IM 7.5.1 Lesson: Interpreting Negative Numbers

Here is a weather thermometer. Three of the numbers have been left off. What numbers go in the boxes?
What temperature does the thermometer above show?
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[/img][br]What temperature is shown on the thermometer?
[img]data:image/png;base64,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[/img][br]What temperature is shown on the thermometer?
[img]data:image/png;base64,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[/img][br]What temperature is shown on the thermometer?
[img]data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEEAAAFxCAYAAAAs+sVcAAAW1ElEQVR4Ae2d55OURRDG/Sv8bFl+8INSlgFLBUHEUGI6ETAhUSQHJYgIJkRBRTgRFVEQUHJUkaRkxSwqgoAgglkwIYiprV8f8zr3su/t3uad66ma2sByu/NMd0/3dM8zx4k1Oc4wEAMBITBJMBBqjIFJQr4l4d9//5W///5b/vnnn0R7+9dff8mBAwdk79692nnOe6VseZOE/fv3yxtvvCEvv/yyrF27Vr7++msBFNeOHDki27dvl8mTJ8uAAQPklltuka5du0r//v1l+vTpcvDgQffRoj/mDYQVK1bIq6++Km+99ZYsWbJE1q9frzPOiP788095//33pV+/ftK6dWu56667ZPz48TJ27FgZOnSoPv72229FH7z7wryAwIw/+eSTsnXrVh3wrl27VCKYeRqvhw8fLhdddJG8+OKL8uWXX8pPP/2kIH3xxReyY8eOkqpE3kB46qmn5IMPPpCff/5ZPvnkEwWBwWMjkJCWLVvK/fffL7///rubgLJ5zAsIjGbDhg2ydOlSWbdunbz00kuyadMm1XN0feLEidK0aVN58803y2bg/g/JGwiHDx+Wjz76SFatWqUS8csvv+j3YDCRgBYtWsi+ffv87y6b53kDIWlEgHDfffepOnz77bdJHyvp+wUHAYl4+OGHpVmzZmorSjrahC8vOAgsjzNnzpQmTZqoP8DrcmsFB4EBv/fee9KmTRupqqqSjz/+WPAJ/vjjD+0YTuyJ71gVG6SigMCyOG/ePDnnnHPkqquukmnTpqkzhUM1Z84cWb16tQJS7MG77ysKCHwZQKxZs0a6desmZ599tpxxxhnSuHFjtRXPPvtsSf2HooEAEARWhw4dkq+++kq2bdsmO3fulB9++EGIK0rZigqCGyj6DyD0UtoC93tKAoL78nJ5NBDyvalSLjNb399hkmCSUCMzJgkmCSYJkf00dSgXdcCVxn1mA5aNV9xq9iqLFXaXVBJIujBgtulfeeUVeeGFF3TPYe7cufLaa6/Jli1bdFe6rmROJNM5PCkJCMQL7CcQRD3zzDMyatQoef755zWkJoFD3mLChAkyZswYWb58uSZyCpmlKgkIRI1syg4ZMkRmzZqlz5ctWyaE1OQvZs+erbvVhN6PPPKITJ06taCbtEUHAdFGBchCsT3PzJOFmjJlirzzzjvy6aefCtmsBx54QJ577jl5++23NXUHWEhPIVrRQWDjddGiRfLYY49p5olNFnQ/Lu5kqFAV1GTlypVCcgfbUYhWdBDIRt9xxx2ye/dulQaSNHEA3EC///57efrpp2XBggWa0EFdCrH/UFQQUAV2kwYNGqTGrkePHnXuKvF5slmsGqTyyGQVInFbVBBY99ltJhnDyoBdSLf8sRk7Y8YMBQOVQDry3YoOwubNm2XkyJGaiLn33nvTgoDhRBJYNlGNQmSxSgoCEpFOEgwEEV1Cy0YScHAQxaT6AjJJ+P3oOtln4oF4wyb46lAxkoC4fvfdd7pM4eGlqjHg33FsBg8erPVIOD+LFy/WoMgHoiJBYP1mScOVveaaa6RRo0ZabuMPDJBYv9u2bSt33323Gi/A6ty5swLhJ1YqEoRff/1Vvbtbb71Va47IJVJp5jfqDy699FIFAAcI15YapO7du8vAgQO1TM99viJBQM/x3XFb8esvuOCCY0B499135bTTTtPPuFmnTonqtJtuuknLeCoaBH48biqDohgrFQjz58/XbDPpd9+lJeBp166dZqN9ECjuGjFihEaJw4YN0/0CNlCSOhNADMHfI7wumZ/A4JJAwCACDqGxD8LChQu1JoHo0DXUAYmiiJOBdezYUfcLGGhSr66u1lgDB4vIsixBoEK1efPmx4DA6oAksBfgGiAQMF1xxRU6sMsuu0zGjRunqoP6pOpUvHbo0EErYJGcsgSB4ovzzjtPK1Z9SWBjhBUDMXYNED788EOtZkNycJtdLTSrTKq+ceNGjR0AldihLEHAcJ5++um6NcYgaQzmiSeekOuvv17f90GoSGeJAdRlE9gkoUaRTRJmiZn95ptvpE+fPirCLJuuAVKQIDBA9B7jOHr0aA158RypY2ZXyN8wqWgQGOiePXt0Y/T11193Exs94k9QjNW+fXtp1aqVGjJsAo6U3yoeBGaUtZxyu3hDXQisOOPw+eefq1oQQGEb/FbxIPiDSXoOGAzcXyX8zzYIEPwBp3puIBw9AVOxq0OqWc3mPZMEk4QauXGSQCBEQFYx22vZiH3S/wEE9h969uypO1Sk4NhNJqhyHd/CX1qD3G0mn3jllVdqEhbHisiRcNl1/Axcb9eCBIHzkbjV1B3cdtttelyQXWrXcbp8PyNIEGyJrOQo0ulnro9udXC5yAa7Opg6mDrUnJ43STBJMEnQhcVWB4siazwMk4SjkkBCliIOSnaJIahuJU/hevzcdJCxA1EkBR8UdBBNUgBCVZrrJGuCjyLJSnfp0kUmTZqk+QkKu6lldp3Sn+D3E5yz5CdkCZ1dj8cnQaqDA6FBb68ZCOY2m9tsbrOz+OYxWuxgsYPTBj3xakukLZH/L5ENPiFLFEl940MPPSTXXnutFoxz0Mt1Do03iCgSEGDmg48NulII6lzn1EzwUSSbKtQoc9SPQ6Ic8fvxxx+jznEBS8hGa0nNEwuly+00XGyCsnppbrO5zTWCY5JgkmCSEBlRUwdTB1MHU4cIgaPq4Io5OQx6++23axEnR4tcbxDFnFAPcHqO607OP/98DaLIUrsepxsKMnZwksAVCE4S2ENwnbNTDSaKhGXHnZB1yVh/8E6NgpQE22i1jdb/N1qtttkjm7IC70o9A4X1xpmBAyHe2TD1D4c76+4/BhFAkQ/gli+2yvv27avXnHHVGR1OVQCqqwUBAvRBnJo//vjj5cEHH9TcAfkDKEQhk0jFsuWDEgQIzDRsOqeeempWdMJBgAAhJGw65557rl55BhkVs48tSOXt+VLA8yBAgD8B2hDudIIxk/whjJmQzkEkkQ4IQMCgUs2K+kBKCZCAm9SxNdCacUsQPC0lI5ZxM8pAoQV0VxlxnRE3+cCuA68SA6qrAQInYS+//HKlKL3kkkvUrmBTkjrcLDfeeKNWwZK2KzkIzDS5Qo7yYh/o7APAs0Z4TMluXdIACI5sitmFbIpoktlO6o8//riG2SUnm4rPrj9QMsgkV+FfQ0UYaFJz6sCtgajFPffco6BiU5I6fxu+FiSNYvCSS0LS4BzXEiDU5TABQsVHkQyC+gHfKYJnicqTiy++WI2dLyVx0IIAgTqCO++8U28AptIERwkaAPgYIZTj3+tqQYCABHBlMt4ilhpAAAM1cGxbwYOAEWSZRCWIIehwK8X3BZOACEISkgaX6fsGQihuc6YznvQ5kwSThBrZMEk4Kgm4yyRdYPeFtZeVhc0a1/1CTqALMvkCz1KvXr2UuxVSbKJK3G7XDxw4EH5FKwlZWDu55QM2z+HDh6tEIBV0Lr7x448gJcGpA4lZNlc4G0147nqDUIeKjyKT1v9M37fVwfwE8xMibTF1MHUwdTB1iBAwdTB1iITBrQ4N/nAoITTcrOxQU+hBwLR169aok8/0cxdBBlCckK2qqtKIkbtfuAOSa0xcbxA8S