDewRftHRu92+OYNQb+GE+ljEOOP79pk4s948O8X9YYgMQA+SNOfe0SeTubzRa9nclkCgtH4IGXLl1S/IuZTMbOA9e2tg4NHjlx8uSG9vbcawJZQ4DPMe+vh+51lP/o0V/0onOuXbFCfq2Ylx7U1y5Z29oqH2jcKPkX5Q3eyGYP1HCUu3bFCmNxqiwmNzHLfeC93d3WAVD0eRX9i5lMpmRTc6NIZZTLvW20MA4hd+nSpQ1t640MIVHf4OJfNHqyrAea/XWPAiAvzHJvz8zMFH1g0eelVQDE99KQ2fasMWCKsM81GFPJi044Zo1B9NYYmHnpxeFVzc1GGKz8v65jjUGsBpDCZUhd27ePjoywxiBc4WG8iAOHDmvSCawxYI0BawyA0KhZVCOEKLr2gAnHsbJ23Y25+1rOzn54rtn/fO5ZOicmQ0Gyr08IYZyMNjR45M7b7/jud75D54TFieGXhgaPCCHWtLR03HYrHYKwY7vSmJI/k+k/+a++dkkkZygaz2t6avofv/uw/FyRunZ0/80991RWVtLz8YmQbDb7/NDRB771rdl02vjHvcnkLe0bKioq6Pk4hEcmk3nyiSfkAiTDM88929TcHMbnFZPwSKfTG9raZt6bqV5YPfzyy16M284aSYTE5zLJdfxiABKkIGuw2LnImOCu2AaVewkPf2qoqKjouO3WV868mvuPdpYm26y/ZDGzAoSH1xFiVGIcnGz8eiCEuPP2Oza0rVdZnq4+gDCGWNjR2SUPOX70sccKs4Kw9IxiAFgXYAwhMUAoP9Viu2ZRFCzA8qepsoDxwJpFNfJHg7z0oHffPmFj5VnuC6rPc4zA4mP1BxY2z+KBxppFg1yanKhvGBsdVWmqKLUSVJgsBBQhX0Lq9SiX90ZWf44yPciNgfFUSqaIh370IweLj4MKchGPxcdyHfnn79p05+132H9b6bb42NNeNYtVweJjXTGVKNYpATMBNHxemkwuYipRgG/Mvcnkvd3de5PJhx58QH4fKYRoTCT2PPCtohNL6PmIhcfg4QG5MVFeDFQvrP76N+7/zOc+u3zpMiaKBNvI6alpuXtY9cLqn54+7d2Uv2w266ByphLF5zLJdfxiAOhFTi46evwYZyHFXMdtt+YuTR5PpeTEkrHRUTonVjHw/f37cze3Xb50mRCC0SBA2Wz27+65R95+7keHPF0IVPhDIkBiAHj7lUCwNRTVmEjIs5CMf7FID1hjENXwkGsPLNID1hiEPUJKVlJRUbF23Y15BycLIWx+WcAaAy889MCDxiHHcpe5UPcMawxAYgCEg5w3kntBwK8HcfD+b963mR7QV7EaDfLSA2M08O7gZBQaT6UO9vcLIda0tBiHHHuHk4NBYoAAvieI7eLj1OSE4l+cPH/O0zWLQog7b7/j6PFjP3zm/zNeuNz0oOTiY+vnKD91WHzsUecUNs/6gfK6f8+unsIHCiHu7e6eeW9mbzJZVf1heiBYfBz+xcd5YSYsTz6Wo0HuMN67L7m2tbW7s3N6arroAFXyOU6eP6cyyhVtqoju4mMjIX/l1Ck5z6fct5UPTRXlLD5WDIDCMMu9/fqbb7D4OFxYfBzrlIC1g6F7XmOjozvv/6a8IpQ8WprM4uNAdHd2Dg0eae/YODR4xOJ5yXMPgl2azOJj7xiLj80aL59X4UYF7R0bv/yV+ywmt9Dzio2U71AhxPf371+77kZte5LFx/G5TOIXA8D9d36wNZRVv8V0ArPJRcwPjl54GJOLhBB2liazxkDbCFGpxDgFZfPWrfJfhgaPrG