+wn9O7dWy/LJZHLPgLvuc61qX4kGaQkEEU2eJtgoXQIWelorcvyiVsirazXynoDKNLIUgui/2bqYAFUjTCYJJgkmCTUMoypynopAXLdT8HxH4OMHQiYoBgaM2aMnpugTBiaIdf37t0bPs8SIHDLMIXi1113nRZuz507V1ynKCx4sinUgQNg8C1ZQrZSD4JFFi7LJ+YnmJ9QIzomCSYJJgmRGTV1MHUwdTB1iBAwdfhfHTgXCb0Q5yI7deqk5yI5hO46FATBp+GIIlu3bq1B1NVXXy2TJ09WQACFzg2iwUeRlPMOGjQouj6VO2PJRLvO5krwqXlLyFouMhD+BH+5y+a5uc0h+glsjXNuidn1rXldEhKMJODIUFfEhum6deu05ogb/hhguhYECMw4AIwbN04uvPBCPS3PeaaBAwfKjh07ajk5qQAJAgTOK3Fq/sQTT9TLKRg40tCsWTOh+gSJqKsFAQLXGOL3t2/fvpYdwN2FQwGXuC77UPEgMLhdu3ZJ06ZNtQDTn3GqVM8666yMOFUqunoNg8j1hqeccooO1gcBv79x48YaAMGXlNSQBJeQpbIVniXoSJI4lni/rHiWiOwYwEknnaS3fPoDxRbAvQT7DYRUSQ0QHFtv165dla13yJAhysoBM0eqjurB58QlORjgkrLrIAnc9nnyyScry5Y/UJh2IZ3iHlhmNqkBAqpDYfeCBQv0uDDAoiJJffr06UpfAt8SHC4lBQGbwGqA2PPD/Eal+plnnqkZZlaQpObUgYQsg69IniWuP6a2gP0AfxVYvHix8rGtXr261q5QHAxAqGjDyIA4iwCVEFxrGDYohXbu3Km8aJ07d5bPPvssPu5ar4MAAePIMtmtWzf1F6AP4wAH90TjRGVCQFfxksC0Mpuwb1dXV6tOw7MEHSG8B76K1BKBoy+CkAR/YBBP4UGyJPobo/5n4s+DAyE+wExeGwghbqpkMvPxz5gkmCTUyIRJwlFJwF326xjdPiUA0f08JNAFW9YL+y7svO3atVO+pdmzZ+s5SR4bRFkv7nbbtm11Ow5PEzLsKVOmRL1BJGRd9EiKHqIpNk5wvFyPO15BqkMQsUN87a/Pa1sdzE841k8gEoXtlz0JItCkvmLFCpk6daosWbJEt+9Kur1WH7FP+qyvDtgGDn+wK8UAkzonZMaPHx8mCBz6gESCfQk2UZM6V6exZxGkJAACVxwwywCR1Nm5MhAMhGrdwzRJCFEScJvZpaaeEZtArQN2wfW4bQjSJjB4LD48S3GiWmIJUm2+sQwSBAIi0vs33HCDnHDCCVrgQZGH6yRlkQ4nEUGCwNJISn7t2rXC7T/cFYHhc33s2LERAAARJAguijQ/YeRIPSZszpJ5jCYJur9oNsFswmaTBFsivZolswlmE8wmaAhNkLRy5Uq99oSw2u+PPvpo+LEDlfCU6JKZ5qJNokkStK5zM1DwoTQgdOjQQQdKZTw1zhwfcB2pCB4EWyJtiax9ONT8BPMTzE+ISv1NHUwdTB1MHfwiDbMJDd0muIQsRwNbtWp1TELWjxuCzUBRxNmxY0ctzyGA4jwV16i6zsFzH4gg03CU9RJKQ1LbqFEjZeyFtdd1zko2iIQsKfj169drQpZE7OjRo6MOlbHLSAerDhZKWyhtobQWuZqzFCvwDspj5GhwvGdS2xwMCNAIQhdADsF1apE4PpyqBakOrPF4fU2aNJHmzZtrh2hyzZo1qTDQ027BLZG9evVSdxfHB9IZOnc/JvGqBCkJHOnjxj94VTnA5XoShUCQIEA5Rt0hbBrYAU62xU+z+XoRJAgtWrRQ+h/Ugj548GBlzUEyUkkDILjrUxcuXKg2hCNAw4YNS+xEnESS0BeRrC3J8R+O7XJmkYHRObPEYGjTpk3TkJjDndALQTgDEy/vQ1QXb/w/okiMJ4MnimzTpo0eFuXAaKresmVLpSvp0aOHkKxNWnni31Wf18el+zA8KcuWLYtmingf8adhAAEFbiUOcm3ZskVJZkiysgrE25EjR4T9hH79+ik7l2PwA7ykDmFNz549o/Aahp98t4xAwAcg/qezLOIfpGqoAKEwMwoZdbwdOnRIGbf4DFXuN998c60NFD+Eds9HjBih3C2zZs1Sfic3AfG/ncvrtCBg6DB4UIvREUdOuqMmcSPI+6TWoQqDXizekCqO+DnCauyIv4vkBu4/svpgMzgWCBDYlHy3tCCk+kJmHPGHHA7fANqh7du3KyE1UgAQnH6Pt/3798v8+fP1zickCt41f8CpnnP+gcoWgMOYppKw+PfU93XWIMC31qVLFxkwYIDeEc0PRQJ4TSFG/HozfhiSBHfj8uXL9eAHYKUauP8eqoO94N5pqIwWLVpU3zGm/XxWIPBXEX0GM2HCBC294RAnpHIc/XerR/zb+Tc+xwqBPYifbfAH756jLv3791fDuGrVKqUYiP/dXF9nDYL7YlSDWcc+pPIN3Od4hJaMAx+41tALprMHDghAQH0AAcmIs23435HN85xByPRL+eGcj2aF4Tbx+oCAE0ahF6dkcZjqojvM9Pf4nysaCDhchNnM/rx58/RuBzfT6R7ZhmeHmpsEIcBLR3TnDzCT50UDAaPItYisDqNGjVIXO93g3b9jR4YOHSqTJk3SA+ZLly7NZGwZf6ZoIOBNMniMIl4gA3ODTPdIMob4gUNjhO0Y1HT2J2MERKQoIOAuw+/Mmo89qKqqytgoOoBYJok3+DssrfkMpIoCAo4TlKZwJRBcEVu4wWX6SPCEc4WfgE3hb+WrFRwExBbnCRFGChBrDF2mg3efg5cJh4zXbNICSpI/Ul9wCg4CkSZLGxJABEktcyZOkhu8e2RVAQSkAfsCKLAH56MVFASkgLPREydOlA0bNmStCg4IZh9JImZhlxswU7nn9QWmoCAQZKG/rO9Ef+wj4Cy5QdX30akEBhYXnNUm1b5F2YCAFLAcsrYjDQQ/VLdnowoOLFQCp4kQnKgVaQCQXG1DwSSBrbgZM2aoNecH82OJAdyAsn1k9olUkTD2NtjpAuxcWkFAQApIwEAuB+s39qB79+7q7GQ7ePf/CKCQBjgY2KTZuHGjepNlBwLBElIAtSAhN5zO7DVkGjW6ASc9YldQLbe3SalPLq0gkkBYDQjECVhvt5+YNKj6vo+fAQjsaAMEpFW5NAOhULGDSYKI7jKZOphNMElQI202wWxCzWptkmCSYJIQea6mDqYOpg6mDhECpg6mDpEw2Opg6mDqYOoQIWDqYOoQCYOtDqYOpg6mDhECpg6mDpEw2Opg6mDqYOoQIWDqYOoQCYOtDqYOpg6mDhECpg6mDpEw2Opg6mDqYOoQIWDqYOoQCYOtDqYOpg6mDhECpg6mDpEw2Opg6mDqYOoQIWDqYOoQCYOtDiJKC+YfDuXAOFxr9T0TnfR5d1YaqpKyPSsNdcDMmTOV44AT9HAwcmo+aVD1fR8QYACEJxL6AA6P59IKcmCcHwQVECSSUAdAEMWPzoVFwwEF/QAg9OnTRxk0kIZOnTrlgkHhyKYghUIloBuDuBLaMH68G0y2jxDQ8bdg4YKWAB42COpyaQWTBNg64VrbtGmTsvxCL8olN7kSScDGB6cK0nXw4EElqpgzZ04uGBROEmDdg0QCleA5YKASDCIXKWDWYdKA6hTeFqjI9uzZU54gOHYdqAMhloErDWpS7oqtD/mcAwwuFQgtIaeBVQfmX6gNuTQnV66lgqkDUwOnM+Sy2AYMGCQzzqjBtOkGmO4RgwqZDMYQzib+1u7duxWAfLD3FhQEpAFqMBi3MJQsaVCGMaDevXsrIBi6JDvB7EM/CN0YRFWQ2CFRUAsBLAy+uXIsMVkFBYEvOHz4sHI4w5YFOxZAMIsMEGZudBw6MfiTkA7Em4HDn4T49+3bV0GAnAbJwg7AwIf05IuOsOAgAAQODbxLDBADiZfnOJIgoYIzCVFntiGSYuC8BgRWmG3btil4UBpCWwRDMKqVr1YUEPixboVghmHL2rdvn76HpPAc1iyI5aBMR3VQG2YeAwiVkCOyg8YMzuh8tqKBwI/GiqMKrBgscxhNVg6kgsHiXdIBBtAQdySHaw1QFfjbMIr5bkUFwf14jBmeHrRkeH+s9dgMXsPbiCGFghSDiApxqwCAYGgL0UoCQiEGksvfNBCKsUTmMkPF+r8mCSYJNbJmkmCSYJIQ2V1TBxH5D2Uz1BR5ggIjAAAAAElFTkSuQmCC[/img][br]What temperature is shown on the thermometer?