1tzQ0D1hi4m7AZ+0rbyQpYY8AYQmIAwA8O0gNEj9wLhZ2LYq5mUc3Onl25J6MRBl5Ip9PyZ5zqhdUPffvbvv1d1hiAxADwj/qY6/WobVG/zfTAuoV86mgVHq+ePl1u/SV3LrLTDLMChIcPb39XKik8OFmGQWMiIU/HU2kAY0g2m93R+eHBcwd+8AObUzdd6RkfvutRDADrAowhJAZAyIb7wGtQrL+puXlg6IhFemBdg9ftJzzKKi/XDKxbd1O59VunByWbYVaA8PDh7e9iJxvpwc7dPblhcMPq1YOHBxy/yowhP3z6aXnIcdeO7txNY314ZeWxFcGGsUoBxhASA4QJuxIl6hsU/2KivsHTzUxkC62fY6K+Qf56kPviGumB9XOUu2qwK5FHnSNrKPeBFpvS5D0w98WV/3lvd/dPT5/+7t7/Lv9FXhcaUWT2F4uGWW74sStR0Qdab0pj8y/mhZmdACj6vIzblZWVn9+0yViYLv5wMtoNq1c/+y//UvjA3ChyMMoVDXIRrV2J5EZh1zQ29u5L2n+g2duqrKaKYrv3uLsrkWIAyAJmz9HoBMGuRGExj1iqW1xbt7g2FO3UvH5nNdh/lJ2SeWWmLkx1bd8uX2L5v75kcm5urqz6QxEeXrfT5/CYm5uTr9fAocM2H2hR7PLlywOHDq9qbjbC4Jab20ZHRtwKAwYQt+ovrEQGgCudL8MpNwxWNTfnDQgla7MuUPTeyITH5cuXjd6bujClVfi59acVA8DZQKF/hITlMsl1/GKAWAv1GgOzMsZeJe0dG/N+PSicrsoEUH3CYzY9K280JhrV67ez9qBkPYSHD29/Tzt58vy5jttufXVkxJhtOPPeTN6AwBoDCw898KD87WVvMlnuPrCu9IwPX12zxgBMJQI+pL6uy+uVYXbqL1rGSA/W33KLRXrALkb6hMfc3G/ljSuv/Khb9cv04IUXX7ROD8zqITx8ePt72slG5RZ7FczMzKi0MMJBcmL4JeOQ447bbtXt08G3MFYpwBhCYgCEifq6Lq9Xhtmp36JMzaKaY88/b/HrgQ8r2wgPm8ZT4/LG1X92tbv1X7f82qK/Hly/cqVck2pWD+Hhw9vf007Oq9xID9a0tBgDwvXNK+XByc5aGNUgyWQyX/vqfUKI6oXV+/p6g3plffjGvWQ7VQowhpAYANCOxeQiOkcf7//mfXlDHlDgusLJRcaaVMHmIXHS1Nx88OmncgcEeTKadXoQN39/z9/KSUTf/s7DVVVVdAhIDIDoi+QaA7N7i6YHQgiORdMkPF4bGxNCGF/lulh/brGi6YEQouiOlswP9uHt7/UaA/vfFxjpQd4qlBiuMRg8PCD3J928daudQ4696xnWGMBnV8zPz9MLMcQp5QAAAHHLe0tg4062K2W3wYhtV2r/3qkLU7m7mtYtru3avl1uycd2pT6Hx+XLl429Su0/0JVi8k/n7Wg5cOiw/He2Kw37dqX2y8zNzfUlk7kDgtziNlbblV6+fPmWm9vk00+99ZbO4cd2pVwmsV0poN2XASGaSlSoZlHN5PlzRecSEBs+h8fFdy/KG/b3KhWOphIVqqiomDx/rujag73JJGsPvH77BzWVqLCMcXBy144PT1iTi9QbEwmLg5Mj9pXqY48+Op5KCSF27u6xf8ixdz3jwxuQqUTIRWIAxF3RqcZCCFYi+kkuMBBCVC9cGEgDLJYmW1wUInpkepCanMjdw+re7u5b2zcWnoARMeOplFx51ZhIfH7TJh2aJA+WBkgMAD+or7XwerWGnfqty9i812IlYmzTAz/DY3j4RSFE9cLqsvY/sVl/yWJGASM9+P7+/cZ5WKQHnr79PR1DHA8guYmicdFc9IC8yKxYy2azW+6+W94++PRT6puDhaVn7I8PDgqwoJHEAECIGemB8S+kB/6Qv9LcsqFdh8ZUVFSsXXfj0ePHhBCkB3Em0wMhhJ3zs8OeFWzbstU45Fif/UmZigMSAyBMY26o1xiY3VuzqEYIceLkSWOqcTzTA9/CQ85pFkJ86lOf8qJ+x1OEJ8+fyz0uNzc9YPQQkVtjYFFA/nqQt/ZgQ9v6E8MvpSYnopEVyP1J2zs2Ojjk2LtX1oe9pFljABIDAKXVLKrJW4nIrwceeeFf/1Xe+KvrV2nYPOO43Nz0QHACRsxUVFQYA4Lx68EXtm27YfXqgwcOhDcS0um0kRWsaWn5x717tWoeJweDxADwD2sMStZfuFGJTA+iN5cgwPB4+qmn5EVJZWWlF/U7niKc++956YHIOT87tumBR2sMjDOwdRhA8grIASFvkfqeXT3Lly7b07M7dF8ZjI2ObmhrM7KC/Qf6XTx3nDUGgjUGJAYI6adafe0SeTubzRa9nclkCgtH4IG5/+5nU2UBOw80XiaLv5j7gnr0HOVVYOE+hoG/jvIftQ25wuYVPnA8lZIzm+XVif0H2m+qUafZA4uGWdEHNjU3GxOfctOD3n37NBwBvB7l7L+Ry/qLe3b1CCEaEwmL92OwQZ6ob5CTi3Ij4WB/v/zK4NCPflQy5DT5CLjz9jvku69rR/fjT/wPYwsgV/6i2duqrKba+Qiw/3z9fznMYtWVzvH0gbG9MuTk41inBPpP/quvXRLJGYr6Py+LFmYymSefeEJu6ic1JhJ7HvhWU3MzPenAnp7dB/v7hRCvv/mG8YtBKCLkmeee3Xn/N3PzhK4d3X9zzz3l/u5BeOTp7uwcGjzS3rEx2dcXiuc1nko99r3vyQX0hs1bt25o33DtihUufgfvYoO33H23TAmEEN/fv3/tuhv1DIZMJuPgDRXqjxguk4LFLwaINfX9VbzeocVO/dZlVO4tyuwUpEhuVOJ1DZlMRmYFm7dudfDxb7OFJYuZFbB+IJOLXHn7F1Yym57VZwCxM4Y0JhLJvr7X33wj91Cwg/39d95+xw2rVz/S25v3K1OApqemuzs7N7Stl1lBYyJxZmzUo6zAlfDwYY2BYgBYF2ATMxIDIEzUz47x+vQZO/Vbl1G51056sHN3T1T3MfQhPJ579ll5487/cqd3LSxZzKyAnfplepB7AoaRHqTTaQYQB5XISWXXNTXpMIDYH0MqKys3b9ly9PgxudGtNPPeTO++5Ia29fW1S/b07B4bHQ0qaZQpwdrW1txfNo4eP+bdzqSuhIcP31grBoB1AQ5oIzEAECPyUiB3JaJMD65fuZIN7+343j/9kxCiMZEwvmcNqcID8nr3JVc1NbOHVbmM6+aPf+zjIX0KMphTkxPPPPesEQ/iD78hLF+6bPOmuw4eOODPzwjZbHZsdHRD2/rclKC9Y+OZsVGCDSjEGoOYYo0Bz8v1Fmaz2eeHjj704APGzN3qhdVf/8b9t7Rv8G6ScagjZGx09M7b7xDFpjiHOkKmp6b/8bsP534v296x8ctfuU+ej8Ebzdr01PTa1lYhxImTJ816LFzhkc1mf3727NGho3LWXJ41LS2f+dxnV61atejP/9zF1SnpdPoXP3/93/7t3/L+aG4ohiI8nDWSNQbxuUxyHb8YINbUf9T2+mdxO/Vbl1G5tyzykNS8fQxDfVyu1+EhF3BXL6y+4VOtnrawZDGzAs56oPDXg6iegOHK2yevksmJCa0GEPUxpKKioqm5eWfPrtTkxNHjx7p2dOf+PvbKqVN7dvVsaFu/fOmy+tol3Z2dj/T2Dh4emJ6aLita0un0eCo1eHhgT8/u61euXNXU/IVt24ysoHphddeO7tfffCPZ1+dbghqWlTaKAWBdgKNOQodfDGKKXwzcqt/rr3PslLQu4+xexZ4x+/XgM5/7rLtb1ngaIZ6Gh/HFcNeO7u1dXc7+tFvFHISBzT89PTW9/8knc7+19fPXA/0HkMJKjF2qHL+p3R1AnI0hJevMZDJvvfnmK6dOHT92vOScouqF1devXl30rtn0rLHPb9EHbrrrrjUtLUU3RwpFePjwpxUDwNlAwS8G2qoQAOD6yFJR0XHbrR233To2Oip3tDSOy9VtR8ugHPrR/5Q3/uaeeyL8NGsW1ezs2fXl+75ibHE7NHhkaPBIgFvcau7Mq6/K9CnaT7OysrKpubmpuXl7V1c2m7347sXXxsbOnj07OTFReKE/895M3l6oJbOIdetuuq6pyf/Za0DY8YtBTPGLAc/LzxYa6YHxL26lByGNkEwmI3chNNurPpIR4v8JGKELDyMw9iaTHbfdGtsBJJPJzKZnf/3ri7+a/pUQYnj4RYvCdXV1ixfXXnXVVfUNDQuqFtgfVVhjwIdgBC6T3DePWKpbXFu3uDYU7dS8fmc12H+UnZLWZZzd60XPj46M3HJzm4w9+b++ZHJubk7bCPEuPPqSSdkDUxemVP60W8UchIHjzpmbmzOevvzfLTe3jY6MxHMAyatkdGRE9knqrbc0GUCcjSF8vngRHh49SjEAnA0U+kdIWC6TXMcvBrH+xQAAAABFscYARLx2CQxTiSLZQrd2tAxjhBirSyOzH6VjXm9xG67wyGaz8jSozVu37uzZxQBCI2VUOHgvECGutDCeV4ZsVwogABY7Wvpz7FFQpqemZVbQ3rGRlZHR2+JWxc/PnpU3NrRvYIiAxMnBIDEAwvSVgNdfKtip37qMyr2+pQddO7qN9GBD2/oNbevHRkejFx7ZbPbv/rAH0Td37fKthSWLmRXwJzxy0wO5w71MDxL1DY/09uq8D7or/WNU8oODB+WNa1es0GcA0XwMifbniybtVClAeJAYAEDZ6cH2rq7X33zDSA/GU6k7b79Dk/TARc8PHZW/h+zc3VNVVcVLX5geHD1+7JnnnjUOwOrdl1y+dJnm6YErpqem5cy6rh3d3p0UjtCJ4644IDEAwjvmej1q26nfuozKvX6qrKw0Sw+CmlXibnhMT03LkxwaE4nPb9rkZwtLFjMrEEh4NDU3m6UHuh2c7Er/yEr2P/mk/M/P33WXVgNIiMaQSF7T+5ASKwaAdQHCg8QAAFTTg9TkhDHpfDyVisCk89xJRHuT+/hK2H56YKxC6d2XlKtQdEsP1OWuPOGnJOSS51oAJAaAH1hjoOcEUIs1qX7OKnExPB564EFjEpHxRbhvLdR8jYF1eqDzInW31hh8/Wtfk7e//JX7dBtABGsMdP108K2drDEgMQAAjdIDY1bJzHszYZx0/khvr/w+eE1Ly+YtW3hly2UsUt+8dauRHuizSF3dK6dOCSE2b93KRlXIw1Qc+IwDzmIqLGd9c44BLTSMjY7uvP+bud8Tb9669WB/v+Y9OTY6euftdwghqhdWHz1+3OZEESLETCaTefKJJ3r3JY1/aUwk9jzwrWtXrCicoKV/N6bT6Q1tbTPvzVQvrP7p6dM255gRHvFpZCaTqays5COGyyTf8IsBYk19zrrXs97t1G9dRuVerchJ50ePHzNmlciv4b2bdK7eOT87c0ZmBUII+1mB6y0sWcysgIbhkbtI3ViFcuftdwSyCkXxz2Wz2c2b7pKHu337Ow97sfJEfQCJ0hgSus8X4csaA8UAsC5AeJAYAGGifnaM16fP2KnfuozKvRpqTCSKTjr3YlaJYueMjY5+/s7/Im8/89yzXiwqtdnCksXMCmgbHjI9KLoK5eCBA75NM1Ppn2w2u23LVvkLWNeO7rXrbtRzAIneGBKizxfhyzfWigFgXYDwIDEAAM/JSednxv6YCeh29MHBAweM3wqeee7ZpuZmXjXXFT0Zbc+uHv1XocisQC4tEEJ88Utf4tUEQGIABIxzDEI9gVJ+B184q2Tzprtc2bLGWedks9nuzs49u3p8yAoieY6Bs/Sg6NEHQghPE0XHEWJkBWtaWlKTE95tX8s5BqH+fBG+7OrDOQYgMQA+pP6dotffStqp37qMyr2hUDir5JVTp1zZssZB54ynUjesXi2PsK1eWH3ipyc9/a3AZgtLFjMrEK7wKFyFIoS48/Y7rl+58uCBA+l0WocBJJ1O39q+0cgK9h/o//3vf6/zABKHMUTbzxdN2qlSgPAgMQDCRH1dl9crw+zUb11G5d4QkV8bD7/8ctGDk519OJXVOZlMZk/P7g1t6+Va0jUtLcMvv7z2hlYdArhkMbMCYQwPYxWKEQlyftGqpubNm+46MfySi1cqZfVPNpsdPDywqqlZ/pwls4KKigpPO1l9AInPGKLh54vw5Rt3xQCwLkB4hA7blcYUZ44AAAAEm5jppoJXnYjXPIHhHANa6Kyd2Wz2+aGj//z443nrDTZv3bqhfcNfLF3qYHfwvPrfmZx87HvfkxOHpPaOjd/ctUt9AyIixN1GptPpHz711NNPPSV/zzFUL6zedNdda1pa1OOhqEwm89yzz37vn/7J+LuNicTe5D7F068JDxpJhPjQwnheGTKVCLGm/s73euywU791GZV7w/21xx/WpB49fsw4MVcIcbC//87b71i+dNmGtvWP9PaeGH7JbPZ50c5Jp9Mnhl/q7uxM1DdsaFtvZAXtHRtPnDyZ7OvLzQp0CA87xcwKRCY8qqqqtnd1vToycvT4sa4d3cZ1uTxLW8bD9StX7unZPXh4wP6xGGb9k8lkxkZHuzs7ly9dtmdXj5EV7E0mB4aO5GUFnnay+gAS5zEkJleWigFgXYDwCN9HJ10AINoaE4mdPbu+fv83fn727NGho/JYNCHEeCqV+2NCYyLRcE1DXV3d4sW1xj8OHh4QQrz/m/dfGxubTc8a+0vmau/Y+OWv3FezqIauDkUwNCYS27u60un0L37++uHDh4zUbua9mYP9/Qf/NB7WrbtJCHFdU5MQYkHVgqK/KmQymdn07Nzcb8dT42fPnj3z6qt5P1I1JhJfue++Gz7V6t3uQ4gqdvWBz1hjEOtvMvipl+cV9p531s7xVOrMmTOvjY3lzgIqS/XC6ls2tLsyJYkICbaR2Wz24rsXXxsbGx5+8dXTp/PmGinq2tH91//pP7ueNBIe8WlkNpt1kE8SIfG5THId314AiB35tfHmLVuSfX3TU9OTExOXLl0aHn5RCGGWKuT+nnBdUxO/D0TnU7CiomZRTc2imo7bbhVCpNPp8+fO/Wr6V8PDL068PeHgQIz2jo3XNTWtWrWqrr6enwigKFHfwI8GIDEA/PtKQHHM9fprDzv1W5dRuTcO5EWhEEJeFyb7+iIWHnaKmRWIYXhUVVVVVVU1NTfLeJCpwu8yv5MzhfIK39vdvTeZFEI0JhqvvPKjV//Z1bp9uas+gDCGaPv2962dKgUIDxIDAAAilSqIKiGEKNxK6N7ubiN/ALzAVTV8xq5EYMzVetS2U791GZV7CY8IhIedYmYFCA8fXl9PO1l9AGEMCfaV9eHkYMUAsC5AeJAYAAAAwAWcHAwSA8A/nGPAJtORDw/BOQYaR4jgHAPCQ/t2co4BiQEAAAAC9v+3d0ercSNZGIDLMFd5iXEYDwwJ5P2fY2GXhQ0kz5ALMxcNvRcdTI/dqpT7qEpHpe+7MlFJVkt/V3TaOi234qAwgD3NuXoMxCN5PIoeg9wXbXoMxKNCjwEKAxjndDptvoX49utjIkvFY4J4tAxbGiAeA85v14Mcn0DMIdue2QE9BsEA1AeIh8IA9uSvpz8330J8+/UxkaXiMUE8WoYtDRCPAee360GOTyDmkG3P7IBP3IMBqA8QD4UBAACgMIBd0WPgBtDp41H0GCROSNFjIB5VA77VR48BCgP4Kd7X1bszrGX79TGRpeIxQTxahi0NEI8B57frQY5PIOaQtG//YfsZGSAeCgPYk3hfV+/OsJbt18dElorHBPFoGbY0QDwGnN+uBzk+gZhDtj2zAz5xDwagPkA8FAYAAIDCAHZFj4EbQKePR9FjkDghRY+BeFTpMUBhAOPE59zes3bL9utjIkvFY4J4tAxbGiAeA85v14Mcn0DMIZmv6cfsZ2SAeCgMAABYgU/cURjAnuZctxKJR/J4FLcS5b5ocyuReFQMeHKwW4lQGAAAZOfJwSgMYBw9Bm4AnT4eRY9B4oQUPQbikX4/9RgoDAAA2JhbcVAYwJ7mXD0G4pE8HkWPQe6LNj0G4lEx4MnBegy49nA+nx2FA/LXPQAAde8/nDmkP35//OP3x13sZ/Lt37eF9rVaRtbH3Ld0F/HovZ9bxaN9xbWG3REDE8ha279jIyMnkPvmEPHYMB7vXSsYgPsmivwJ2ctl0urcSgQA4BNr0GOAOTf3rK3HQDzi29djkPmiTY+BeFToMUBhwDgvnQZPjx8vP59Op5s/Pz8/vx08wYp///138DeeTqc7VnyZ8Td/jZen5+z3PF7+sdNv3PDgvH1dN1e8/scjv5GXVtzFLPcqZi0r3nxdN1c8nU6/3NWl3xKZ5V728GiRW33FL58+37Hi0m/vFIBXMbv++cePHzdXfElI2tNx3EtDd9vrMXAPqB4DPQZ6DPQY6DHQY7Cv7esxcJmkxwAAAOhCYcCh6TFwA+j08Sh6DBInpOgxEI+qAfe06DFAYQA/xfu6eneGtWy/PiayVDwmiEfLsKUB4jHg/HY9yPEJxByS9u0/bD8jA8RDYcCe6AO79HVFfuOXT5+7Nh+3dJ59+fT57td4WVfzcaeDc9lCv+bj65Nb2dWXFC39xpsxa1nx4M3Hl/Mb3NVXMSurNh9/+fT5l6/xOkV3zHI3Q140Hy+/rd71G8utJt11m4+DAXgbs7f/Ab1dsWg+TksbruZjzWGajzUfaz7WfKz5WPOx5mPNx5qP/cWAQ9Nj4AbQ6eNR9BgkTkjRYyAebX/Y33A/9RgcisKAQ4vPub1n7Zbt18dElorHBPFoGbY0QDwGnN+uBzk+gZhDMl/Tj9nPyADxUBgAALACn7ijMGAczcf//fq/4G/8+v1b1+bj0tB5dn1C3/saL//raD7udHDe7t66K379/m2Vx9CWhUbAsvMW0t6zXPsbufIbX8WsrNp8/PX7t1++xusU3THL3cxq0Xy8/LYasKvlPc3HwQC8jdn1z//6z781H+/Lw/l8dn182JIg/0cRL/9rznf8k7+uvRx5CbGH4mEP7aSEHPYyaXX+YoACaeMtxLevx0A8gsP0GGx4fvUYiEfy/dRjoDAAAGBjegxQGMCe5lxfVyoeyeNRfF1p7os2X1cqHhUDnhzs60pRGAAAZPfyYHtQGNCdbyW6/BB5AUJDAAAJHUlEQVT5jU+PH7f6MpNVXuP1mOJbidIcnLev6+aK1/t55DfyVt9KtMqKr2JWVv1WoqfHj7/c1esUrTXLFd9KtNKKpeGL6YLfShQPwKuYvf0P6O2KxbcSpXXmkPbyrO/8j6y/bwvta7WMrI+5b+leHgXfdT+3ikf7imsNuyMGJpC1tn/HRkZOIPfNIeKx7UF4168OBuC+iSJ/QvZymbQ6fzHg0PQYuAF0+ngUPQaJE1L0GIhHlR4DBlMYcGiXP9Ruu4X49utjIkvFY4J4tAxbGiAeA85v14Mcn0DMIdue2QE9BsEA1AeIh8IA9uSvpz8330J8+/UxkaXiMUE8WoYtDRCPAee360GOTyDmkG3P7IBP3IMBqA8QD4UBAACgMIBd0WPgBtDp41H0GCROSNFjIB5VA74eR48BCgP4Kd7X1bszrGX79TGRpeIxQTxahi0NEI8B57frQY5PIOaQtG//YfsZGSAeu/NwPp8dhQM69Hf0AgD8yhH/4uEb/T3HwPdMe46B5xh4joHnGHiOgecYeI6B5xh4joFbifBhQOqPE/QYiEd8+3oMMn+aqMdAPCr0GDCYwoBDi8+5vWftlu3Xx0SWiscE8WgZtjRAPAac364HOT6BmEMyX9OP2c/IAPFQGAAAsAKfuKMwgD3NuW4lEo/k8ShuJcp90eZWIvGoGPDkYLcSoTAAAMjOk4NRGMA4egzcADp9PIoeg8QJKXoMxCP9fuoxUBhwuGnr6fHj5efT6XTz5+fn57eDJ1jx+t9H7uplQMuKL6ep8huvT2ie1zhmxcs/pt3Vt7vXe8Wbu/qyzaUVb8asZcXkyek9y7W/kdd9jTdfV6qQ7z05q6y49LZ6129s+S+gfbfzZHWVg9N1xcNeGXrA2aFLgvw3/z09fpzyDsX8r2svR15C7KF42MOJd/L5+fnDhw8S4jJpGH8xAADI6Munzw4CCgMY+pHAtluIb1+PgXgEh+kx2PD86jEQj+T7qcdAYQAAwMZ83ScKA9jTnOs5BuKRPB7FcwxyX7R5joF4VDw/P2++n55joDCAo4g/O6b302datl8fE1kqHhPEo2XY0gDxGHB+ux7k+ARiDtn2zA7oMQgGoD5APBQGsCfxZ8f0fvpMy/brYyJLxWOCeLQMWxogHgPOb9eDHJ9AzCHbntkBn7gHA1AfIB4KAwAAQGEAu6LHwA2g08ej6DFInJCix0A8qgZ8q48eAxQG8FO8r6t3Z1jL9utjIkvFY4J4tAxbGiAeA85v14Mcn0DMIWnf/sP2MzJAPBQGsCfxvq7enWEt26+PiSwVjwni0TJsaYB4DDi/XQ9yfAIxh2x7Zgd84h4MQH2AeOzOw/l8dhQOyDNHAAC2Lcyy+c1Zl/jkBcyUb8v8r2svR15C7KF42EM7KSE99vCYV4ZuJeLQ4u/83nNHy/brYyJLxWOCeLQMWxogHgPOb9eDHJ9AzCHTX1kGA1AfIB4KAwAAVuBbfVAYwJ7mXF9XKh7J41F8XWnuizZfVyoeFQOeHOzrSlEYAABk58nBKAxgHD0GbgCdPh5Fj0HihBQ9BuKRfj/1GCgMAADYmFtxUBjAnuZcPQbikTweRY9B7os2PQbiUTHgycF6DFAYAABk58nBKAxgHD0GbgCdPh5Fj0HihBQ9BuKRfj/1GCgMAADYmFtxUBjAnuZcPQbikTweRY9B7os2PQbiUaHHAIUBjBN/dkzvp8+0bL8+JrJUPCaIR8uwpQHiMeD8dj3I8QnEHLLtmR3QYxAMQH2AeCgMYE/iz47p/fSZlu3Xx0SWiscE8WgZtjRAPAac364HOT6BmEO2PbMDPnEPBqA+QDx25+F8PjsKB6QfCABg28Ism9+cdYlPXsBM+bbM/7r2cuQlxB6Khz20kxLSYw+PeWXoViIOLd7X1bszrGX79TGRpeIxQTxahi0NEI8B57frQY5PIOaQtG//YfsZGSAeCgPYk3hfV+/OsJbt18dElorHBPFoGbY0QDwGnN+uBzk+gZhDtj2zAz5WDwagPkA8FAYAAIDCAHbFcwx8yfT08SieY5A4IcVzDMSjasCd7p5jgMIAVptze8/aLduvj4ksFY8J4tEybGmAeAw4v10PcnwCMYdkvqYfs5+RAeKhMAAAYAU+cUdhAHuac91KJB7J41HcSpT7os2tROJRMeDJwW4lQmEAAJCdJwejMIBx9Bi4AXT6eBQ9BokTUvQYiEf6/dRjoDAAAGBjbsVBYQB7mnP1GIhH8ngUPQa5L9r0GIhHxYAnB+sxQGEAAJCdJwejMIBx9Bi4AXT6eBQ9BokTUvQYiEf6/dRjoDAAAGBjbsVBYQB7mnP1GIhH8ngUPQa5L9r0GIhHhR4DFAYwTvzZMb2fPtOy/fqYyFLxmCAeLcOWBojHgPPb9SDHJxBzyLZndkCPQTAA9QHioTCAPYk/O6b302datl8fE1kqHhPEo2XY0gDxGHB+ux7k+ARiDtn2zA74xD0YgPoA8VAYAAAACgPYFT0GbgCdPh5Fj0HihBQ9BuJRNeBbffQYoDCAn+J9Xb07w1q2Xx8TWSoeE8SjZdjSAPEYcH67HuT4BGIOSfv2H7afkQHioTCAPYn3dfXuDGvZfn1MZKl4TBCPlmFLA8RjwPntepDjE4g5ZNszO+AT92AA6gPEQ2EAAAAoDGBX9Bi4AXT6eBQ9BokTUvQYiEeVHgMUBjBOfM7tPWu3bL8+JrJUPCaIR8uwpQHiMeD8dj3I8QnEHJL5mn7MfkYGiIfCAACAFfjEHYUB7GnOdSuReCSPR3ErUe6LNrcSiUfy/XQr0aE8nM9nR+GA/HUPAEDdqzAAAAD+wa1EAACAwgAAAFAYAAAACgMAAEBhAAAAKAwAAACFAQAAoDAAAAAUBgAAgMIAAABQGAAAAAoDAABAYQAAACgMAAAAhQEAAKAwAAAAFAYAAIDCAAAAUBgAAAAKAwAAQGEAAAAoDAAAAIUBAACgMAAAABQGAACAwgAAAFAYAAAACgMAAEBhAAAAKAwAAACFAQAAoDAAAAAUBgAAgMIAAABQGAAAAAoDAABAYQAAACgMAAAAhQEAAKAwAAAAFAYAAIDCAAAAUBgAAAAKAwAAQGEAAAAoDAAAAIUBAADwTv8HxhyOdl1YA8IAAAAASUVORK5CYII=)
140
Appendice
■ Distorsione armonica complessiva (PHONO)
100µ 200µ 500µ 1m 2m 5m 10m 20m
Generator Level (Vrms)
50m 100m 200m 500m 1 2
20Hz 1kHz 20kHz
10
5
2
3
1
0.5
0.2
0.3
0.02
0.03
0.002
0.003
0.0002
0.0003
0.1
0.01
0.001
0.0001
0.05
0.005
0.0005
THD + N Ratio (%)