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[/img][br]Which thermometer shows the highest temperature?[br][br]
Which thermometer shows the lowest temperature?[br]
Suppose the temperature outside is [math]-4°C[/math]. 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FgB12ScRG+flXpjx441K/j69OkTJ5teUwQEPv3009IFCDRmeGniJnj96KOPjLuatkA7rXGRK+x1eGVOPPFEwZsGx0w1xBmYMCJk7pZ2mm0nLF6hjGKmoogdm8eZuKS3gNixYTxOomfAnA5GMmbMGDPXx3yQJr8QwBjo0TFC46Zv1qyZeR2nlsH8HvyyoAHh0+QnAnRg4IdpCex5woQJsSvKFiIawUmTJpk9tsXu9ceueBW7kO0FTZs2NUJFpyTuVgL4vOWWW8z2E9prFTsVu0ppOip2lZLWMj9Kxa4MJJXuDRU7S0p1ZGcJoOfZVew8J8hR9VTsHAHpcTEqdpbkqNhZAuh5dhU7zwlyVD0VO0dAelxMlRI7Gi4mj3OtwGEZMpuIWWCQab9cwKmKXYCEP//jcgy/uThWsfOH16AmgR2zEjJbwnbhF1vOtWhExS4bksX5DP7icgzPuTiuMmLH6kcWCnDmHXtjMJhoQgTZ78Z+mUMPPVTq1q1rVloykZkJdBW7KIrFe41xBGfesZE7Xacm4JilxIcffriw14bnU6ZMSXu9il3x+Ez3zTRorIBmdSz2nC7BMTbLHkc4PuSQQ8yeVo57S2f3lKFilw7J4rwHx6xS55QiDuFOxxnvwTGLiurXry916tQxHJMv0wClSogdm7xvuOEGqVatmmy++ebmhJMogLymwdt///3l4IMPNjvryQOI++23n/ksHfUqdulQKfx7nIjAvpmddtpJNtpoI7PfMV0HhdVUCNxBBx0khONhy0cgeghkNHFf6GrMKCrFeU3vnbBZe+yxh2ywwQbmSL50NaHDig1jy3DMsW40iNgxXKbrBKnYpUOy8O/B8T333CO77LKLbLjhhuaw/HR8sY3gyCOPlAMOOMAcBjBw4EBp2LCh7L333mYwk67mlVrsaKjYCsBSUUZpnFm56667GjCjYse+ifPOO0/22msv06tgmTmjQY4C2m233cyIMN1Bryp26W6rwr0Hjxzpw9aAPffc0xz39Le//S2t2OHO4gAAGkJOrsew2B5AJwfB47gneA8nFbswGsV7DsfYL6M0TqvfcsstTecmWiNslmXlu+++uzmxBn7hlIaONoDDAdId5qtiF0WysK+xM7ZvER7twAMPNBwyOGEPY1TsGLmxT65GjRomQgV2DO90cjioncPZOZc4miq92OHyYG9UsLGXBpGeQ1Ts2Di8/fbbm/1u4c8AFgJq1aplQnpEAVSxiyJS2NdwxYiMXh0uTG74v//972nFjvhV8Mj5h2H/PsZ03XXXGePBIMKJ8nVkF0akOM/Zp3jssceaI9h4vt1226UVOw7eZgoiXceF02/++te/mg5s9Feo2EURKexr7Azb5VSpp556yhy+TYclndhxJmnt2rVN54fDnINEW83pNwxY0h0KUKnFDhDYEMhRQADBKdbpxA6giVdFI5luHgCh3HrrrU0vgmvDScUujEZxntNzp5FDtOi0ZBI7Ngpvu+22JrZgtKbwjwuUc+/CHPNcxS6KVuFf03PnSC7smdAs6cQOrnBT77zzzia6eLSWhOHaeOONTaSCMMdcp2IXRavwr+mAclwb/7HnTGKHHcMxR7rRrocTHSHycZB3lONKL3ZhILKJHZEKttpqK2NI4Tw851gZjIvQ7dEhtYpdFK3ivs4mdoTngEcOdo0mjKR69ermoNjwXJ+KXRSp4r/OJHbwxuHbuL/ScUynZdNNNxXmd6KNpI3Ycci3nqDi9r7IJnZ0SOGYcyqj7THxRAPvTfSzsNjh3cnnBBXOPCWEW2JOUMkkdoDCcTD0+jGIaJoxY4bp9XNidrgh5DrEjiNoWBzRpEkTY0j0OHI9ENcjjjjCDNOJocWJ63pcWBT5/F9nEzsO6sZVne4oKG5i3B8cFRVuCBE7OjuNGzc27m/cJwRjzcUvn+NSYY6I1Z4cJcfqQE32CGQSO3h75JFHDMfYejTRuG2xxRZy1VVXlZmbRew495R75PjjjzdzQnE45hrsn1WBPJhX1OPCosjn/zqb2HFwPnacLg4oUxUsWmElZ7StJrI8c75Dhw419kx7fv/99+e0Zdrq008/3azboJ0mjqH3Z2NmEztWbGUSOybHGTanEzt8w40aNTIGdNRRR5nGkp5jrgdzRABPfCQW0OCbVrHL3yiiObKJHSv5MokdDSg9wkxiB7dwxjV0ToiDlYtjVnoec8wxZuETxkc+TfYIZBM7Ig/AcTqxI45kNrHjRHxGaazyYyFTLn75nPuAuUREjrBAPFTs7DnOJnZEDc8kdsznscAlk9ixQpeYo3DMQqY4HGP3DGSIQUp7nWixo/d+9913Gzcme3GiidEe4A4ZMqTMsJmRHaAxn8AKIZbE0qPI9UDYEDncH6NHj9aDoKOgl/N1NrELGkI4iyYWubC6i6Xq0ZEd/BPdmFVfNIhMpOfil89ZvcsoAvcHo0l6/prsEcgkdmBOlHFcXOk4JtTSZpttZkbm4QVK1IiRHaNvYpZhzwT5jMMx19BR5f7BFc5iNhU7e46zid2TTz5pOMau0s3L0SHFm5LOjRmsxsXLgssTW8/FM201g6EXX3zRHPbNqv3EjuwA7LnnnpNNNtnEbFiNUsXENvN56TY4YlQa9SCKWPFeZxM7VuYyesdYookROqN3BDFsQDxH7DTqQRSx4r3OJHZwxYiOhUb0/qMJVzXbUnBdRRtCmzk7jXoQRdr+dTaxw46xVebgEapwYlM5c++MuMN2zDXhOTs6NPnM2SUu6kEmNyZAEM+KhhCffThhFAxjARcjiwKoYhdGq/jPs4kdbqyaNWuaUXTYSOCU1VtwzEg7nPhMxS6MSPGfZxI7ahYsS+cUpPAInc8efvhhs1E53ahPxa74vIZrkE3sWEPBvBwjcbwtQcKmEUBWYxIsOZpU7NYhwgkcZ555ptlcPHfuXNPzQ+hmzZol++67r9mrh4sjmlTsoogU93U2scOtiN+dOZawuxm+WZTAHp/wvh1+iYpdcflM9+3ZxA6XE0LH3AyNGw0gdkxwZVxYLEJiyiGaVOyiiBT3dTaxw03MsY8cDsFILuCYbQvNmzc383F0bKNJxW4dIhgEp6VwFNHJJ59s9tvhE2aOBhcmz7kmmlTsoogU93U2sUO4mDtjReUJJ5xg3NIsVW/RooU5JWfEiBFlRu4qdsXlM923ZxM7rseOmbeh88IcHtsQWGnJthOmK6IjPvKo2KVDunjvZRM7aoW3BTvmMAk2obPuoW3btmY/dDo3NXmqlNixsOC0004zQ1wasWjCCBA1eoCcsbbPPvuYJars68i0UlLFLopicV9zPBxbOl599dW0nRN6gRwScMopp5izEhm1YzAIXdglEvwKFbsACX/+s7CAFdC4rNIl7Hj8+PHGGwO/2PHRRx9t5mOjC1OC/Cp2ARJ+/Oe4L7Z0sLc5XVvNwIOOa6tWrQy/cIzHBqHDS5cuVSmxSwdAuvdoEPELs+UgXS8wnEfFLoxGcp7DMW4POM7UAPJrVOySw2m0pjSIuCyx5Wwck0/FLopeMl5jx3DMdBOn7GRLKnbZ0InxmYpdDJASfImKXYLJy6PqKnZ5gJXQS1XsLIlTsbME0PPsKnaeE+Soeip2joD0uBgVO0tyVOwsAfQ8u4qd5wQ5qp6KnSMgPS5Gxc6SHBU7SwA9z65i5zlBjqqnYucISI+LUbGzJEfFzhJAz7Or2HlOkKPqqdg5AtLjYlTsLMlRsbME0PPsKnaeE+Soeip2joD0uBgVO0tyVOwsAfQ8u4qd5wQ5qp6KnSMgPS5Gxc6SHBU7SwA9z65i5zlBjqqnYucISI+LCYtdvsFbE3cQdEXwgNhxAgeRD4iRRMwygnuGHxxAG92czvlu7du3N5Fvx4wZoyF+KoIcB2UidgRvhVtinXGyDmcvhvkNgrlGw35w6g7BHuGX8C8a4scBIRVUBGIXBGGtX7++sc0ox/fcc0+ZU/apjkY9qCBSHBdL8FbOTCXsFhx37dq1jB3D8fLly1O+mbZaxW5dpHIC+xEZgbP4uPGJnBB+cD4fO/3DScUujIa/zwOx4ygi4hliLJy2HuaX50888UQZI1Gx85fXaM0QO85Ivemmm8yxUzSEUY5HjhyZ9gg6Fbsomn6+ZmTHeZoIF/ZMRzTKMccGRo+GVLFbxycjO4bEHFnTs2fPlNP0ETge6Q6QVrHz0yCitQrcmEHw1mbNmqUN3pqOYxW7KJr+vkbs4gRvTfcLVOzSoeLfe4gd5x4vWbJECN7KSA+PW9BOB/+jNVexW4eIztlFb43K9ToQOw3eWrl4jf4anbOLIlL5Xofn7Cp98NaKoE/FriJQ9adMFTt/uKjImqjYVSS6fpStYmfJg4qdJYCeZ1ex85wgR9VTsXMEpMfFqNhZkqNiZwmg59lV7DwnyFH1VOwcAelxMSp2luSo2FkC6Hl2FTvPCXJUPRU7R0B6XIyKnSU5KnaWAHqeXcXOc4IcVU/FzhGQHhejYmdJjoqdJYCeZ1ex85wgR9VTsXMEpMfFqNhZkqNiZwmg59lV7DwnyFH1VOwcAelxMSp2luSo2FkC6Hl2FTvPCXJUPRU7R0B6XIyKnSU5KnaWAHqeXcXOc4IcVU/FzhGQHhejYmdJjoqdJYCeZ1ex85wgR9VTsXMEpMfFqNhZkqNiZwmg59lV7DwnyFH1VOwcAelxMSp2luSo2FkC6Hl2FTvPCXJUPRU7R0B6XIyKnSU5UbGbMWOG0ECGH+m+QqMepEPFv/cyiV2YX56nSxr1IB0qfr4XFbvx48en2HDAd7raa9SDdKj49x5id/LJJ8svv/xiItVMmzYtFsca9WAdl4jdEUccIeeff74ceuih0q5dOxPAlSCuwWPo0KEavNW/ez9WjWjkCN5ap04d6dKli1SvXl1at25dym3A8a233mqMKFyoil0YDb+fI3YnnHCCXHTRRXLwwQdLy5Yty3BMHDTCwESTil0UET9fE9KnVq1aJvgyHLdt27YMxzfffLMsW7Ys5Qeo2K2DA7E78cQTZeDAgdK4cWMTcfyuu+6S8OP5558vYyQ6sku5n7x9EYgd0egJ9HjAAQdInz59UviF66efflpWrFiR8jtU7FLg8PoFYnf66afLoEGDTBBmOjFhG+Y5AXrTxS1UsfOa2tLKMbI76KCDhI4p9ty3b9+0HEftWMVuHYSIHcFbv/32WxP8MZ0bM52bS8Wu9B70+gncTZ06VQjeunLlSiF4KyM93o8+oj9ExS6KiL+vAzfmokWLjD2rG9Nfrspbs7Abk3h2vI7aMK+jScVuHSLRObuZM2dGsUr7WsUuLSzevcnNj9hp8FbvqHFaoUDsFi9eLN27d5cJEybELl9HdrGhKuqFiFvTpk1l6dKlosFby0GFil05QEtQFhW7BJFlUVUVOwvwEpJVxc6SKBU7SwA9z65i5zlBjqqnYucISI+LUbGzJEfFzhJAz7Or2HlOkKPqqdg5AtLjYlTsLMlRsbME0PPsKnaeE+Soeip2joD0uBgVO0tyVOwsAfQ8u4qd5wQ5qp6KnSMgPS5Gxc6SHBU7SwA9z65i5zlBjqqnYucISI+LUbGzJEfFzhJAz7Or2HlOkKPqqdg5AtLjYlTsLMlRsbME0PPsKnaeE+Soeip2joD0uBgVO0tyVOwsAfQ8u4qd5wQ5qp6KnSMgPS5Gxc6SHBU7SwA9z65i5zlBjqqnYucISI+LUbGzJEfFzhJAz7Or2HlOkKPqqdg5AtLjYlTsLMlRsbME0PPsKnaeE+Soeip2joD0uBgVO0tyEDsOFZ07d6706NFDpk+fLqtWrUp5rF69usy36EHQZSDx8o1A7Ih6sHz5cjn11FPl008/TeEXvtNxrFEPvKQ0baUQu549e8rChQuNPb/99tuxOKYwPQg6LaTevYnYnXTSSUJki27duskXX3wRi2ONerCOSsTuqKOOks6dO0vdunVNEFdOTQ8/7r333jKNoYqdd7aQtkKIHSF96tWrZxrBGjVqmAC9YX55Tqw7TlMPJxW7MBp+P0fsmjRpIl27dnVBS9gAACAASURBVJXDDjtMzjrrrBQbhmPioGk8O795zFa7IHgrsQoJtN2xY8e0HGvw1gwoInaEjRg8eLAxFoK4Dh8+POXxyiuvaPDWDPj5/nYwsmvUqJHcc889cuCBB5oAvVGOX3jhBQ3e6juZWeqH2J1xxhmm00IQZmJURjl+9tlnVeyyYOj7R4gdEcqHDh1qAm1ff/31cv/996fwPGrUKKGTGk46sluHhs7ZhW+Lyvc8EDuNZ1f5uA3/Ip2zC6NROZ/rnJ0lryp2lgB6nl3FznOCHFVPxc4RkB4Xo2JnSY6KnSWAnmdXsfOcIEfVU7FzBKTHxajYWZKjYmcJoOfZVew8J8hR9VTsHAHpcTEqdpbkqNhZAuh5dhU7zwlyVD0VO0dAelyMip0lOSp2lgB6nl3FznOCHFVPxc4RkB4Xo2JnSY6KnSWAnmdXsfOcIEfVU7FzBKTHxajYWZKjYmcJoOfZVew8J8hR9VTsHAHpcTEqdpbkqNhZAuh5dhU7zwlyVD0VO0dAelyMip0lOSp2lgB6nl3FznOCHFVPxc4RkB4Xo2JnSY6KnSWAnmdXsfOcIEfVU7FzBKTHxajYWZKjYmcJoOfZVew8J8hR9VTsHAHpcTEqdpbkqNhZAuh5dhU7zwlyVD0VO0dAelyMip0lOSp2lgB6nl3FznOCHFVPxc4RkB4Xo2JnSQ5iRziQefPmSa9eveSrr74y4XzWrFlT+j9dDCyNZ2cJfIGyh8VuxYoV0qxZM/nss89KuQ14TsexxrMrEEkOvgaxw35/+uknY8/jxo2LxTFfrcFbHRBQgCIQu5NPPlmWLFliYlMS8iew3+B/OjvWED/ryEHsGjRoIJ06dZI6deqYgICIX/gxbNgwDd5agJu5Ir4CsSN4K4F5L7/8ciF463nnnZfCL1zffvvt8ssvv6RUQcUuBQ6vXyB2BG/t0qWLCezZqlWrMhwTszJdY6hi5zW1pZULgrcSoJfgre3bt0/LsQZvLYUs9Qlid9ppp5nAnqeeeqoJ/vjEE09I+PHmm2+aHkQ4p47swmj4+zwY2Z144ony2GOPGSMZNGhQCr9w/frrr5cJ+qhi5y+v0ZohdmeffbY8+OCDpvd/7bXXluF4zJgxwv0QTSp2UUT8fI3YMSB56KGH5KSTTpIhQ4ak5XjlypUpP0BHduvgCNyY8+fPN26QGTNmpACV6YWKXSZk/Ho/EDuCt2IEuDGnTp0aq5IqdrFg8uKiYM5u0aJF0r17dxk/fnzseqnYxYaqqBcGbkw8MFdccYVMmzYtbeclWkkVu3WIIHYYx4IFC4zYzZw5M4pV2tcqdmlh8e7NsNj99ttvKnbeMeSmQoHYLV682NjzhAkTYhesYhcbqqJeqAtULOFXsbME0PPsKnaeE+Soeip2joD0uBgVO0tyVOwsAfQ8u4qd5wQ5qp6KnSMgPS5Gxc6SHBU7SwA9z65i5zlBjqqnYucISI+LUbGzJEfFzhJAz7Or2HlOkKPqqdg5AtLjYlTsLMlRsbME0PPsKnaeE+SoemGxY9/k22+/XWbDcbDxOPr/6quvlg8++EAmTZpk9mKy+EyTfwio2FlyomJnCaDn2VXsPCfIUfXCYnfppZfKLbfcIq+++mqsx7nnnmuETsXOERkVVEyVFDtOQWCvxc8//1zmsXz58rygVrHLC66CXrx06dIy/MI5x34hYnGSil0clIpzDSMsTrtIZ8e8H5djah8Wu0suucSM0O666y6J8zjllFN0ZFdBtwAcZmqr8+W4Soode+Fq165tjn7i+KfgUbNmTTn//PPzok3FLi+4Cnrx0UcfXcptwDH/O3fuXOa0k0wVU7HLhEzx3//6668FoQlzy3PsmOO+6OzETSp2cZEq7HXsezzggAPKcAzP55xzjvzwww+xK1Qlxe7jjz+WLbfc0hhEv379JHj0799fRo4cGRs8LlSxywuugl2Mkey0005y1llnlfIb8Pzkk0/KqlWrYtVFxS4WTEW56NNPPzUNIcf1BdzyHzvm2K/osU/ZKqlilw2d4n02d+5c+dvf/mY6NX379k3hmWO/8unQVEmx46zKbbfdVl555RVrFlXsrCGskAKIPgHHY8eOzcudFa2Mil0UEX9eT5w4Ufbff39zviE82SQVOxv0Ki4vArXxxhvLI488YmXH1LBKit1zzz0nO+ywg2AstknFzhbBisnP6rhtttlGJk+ebGUkKnYVw4+LUl977TXZe++9hc6rbVKxs0WwYvLDy0YbbSQvvfSS9RdUSbF7+OGHZffddxfcmSxWYKKTye7yJBW78qBW8XlGjx4tu+yyizm0mUVHPMrDsYpdxXNV3m8YNWqU7LXXXmZxSGDHq1evLldxKnblgq3CM73zzjuy4YYbyltvvWXm2Wmry8txlRS7O+64Q7baaitp2bKleeDzv+yyy+SNN96IPZcTsIzY9ejRwxwE3bt3b5k1a1bwUdb/7MXp0KGDfPTRR0LoEOYaOCVfkxsE8OfDMZPYLVq0MGGYiFWWLhRPtm8MxO6iiy4Sm4Og33vvPeH+0OQOATjeYost5Mwzzyy144svvthMT8BVPikQOwJ7cp8Qu/Duu++O9dDVmPkgnd+1TENssMEG0rx5c8MzYdSIHfriiy+agUo+pYXFjsP784l6QFgvpr1or9u1a5fXXGE+dYx7bUncC3F7IHAE4ezWrZtccMEFcuSRR5qRwFVXXZXXD0HsDj/8cAPAwQcfLK1btxYMLtcDwmrVqmWMFGPhe1Xs4jKY+zpG7aeffrrhhYYLjo866ijZddddTeeEUC5xEmJH8FaCPcIZHgEWveTil88RyEMOOcTER0NwCRqpyR0CTEOcccYZ0rZtW2FvHHgfc8wxhiO2D8TlmBohdo0bNzbBl5kHZAUgQZnjPHbbbTfToYJjQkHppnJ3HH/++edmcUqbNm1MB4SV1A0bNjR2zPN58+bF/jLi2eEJYMU9q/GJXxjXjmnjiYHH/Yb957MwJnYF87gwttixEg9DwLXFii1cIMShQ/hYpclqvbgJsePHk4ce5qOPPmpGiIwSsz0YzR1//PFmH8/AgQOFMCEqdnFRz30deylZkRnmmFE3I3hWaY4YMSKWOyQY2dGjZJNx/fr1Zfjw4Vm5DXinJ4hBXX/99SaSOSdzaHKHAO4sRmK4tgI7/uabb6RPnz6y+eabC9MVcRNiR4/9+eefF7hmJBGnIURUiWJ/5513msDNvFaxi4t67uuYevjpp58Mx4zW4ZkVmgMGDJCtt97a4J4ueny6khE77JdRIV49PAOBrWb7T1uNQF533XWmvWZAkxixSwcEjdr06dNNjyGfvXaIHY1YOHgrZeV6QBzG9eGHH5pGVN2Y6Vhx/x6dGnruuJDj3LCB2IWDtzLSy8Uvn9OJouFFJN999111Y7qnM22J7L9jHxbem7jztIEbk04wIkenaOjQobEeTZs2NSeovP/++3pcWFpG3L/JiA6vCaIVd4sJbsyTTz7ZbFIneCuvEcpctkxbzYk6L7/8smmvE+XGzAQ9GxT32Wcfs/8u0zXR9xE7Dd4aRcXf14wEcFljJDzPlcJix02vkcpzIVb8zxnRM9rCpRl3lBWIHXn1BJXic5irBpyag9u5SZMmsTqtlBees6sykcppwKKJ9wBj5513NuIV/TzTaxW7TMgU9/10HFMjOGZkx83OyCtXUrHLhVDxPs/EMaN35lYZvcdNKnZxkSrsdZk4njNnjpl3a9++fexFhVVO7Gjg2HuF3zfo9eHqYBMyPbpq1arJuHHjYjOqYhcbqoJdyFwOq7iYvwlzjHuLSe0999zT+Orj+PpV7ApGW95fxCKk2bNnm1WyZMaO4RxPy3bbbWdW3sYtVMUuLlKFuw77ZJoHjgNXJfZI202kCdrqp556KvY+2iondgsXLjQr8xo1amTmzFiUwnzMscceK/vuu6+ZgAwayDi0qtjFQamw12AY8HnccceZFbdsDWElJa8Z1Q0ZMiTWqI5aq9gVlrt8vo2OCzyzGhM7Zq4Nu2YlJYuCWJwUN6nYxUWqcNfReWHuFHc0qzEDjnFf0lbDcT4rbquc2LESc/z48ab3x9J0jIOJ7F69egkTzPluWFSxK9zNH/eb6BHCcc+ePc3cXMAxPX4WiuTTmVGxi4t64a9j7yJbdlgOTgPIKkrc02xAjrswJai1il2AhD//sT14gWNWumPHbNNiKxHbx4LRXtwaVzmxAxhARPRYjceyVkJIxD0YOAqsil0UET9eZ+KY9/NJXD916lQz+tcFKvkgV/HXBhyz9YAePosW6MjkyzE1VbGreL7K8w1wyQDEBcdVUuzKA3qmPCp2mZCpHO+r2FUOHnP9ChW7XAgl/3MVO0sOVewsAfQ8u4qd5wQ5qp6KnSMgPS5Gxc6SHBU7SwA9z65i5zlBjqqnYucISI+LUbGzJEfFzhJAz7Or2HlOkKPqqdg5AtLjYlTsLMlRsbME0PPsKnaeE+Soeip2joD0uBgVO0tyVOwsAfQ8u4qd5wQ5qp6KnSMgPS5Gxc6SHBU7SwA9z65i5zlBjqqnYucISI+LUbGzJEfFzhJAz7MHYhcEb+UAAmJsxUmEbOJYI0KEEHtNg7fGQa041wRilyt461133WVOWQr/1+CtxeEs328Nix2Raohyg33nSuzdDKIeJC54a64fl8/nxEEisCenOHCEDSEkWrVqlfLgJA8aSOIpBQ/CxHCCi0Yqzwftwl+LMcAVwR7PPfdcc1A4J3VwRFX40bdv3zJRFFTsCs9Xeb8RsePoMWJTEuCTwMp16tRJeRB/krA/YaHjuYpdeVEvbD7aXkI/EWOS6DZ0XMM2zHNOa+GQkXBSsVuHBiM7Tlfn8GiOtOEMRmKYhR/9+/eXu+++W4YNG1b6INgjUZA56JSev8azC99e/jwPRnZ0YD755BMTJfmFF14wp6pwskrwmDlzZpmj5lTs/OExV00QO87a5MhAGkMCdIZtmOd0aKJCp2KXC1l/PmdkR4eGNve8886T0aNHl9pvYMcEBIgeNadit45DxC4I3orQZTKIqJHccccdKnb+2EHGmgRiFw7eimHwfvQRLUTFLoqIv68DN2Y4eGvUZjO91pGdv7yGa4bYRYO3Rm2Y19GkYrcOkfCcHWLHCC2TUYTfV7GL3lJ+vubmR9wQOz0b00+OXNQqEDsN3uoCTT/LCM/ZVZngrS6pULFziaZ/ZanY+cdJRdRIxa4iUPWrTBU7Sz5U7CwB9Dy7ip3nBDmqnoqdIyA9LkbFzpIcFTtLAD3PrmLnOUGOqqdi5whIj4tRsbMkR8XOEkDPs6vYeU6Qo+qp2DkC0uNiVOwsyVGxswTQ8+wqdp4T5Kh6KnaOgPS4GBU7S3JU7CwB9Dy7ip3nBDmqnoqdIyA9LkbFzpIcFTtLAD3PrmLnOUGOqqdi5whIj4tRsbMkR8XOEkDPs6vYeU6Qo+qp2DkC0uNiVOwsyVGxswTQ8+wqdp4T5Kh6KnaOgPS4GBU7S3JU7CwB9Dy7ip3nBDmqnoqdIyA9LkbFzpIcFTtLAD3PrmLnOUGOqqdi5whIj4tRsbMkR8XOEkDPs6vYeU6Qo+qp2DkC0uNiVOwsyUHsLr30UgFIQv0QoHPQoEEpj1tvvbXM4dB6ELQl8AXKHohd+/bt5YcffpCTTjrJhIEhyGf4sWzZMvnjjz9SaqVRD1Lg8PoFYkf0ktmzZ8sFF1xgwv3EsWMOd9eoB15TW1o52ugTTjhB5s2bJ126dJGPP/44xYax56VLl5YJ6KpRD9ZBSPBWgjwSA4uAjwcddJAcfvjhKQ+CfSJuGvWg9L5LzBPEjuCtBx98sLRr10522WUXadGihXTs2DHlcd1118nPP/+c8rtU7FLg8PoFYtewYUMTxw47JhBz1I6bNGmiwVu9ZjF75QjeWrNmTROwdf/995eWLVuaAUrYlq+99loN3poJRkZ2hPaZPHmyMZTLLrtMBgwYIARsDR4DBw4sYyQ6ssuEqF/vByM7opTPmDFDGjduLHRwvvnmm5THd999Vyboo4qdX1xmqw1i17VrVxPOiYjVeGkC+w3+33DDDSkd1qDzqiO7bMj68xkju0aNGgmix+h9/PjxKTaMTS9YsKCMh0ZHdus41Dk7f27miqhJIHYaz64i0PWnTJ2z84eLiqpJeM4Ol/W0adPKuCzTfbeK3TpUVOzS3R6V5z0Vu8rDZbZfomKXDZ3K8VlY7DR4azk4VbErB2gJyqJilyCyLKqqYmcBXkKyqthZEqViZwmg59lV7DwnyFH1VOwcAelxMSp2luSo2FkC6Hl2FTvPCXJUPRU7R0B6XIyKnSU5KnaWAHqeXcXOc4IcVU/FzhGQHhejYmdJjoqdJYCeZ1ex85wgR9VTsXMEpMfFqNhZkqNiZwmg59lV7DwnyFH1VOwcAelxMSp2luSo2FkC6Hl2FTvPCXJUPRU7R0B6XIyKnSU5KnaWAHqeXcXOc4IcVU/FzhGQHhejYmdJjoqdJYCeZ1ex85wgR9VTsXMEpMfFqNhZkqNiZwmg59lV7DwnyFH1VOwcAelxMSp2luSo2FkC6Hl2FTvPCXJUPRU7R0B6XIyKnSU5KnaWAHqeXcXOc4IcVU/FzhGQHhejYmdJDmJ38cUXy5QpU0ycJA4YJRRI+HHzzTeXCQ2iIX4sgS9Q9kDs2rRpYwJ7Evxx3LhxJhQI4UCCx48//lgmNIiG+CkQSQ6+BrEjPBfhX4hbeP7556fYMPZ80003lbFjDd7qAPwCFYHYEaJr+vTpctFFF8nEiRNl/vz5pTaMLS9cuLCMHWvUg3UEIXZ169YV4p0R9JEgn/Xr1095NGvWTIO3FuiGdv01iB3BWw855BATrHW33XYzQR+JhxV+0Bhq8FbX6BeuPMTuuOOOMx1WArfut99+KTaMTZ944oll4lKq2BWOI9tvoiOz5557ms4MwVvPPPPMFBvGnvv162eilYe/S8VuHRqIHcFbMZbWrVtLt27dhKjV4ceNN95Yxkh0ZBe+nfx9Hozs4DYI3grnc+bMSXlo8FZ/OYxTM+z30ksvTQneGrZhntOhGTp0aJnRnQZvjYNw8a9hZBcO3jphwoQUG8amGd2tWbMmpbIqduvgoOHr3r27AQnRo2cQRDDO9l/FLuV+8vZFIHYavNVbipxUDLHr3bu3LF68WC655BK5/PLLY9mxjuycwF+QQsJzdhq8tRyQq9iVA7QEZVGxSxBZFlVVsbMALyFZw2KnwVvLQZqKXTlAS1AWFbsEkWVRVRU7C/ASklXFzpIoFTtLAD3PrmLnOUGOqqdi5whIj4tRsbMkR8XOEkDPs6vYeU6Qo+qp2DkC0uNiVOwsyVGxswTQ8+wqdp4T5Kh6KnaOgPS4GBU7S3JU7CwB9Dy7ip3nBDmqnoqdIyA9LkbFzpIcFTtLAD3PrmLnOUGOqqdi5whIj4tRsbMkR8XOEkDPs6vYeU6Qo+qp2DkC0uNiVOwsyVGxswTQ8+wqdp4T5Kh6KnaOgPS4GBU7S3JU7CwB9Dy7ip3nBDmqnoqdIyA9LkbFzpIcFTtLAD3PrmLnOUGOqqdi5whIj4tRsbMkR8XOEkDPs6vYeU6Qo+qp2DkC0uNiVOwsyVGxswTQ8+wqdp4T5Kh6KnaOgPS4GBU7S3IQOw3xYwmix9kDsSN468yZM+X4448XOJ87d27K4/vvvy8TGkSDt3pMbKRqiB0hfj7//HM577zzTOzCaIifgQMHpo2EoCF+ImB6+hKxC0L8EMVk/PjxJsRP2JYJ1fXHH3+k/AIN8bMODho+AraeeuqpUr16dSHw40EHHZTyIOgjIX3CIX80xE/K/eTtC8SO4K0Ee2zZsqXsuOOOQrRyAj+GH7169ZIlS5ak/A4VuxQ4vH6B2B111FHSvHlzqVmzpgnyGbXjhg0bajw7r1nMXjmCt+6xxx6G47322ktOOumkFBvGnomGEA3CrGK3DtdgZPfxxx+baOXEwRowYEDKQ4O3Zr8Jff40GNkRvPWrr76Sxo0byxtvvJES9PGbb75JG/RRxc5nZlPrFozspk6daqKVd+jQIcWGsWmCt4Y7rMFzHdmlYunrq2Bk98UXX5gI5YzssN1wIOb58+fryC4TgYidBm/NhE7y3w/EToO3Jp/LbL9A5+yyoVM5PgvP2Wnw1nJwqmJXDtASlEXFLkFkWVRVxc4CvIRkDYudBm8tB2kqduUALUFZVOwSRJZFVVXsLMBLSFYVO0uiVOwsAfQ8u4qd5wQ5qp6KnSMgPS5Gxc6SHBU7SwA9z65i5zlBjqqnYucISI+LUbGzJEfFzhJAz7Or2HlOkKPqqdg5AtLjYlTsLMlRsbME0PPsKnaeE+Soeip2joD0uJgqL3Y0ZsGjPDyp2JUHtcLmCfjlf76JPOy90q0H+SJX2OttOKamKnaF5as832bLcZUVO3bFf/bZZzJ8+HAZNGiQjBo1SjgqJt8GUcWuPLdtYfLAMRtIH3jgARk8eLA8/fTTMm/evDLHemWrjYpdNnSK/xkcczLGQw89ZOz4ySefNBuFo0c+5aqpil0uhIr3OVxOmzZNHn74Ybn55pvl8ccfl9mzZ+dlx9S+SoodJ1v84x//kL333ls4NqZOnTrmGJmjjz7aHA2VD60qdvmgVbhrEalHHnlEatSoYTg+7LDDDMfHHnusvPfee7E7NSp2heMs329C6J566iljxxzxhR1zZF+DBg3y4pjvVbHLF/3CXL9mzRp55ZVXZL/99jPc1q1bt/Q/J6CsXr06dkWqpNi9++67su2225oDX3/44QdZsWKFfPLJJ+ZcSxrDZcuWxQZQxS42VAW9kJ7fLrvsYs6zZDQHx4zy6tWrZ862hPc4ScUuDkrFuYYj+mgEOa6LQ7rhmBEAZ1geeuihxlMTt2YqdnGRKux18Lrllluacyw51guOp0+fLrTTCB9H+MVNVU7sVq5cKb179zaHvU6ZMqUUJ3oQL730kmy11Vby/PPPl76f64mKXS6ECv85XHJCAoe+coo9gkXi/xNPPGF6hs8880yZM/DS1VTFLh0qfrx3/fXXGy4RvSDBF3ZMA4nbOm5SsYuLVOGuw305bNgw2XDDDWXixIkpX/z2229LtWrV5N577y2175QL0ryocmLHQZ+cWn/aaafJ0qVLUyCh57DbbrtJt27dUt7P9kLFLhs6xfls+fLlpjNDlILoKP3bb7+V2rVry2WXXWZ6iblqqGKXC6HifI77ihEdtsy0RDhh47ivCdUDf3GSil0clAp7zapVq+SMM86QXXfdtUwkgoULFxq3NRzjzo6TqpzYsSjlwAMPNI3db7/9loLRokWLzNC4WbNmKe9ne6Filw2d4nxGfCpG6HRaooaA+BHa4+STT5Yff/wxZwVV7HJCVJQLiB/IHF379u2FRjGcfvnlF2natKnUr19f6PjESSp2cVAq7DWLFy82odKw12iHBjtu0aKFHHfccUK7HSdVObH74IMPzIQ2gRhxd4UTcYyOPPJIM8Edfj/bc8QuCN5KgE8aWNwruR79+/c3xvryyy/LY489Jn379i1DaLbv1c8yI4BPf7PNNhNCK0U5xudPzDL8/czl5UqB2AXBWxlJwHk4LEim58wndO3aVR599FHjGu/Zs2eur9PPYyLAnOwBBxwgPXr0KMMxDWGrVq2kVq1agijGSYhdNHhrLhsOPicgKK5THpQR7WDF+X69piwCcMeCo4svvrhMhwY7Puuss0wbyr0QJyF2hOhi9W44eGsm+w3enzVrlvTp08es+GWxTNu2bct4BeN8v8trSuIUNmHCBOOqTCd29AKbNGkiRxxxRJyizDXENsNlwmiRRS/4kVkYkeux8847yyabbCL77LOPWS1I8M9o7yV2JfTCFATYFwe26cSOhgjXB6sz44odwVsxOhY9bLHFFmZRBPlzPQ455BDZYYcdjEuVhrdz584p9dQX5UeAhouV1OnEjobwkksuMZ1athPFSYgdfBGwFTvebrvtctpwYOObb765EVY47tixo4pdHMBjXIN9br/99obL6Ogdr9wFF1xgbPDrr7+OUZoYkaN9Jtg25bK4KZcN8zl2v9NOOxk7Jjg3QV6jU2CxKuDwolhi9+GHH5obM53YBSM7RndxE718eh4sdkHxiZNE2bke1113nVkZOGbMGLNvREd2cRHPfR0jKhogOIguTQ5GdtzEccUO8UQgCfRIZ2jcuHEmWOuCBQuy/qfHydzgyJEjTa+fDo0mNwgEIztiSUZH7+GRXT5iR+BlRBTXKA1pLhsOPme0MHr0aPOAbx3ZueGYkR0DCTqJUUyDkR12HFfsgpHdjBkzjDeORS+5bJjPmRa55pprjAeO9joxIztW59GD46aMztn99NNPRsV1zs7NzVqsUliEss0222Scs8MVqXN2xWLHzfcy38o2kkxzdnRKDj/8cJ2zcwN3UUph8MGoCluNer3o0LDIkG0mtNtxEmLHXC6jsnzj2XHwCFNOH330kbRr1y4ZIzt6eoAHUExkhxM9d1ZjMs8SN+kClbhIFe46en24lE4//fQyqzHppeFyxs0VZ/FCMGenx4UVjr8438RojrnX448/vkxDSGcHt/M555yjqzHjgOnpNbgu4RB3MYtVwolRH6O6c889t8yoL3xd+LmN2N1yyy3JEzuGwwMGDJA999zTbCQPwMB4nn32WbM/hyOH4iYVu7hIFe469uewAIgGDxdksPyc91kMRIdmxIgRZdxf6WqoYpcOFT/e4wg47Jh9dgHH/GefLG5sFgbFTboaMy5ShbsOLjkGbqONNpJ33nmnlGNqQLvLvNsdd9yR8n622lU5sQOMyZMnm4UhzMNwk7PqBl8sE5fszI97ukYAOvMG+HZZldmvXz+56667cj4giWONmEPku8kXHapnI04/y44Ae61YbMCqPPhm1I6B4PpiNMAIL05SsYuDUnGuoSNzzDHHmBHe+++/bzjmCClsGPcXdh03qdjFRaqw18Ehi0KYM/TebwAAIABJREFUWuKYP16zyJAtB6yoZloqbqqSYsfo7oUXXjCrcejlM4fHahvAC5/GEAdEHdnFQak41+Bjx1B23313I3w77rij4ZjTF4KRQK6aqdjlQqh4n+ONee2112T//fc3o3U6q6xyRuiwS0bycZOKXVykCnsd9sc8GdzizoRb/jMV8frrr5dZgJatdlVS7AAEwWNJOYcF33rrrSbqAfspoiu7soHHZyp2uRAq3uf4/On54c4aMmSIOT6KlVjRFZrZaqhilw2d4n+GHbNvihWv2DEHQ3M+Zr52rGJXfC4z1QAbhFOO+sN1zX+EK7odIVP+4P0qK3YBAACZTw8wyBf8V7ELkPD3f8Ax//NN5MFdpgtU8kWusNfbcExNVewKy1d5v422ujx2zPdVebErL+hBPhW7AInK+V/FrnLyGv1VKnZRRCrfaxU7S05V7CwB9Dy7ip3nBDmqnoqdIyA9LkbFzpIcFTtLAD3PrmLnOUGOqqdi5whIj4tRsbMkR8XOEkDPs6vYeU6Qo+pFxY4TluJsIeIaQg1xwDzbHzhyjEUzmvxDQMXOkhMVO0sAPc+uYuc5QY6qFxU7RCtfsZs0aZKKnSM+KqIYFTtLVFXsLAH0PLuKnecEOaqeip0jID0uRsXOkhwVO0sAPc+uYuc5QY6qFxW78rgxdWTniIwKKkbFzhJYxO7888+Xd9991wQT7NKli1x77bUpD8L5DB06NMUtoseFWQJfoOyB2HEgLfvtOKaIk1kwnPCDkDPRzeoc/3b11Veb4+AIJ9K7d+8C1Vq/Jl8EEDtCdXFaB4cLc5Rg1I45UzedazOYs1Oxyxf1wl6PvRIlAa47dOggY8eOTbFhPidcUNSOmYNN5EHQruEleOuuu+5qDh3m8NmtttrKBH4k+GPw4Iib22+/PcVQVOxcM1Ex5SF2nLTDMVQ1a9Y0QWE5Yo7AoeFHixYtZOHChSmVULFLgcPrFzSARD4nfhoBenkE9hv8J9jnnXfemWLH4QUqKnZeU2xO2oFL7HjLLbc0xwiGbZjnhACKhgxSsVvHKyM7QgJxZBGxtXr27Gl6AfQEggdH3ER7hCp2fhtGULtgZAe3hIc66aSTzIG0ixYtkvCDcFHRk3hU7AIU/f+P2BHjjJ49nhoOdQ/sN/ifzo5V7PznNqghIzdiWXKYNCG+GMWHbZjnxNDD5sNJxW4dGjpnF74tKt/zQOz0uLDKx234FyF2uJmJm0ZDWJ45O916EEbUv+eIXXmDt9LhSVzwVtcUqNi5RtSv8lTs/OKjomoTFTvdelBRSBevXBU7S+xV7CwB9Dy7ip3nBDmqnoqdIyA9LkbFzpIcFTtLAD3PrmLnOUGOqqdi5whIj4tRsbMkR8XOEkDPs6vYeU6Qo+pFxU7n7BwB61ExKnaWZKjYWQLoeXYVO88JclS9qNjpnJ0jYD0qJix28PvSSy/JlClTcj4mT54sV155pS5QUbHz6G6ugKqo2FUAqB4WqWLnISmOqxQWu0svvVT69+8vd999twwbNizrg72VrVq1MuLIdoV27drJ0qVLHdcuv+JK8rvczdUqdm5w9LUUFTtfmXFbr6jYlceNqZvK3XLiurSo2PXt27fM/ufofmhecyDImWeeqWKnYuf6lvSrPBU7v/ioqNqo2FUUsv6Uq2JnyYWKnSWAnmdXsfOcIEfVi4qdztk5AtajYmzF7sUXXzSnrqgbc8ECc8RQv379Yg2N9bgwj6wgS1VU7LKAU4k+UrGrRGRm+CkqdhmAifu2juziIpXM61TskslbvrWOil155uz0uLB8US/s9bZix+pNXaDSvbss0JFdYe/cAn2bil2BgC7y10TFTt2YRSakAr7eVuzUjfnPf0p3FbsKuDX9KFLFzg8eKroWKnYVjXDxy1exs+QANyaBHgkEePrpp8sFF1wgPXr0SHkQBFKDt1oCXaTsgdidccYZJrTP0UcfLU8++aRxZ+DSCB5ffPGFrFq1KqWWGuInBQ6vXyB2RLZ4++23zTLzs88+O8WGsWkC8UbtWEP8eE1rSuUQO+x3/PjxJtB2urYajqMxC4OtB1V+ZEfwVoL+1a1bV3bYYQfZZZddTCDX6tWrl/4/6qijhAUp4T0cukAl5T709gViR/BWAj4eeeSRJjjvwQcfLA0aNEh5EAONeFjhpGIXRsPv54jdYYcdJocffrhUq1ZNdtxxx1L7DWy5Tp06KnZ+05i1dsQc3WmnnaR+/fqG33RtNRwPGjQopa1WsVsHKyO7Ll26yJdffml21tMDvPnmm1MeUfAQPRW7rPelNx8GIzuWG8+fP19OPPFEmThxoolmTETj4EHQRw3e6g1teVcEsevWrZvMnDlTOnbsKBdddFGKDWPT6exYR3Z5Q120DIzsCN46e/bsUg9curY6OnpXsVtHma7GLNq9W5AvDsROg7cWBO6ifYnO2RUN+oJ9sc7ZWUKtYmcJoOfZVew8J8hR9VTsHAHpcTEqdpbkqNhZAuh5dhU7zwlyVD0VO0dAelyMip0lOSp2lgB6nl3FznOCHFVPxc4RkB4Xo2JnSY6KnSWAnmdXsfOcIEfVU7FzBKTHxajYWZKjYmcJoOfZVew8J8hR9VTsHAHpcTEqdpbkqNhZAuh5dhU7zwlyVD0VO0dAelyMip0lOSp2lgB6nl3FznOCHFVPxc4RkB4Xo2JnSY6KnSWAnmdXsfOcIEfVU7FzBKTHxajYWZKjYmcJoOfZVew8J8hR9VTsHAHpcTEqdpbkqNhZAuh5dhU7zwlyVD0VO0dAelyMip0lOSp2lgB6nl3FznOCHFVPxc4RkB4Xo2JnSY6KnSWAnmdXsfOcIEfVU7FzBKTHxajYWZKjYmcJoOfZVew8J8hR9VTsHAHpcTEqdpbkIHZt2rSRl19+WVq0aGHCg1xxxRUSfvTp06dMHCwN8WMJfIGyB2LXsmVLE/SR2IQjRowwgVzfe++90v9TpkyRZcuWycqVK0sfS5Yskd69e8uYMWNMWCCea/ITAcSOYJ6vv/66CcLcqlWrFBvGnuEvHJMyeH7KKafIBx98IJMmTZLLL79cfv/9dz9/ZBWvFWJHHErabIIxd+jQIS3H0dijGuJn3Y0DcAR9xDj23ntvqV27ttSrVy/lceqpp2rw1oQaGmJH8NaDDjpI2rZta4I/Erz1iCOOSHkQpf6JJ54QohkHj1GjRknr1q1V7BLAPWLXsGFDOffcc6VWrVqyzz77pNgwNk0stGisM41nlwBy11WR4K01atQwNgm/tNUE3Q63102aNJHBgwendGpU7NYBiNgRvBUg27dvLz179pRbbrkl5REFDwPRkV0yjCQY2RG89bvvvpNGjRqZ3mA6jqMN4W233SbNmjWTsWPH6sjOc7oRO0Zvs2bNEqLOd+rUKcWG4VuDt3pOYo7qMbKjwzJnzhwhPmUQaDtsy7TVUTtWsVsHLGLXvXt3WbBggTGQfv36pfQKAldH9L+KXY4705OPA7ELgrcSqfzqq6+OxbGKnSckxqiGztnFACnhl+icnSWBKnaWAHqeXcXOc4IcVU/FzhGQHhejYmdJjoqdJYCeZ1ex85wgR9VTsXMEpMfFqNhZkqNiZwmg59lV7DwnyFH1VOwcAelxMSp2luSo2FkC6Hl2FTvPCXJUPRU7R0B6XIyKnSU5KnaWAHqeXcXOc4IcVU/FzhGQHhejYmdJjoqdJYCeZ1ex85wgR9VTsXMEpMfFqNhZkqNiZwmg59lV7DwnyFH1VOwcAelxMSp2luSo2FkC6Hl2FTvPCXJUPRU7R0B6XIyKnSU5KnaWAHqeXcXOc4IcVU/FzhGQHhejYmdJjoqdJYCeZ1ex85wgR9VTsXMEpMfFqNhZkqNiZwmg59lV7DwnyFH1VOwcAelxMSp2luSo2FkC6Hl2FTvPCXJUPRU7R0B6XIyKnSU5KnaWAHqeXcXOc4IcVU/FzhGQHhejYmdJDmJH+BfCuBDTjACQhI4IP6699toyYSM06oEl8AXKHogdwR4J1kocu44dO6bwC9dEQogGfdSoBwUiycHXIHZEtnj77bdNYM+zzz67DMfpgjBrPDsH4BeoCMSO4Mvjx4838UcJ5RRupzPZsYb4WUcQYkcDiMgdcMABJhDgMcccI+EHUa6jDaGKXYHucMuvQewI3lqnTh3p2rWr7LbbbuZ5mF+eN2/eXG699daU0D8qdpbgFzA7Ykess86dO8uBBx5ogvVGOSYI85133pnCsYpdAUmy/CpijhJg++KLLy4N3BrlmPiTUTtWsVsHPGJ32WWXyYwZM0zQx6uuusqABWDBg0ZP49lZ3qlFyh6M7Dp06CCLFi2S448/3vQGA26D/3AcDfqoYlck0srxtYgdcSnnzZtnRniXXHJJqf0GHA8ZMqSMHavYlQPsImVhZEc8SoIw06np3bt3Wo6jdqxit44wnbMr0p1boK8NxE6DtxYI8CJ9jc7ZFQn4An6tztlZgq1iZwmg59lV7DwnyFH1VOwcAelxMSp2luSo2FkC6Hl2FTvPCXJUPRU7R0B6XIyKnSU5KnaWAHqeXcXOc4IcVU/FzhGQHhejYmdJjoqdJYCeZ1ex85wgR9VTsXMEpMfFqNhZkqNiZwmg59lV7DwnyFH1VOwcAelxMSp2luSo2FkC6Hl2FTvPCXJUPRU7R0B6XIyKnYj89ttvsnLlyjIP3qexy5ZU7LKh489nv//+exl+4TwXxyp2/nCYrSbwlIljeM5lxyp22dD157NMbTUc//HHH1krWuXFDpA4zYTN4NHHoEGDZPny5VkBVLHLCo83H/7jH/8wm0ijHMP9zz//nLGeKnYZofHqA+z4ySefLGPD8N2/f3/56aefstZXxS4rPF58uGbNGrn//vvTcnzzzTebAwGyVbTKix1GwDFfu+yyi9StWzflwRFQ2RpCgFWxy3Z7+fEZRnLcccfJzjvvbI76CvN8zjnnyA8//JCxoip2GaHx6gPsmPNLd9hhhzIcw/3cuXOz1lfFLis8Xnz466+/mrMtq1WrVoZjjnLjOLBsqcqL3Zw5c2SvvfYyvf7vv/9ewg8MKNfQWMUu2+3lx2dLly41nZjgOKgwxxwBhhhmSip2mZDx6/1vv/1WGjdubI7smz9/foodL1y4MCvH/BIVO7/4TFebJUuWyKGHHmrOIeZYt7Ad//jjj7Jq1ap02Urfq/Ji9+WXX5rDfTnjrjxJxa48qBU2z4IFC2Tfffc15xquXr06ry9XscsLrqJdPHPmTNPbx2VZnqRiVx7UCpsHcdtnn32kb9++Oedg09WsyovdJ598IrvuuquMGDHC4EPjlk9SscsHreJcO2vWLHPa+ciRI3P28KM1VLGLIuLnazqtdGjuueceU8F87VjFzk9ew7XCFb3HHnsIB6zDb74cV3mxe+eddwQf8I033iijR482k9zjxo2Tb775RuKMAhC7K6+8UnCddOrUyfQ6ohEO0r3mJO0GDRrIhx9+KK+++qr069dP8Elrco/A559/Lrvvvrswif3SSy/J008/beKWzZ4926zgy/aNYbFjEQSnphO7Lh2n0fc4JZ+QIWPGjJF3333XuMqzfZd+Vn4EPv30U9lxxx1lwIABxp5YrPLmm2/K119/ndO9xbcGYodbm4gHRDKJ8pnpddOmTWXSpEny/vvvy+WXX57znir/r6zaOYksQ1vdq1cvEz8Ujml/6cyySjNXQuxOPvlk+eWXX0y4LkaI0QgH6TgORz2gvSZ+KVMjxUwl5fnyiRMnyk477SRbbrmlMRbA3GSTTYxr8/HHH88JImCfd955xsAI3kpAQOaGcj2uuOIKE1PpoYceMqtBCfCqYlceBnPnQeyqV69uOIZfFjFsuummUqNGDbO6K5uhBGJHTEIEq379+tK+ffuc/MI/Dd/RRx8tGMsDDzxgQgPlrq1eUR4EpkyZYux4iy22MA0iPMMxXpthw4bltC3EjpiUCCRcn3XWWbE4JuDnkUceKQ8++KCw4peYh2yB0OQeAVzVNWvWlDDHm222mVlcyKpqRCxbQuwI3kqA3latWuXVVjdq1EgGDx4sDz/8sLRu3dpfsWORCQ0aYsKDHnowauM5rsypU6cKPX16CYBBjxxQcW9mGy6/8cYbZoRGfKTatWvL4YcfLg0bNsz5YIUYow0iIvNgtKBil+1Wzf4ZHAX8Bv8Djpm4JgArHNPTh2NG76zeo1FEiDItUqFc8rKCs1u3boazevXq5eSXe+DYY4817tPTTjvN9AYRP012CITtGJ6DRQm8T6cGruCYx4QJE6RNmzby17/+1QhRtsVmiF2TJk2kS5cuJnDrIYccEotjeN5zzz1LG0+8Oyp25ecYe6NNDmw4zDFc06n57LPPSjmmA0rnc9tttzWx6bK11azWrFWrllx66aVy8MEHm45rnLaaa5grPOWUU0yH6Nxzz/VX7FD0tm3bmsCbBN9kKPvEE09kXWnJlgOAwW0F4JkSIzuCANKAEuDzhhtuMENjhsfZHgyXiYyMWOICYWS3YsWKTF+j7+dAIFiNB7/BIxfHNIj0yrmZmfxOlwKxw7VFz5GeIYsgsnEbfEZvk9E+HgIaYvZ8aSo/AsuWLTNelIBf/g8fPjyrHROoEzFiFR+NaKY0efJk0+Fk5WbHjh2lZ8+esTiG6xYtWsgrr7xiGmAd2WVCON77uJHBP+CYFbZgHHRc05XCqnkGD0cccYQsXrw43SXmPcSOLQq07Yzir7/++lgc01bjvaNT/NVXX5nnubakZayEow8yujEZ/tIrR5F50BNg7iZbT4+ePj1/9uBBQKY0atQoM9+GoNKLZKibzu8bfe/uu+82vUHyf/TRR2aeoNh+4Ey/MQnv06gF/Ab/c3GMATEixzUybdq0tD8TscPVzcgbo6LHz/xulM90r++8805zT9x3333C/XHxxRdnvefSVkDfLEWAAx5w/wf88j9XhwY7Bvdtttkm66bj1157zcz3seeScul8puM03XvYPRyzjYlpjGyd49Ifo0/SIsD2AlzDYY5xHWbyvFAIIz7m8dhClsmOuY45VdzTtLPsr43bVsM5I3auR+zgm7agmCmj2NFg4VrA1cGD59nA40fwOaM65mjoUWZKuDnpeeAGwdefzhgyvQeAzCcwLMcPTK9SU/kQgOOA3+B/Lo65jhsXlwYNVbpEh+j11183c3usBmPu79Zbb43FM/cFPUhG+5R/0UUXCcasqfwIhO0Y/rL1+PkWGkLskrm7bJ3Jp556ysytsk0Ft3PcDk3QELJIjQ4XNp2tc1z+X141ckbbajjOZcfcE3RoGJjAQaaEFw1+6DTRtmOfmdrm6PsMlhBhFskw8szUXmT6btfvZxS7TF8EsAgZBsHzINHA4fvnxA3cEnyeKbHUGcF76623jMuKEVsUqEyvcWvRENIbwRVSbAAz/cakv49rA4OIcoy//8ADDzQilKlDw73wzDPPGDcVHRrmZVlwkonT6PvM07FYhREDwqccV8zdhJDBcTjBHZxtv/32poHKZsfYLQtM2MLAfH0+vX74xQtEb59GF5e6JvcIIFLp7JgpgoMOOsiMBrO5qunQ4KFhygI3adRWs70mH6N2vIR4g/DUFDPlLXYAQy8dfyxA4E5k/oxeHT3B/fff3/y4TD8KYwqWs+OO5IbPR+wGDhxo3DIsjGHyk16DJrcIIHC4vlgujMsLjnFn3HLLLWbxCG5JGrhMiZEDRjB+/Hgzv3rMMceY1bPZDCP8WZ8+fYyY4uOnV5nrSKNM9dD3syOAHbPQi47nBx98YHjmPRYWsAiJzmu4sxMujZEDtkgbAM90PNnLFeYx23OWsLPqlk4VIwDmgjW5R4DOCG7IRx55xLTTbAOg40k7zfoKOq+ZEtzjaqZ9xt5ZL5GN0+hnzO/x3Ygd87lsdSlmylvs6Okxr8MPBzB8vhgHq+3YZ8PqPQQtU6KXwf44Vn0BJH7gKEjZXiOUuNHo7TOsxp2pyS0C3OTsq2NREm6Ovffe22w+hmNWZbEwIRfHzN9wHWLJkmXm4rLxGv6MfV8sjsK1xfchtJrcI8AeWThmpA7H2PFhhx1meuFwl80VhquMOR/2Qz733HNmhJAPxwgl0x24QOncMNLQ5B4B9kQzKMC7QluNwNWpU8d0Jt97772sHjg6rTfddJM8//zzpr0+6aSTYtsw9kxeFpvRabruuuuyCqv7X162xLzFjiIAARcTPW4A+/jjj434ZBsOB1/N6jxGDbgh6d3hpgo3dLme0/Nk/wYjOtylzA1pco8ADR3zobgeGLnDMYcGxFn9iusEgaO3zogfwcrH10/kDEb8rNZlNMnIQ5N7BLBjzkfEFhnZ0evHYwJ/uRJ2zHwqHREOAsCO8/HQMAqk8/TFF1+YjhAd6Gzimqs++nl6BMAUV/H06dNLR3bYJRxnGrUHJdGeM+pGrOCWUVqu9jn8eXBABCN/9lQW247LJXYBGPwHsFygha/n5sZfz6Qo2w54HgYo13OWpuMWo8fy6KOPmqWt2UYZ4e/W5+VDIF+OESl6gbio8NnTq8vFa/hzOEYsWe33wgsvmFV+5au55oqLQL4cI4qIHfbMFhMWIuQjdvDNqBKOETo6RXE6y3F/j15XFoF8OaYjdOGFFxoPC940Oq1hO831HDum08qRg+zDLu/5nGV/SfnesRa7fL/22WefNXN2uCEZ4uLXzQVa+HNGCEyG44PGhYlLNNcpAPnWUa+3Q4ATNTAOxI4GLZ/FKXANx2x1YRTPYgk2LWvyCwFG+9dcc43x7tCg5duhgWfmY9nzB8esrC720nS/EC5+bRjxM7LDjtkrmy/H2DGdXdyZbD+Ab8oqViqo2OE2wS2F0rPogeXNDHXDYhbnOQCy0ocFDPQ2dLVesW6fst/LKPvee+81C1IY4bFxNZ+5nIB/XNT0KnG5MHLQXn9ZrIv5zmOPPWa8Kri32XSMXQfcxf2PWHK4BO5x1gCwkEGTHwjg/mTTPytsaV85SILOZ1xug+vYXkIbzfw7ru5sC9sq+pcXVOxYqk4jxgogFi7kuzglABAjYQEDIzp6Hsw1aPIDARYw4ZpmgQOLFzhOKp/5uoBjOjPs3aIhZPSuKzL94Jda0GmFH1xTuCBZAJHPSsyA42ABAwfCsw+LqQlNfiBA55JTj1icwnwudhzwls9/RoO087hEsWOmJYqVCip2bDBmKIu6479lf00+wAXXBhOfBCMETIQzn3nDYoFdFb4XVxQjMm5u9kSyRSXgLZ//NIT09lmlFxwYrBz7cQcx3w7HLHrARY3LujyjdwSS7Qes4Ga+L9epH378+qpRC+yXeXO2CzCKZ1ohH/sNrqWtZroKVzUePey6WKmgYsdSZ3oL+ILPPPPM2KF9AuCC/4wUmjdvbnqWhPphD4e6uYp1C/3ve3FhMmpnZMepJ5yfmc8RUgG//Kch5B5hWTs9Sxa8ZNrE/r8a6LNCIMCpGmz8Z6Mxi1SwvzB3cZ9jx2wfojGlTeC+0Xm7QjCY+ztwT7P6kq0huB/xpsXlNXwdHDMfS6eIA6nZXM62lWKkgokdS10xCg6Bxv3BTZ7PiQthAHmOkeFKYbTIAoZsG2CLAWxV/E7ON6TBQqBYpcekNiuyotzFeY2RsG8Tnz+NKr1MdVf7cVfRYeWEHBov5t3LM5cT3ANwjIeH01z4r67M4nOMGMEPHjMWlrAvj+1AAWf5/seGGf3jrqbzy3a1YqSCiR3DWFwfuEBoADm0tDyujwBo3KDst2PylJO1OS8zevRRMQCtyt+JYbBSFk5wWTCvGvBVnv8cC8e8HYtUEFBcIurKLO4dRseDBQcsJuHYP+Zj6JiUh1/y0IgSyJXjwjjtg0Mjsh1RVtxfXzW+nW0ltNVwguARRcGmrcaOGdww784cL1NZxRjdFUzsuLERJFZQAiSrsMprIORjWEyPg5NYGNXRsDLK01QcBFi9xdFRjNYZxeO6YORtwzGdIhY/YCB0kuggFTtMSHHQ9eNb6Wiw5YeRHDzg3sonOnmme4EODd4eBJQy9ZzM4vLNIhIWEmLHuKttOaatZnsKHVbWWSB8dIwLnQoidqyaBDD2xTHCY8LSxvWB0dCb5OxGGkTmh+htMn+nqTgIcNoKBsLcCz04OiI2buqA42BOiBWALHjhPFVNxUEAgcOdjBuKxootB/nuk00neMzjwC3tBCM7GkU9TaU4HDMVwXQT87J0MDnz1LathnNWzXNyFvPujBI5EKTQqcLFjt4gPXPcjtzMqDy9fhvXR2AwGBqr/RjRsfiFkQTfoamwCMAxc7Hsf6Q3iDuK3psLjrlv6BxRLscO4fsvhguksIj6+W3Mp+GComPDKJ4FRNhzYI/l/c9ZqAQRZV8m34Hnh4URmgqLAAvMWJjCvlYGEGPHjjUdGhd2zAk5eGk4fpDOMG1FoUN3VbjYsYSVSWwaKowEA7F1YQZGBQksT0foOLORITd7u3Rep7BGwuICRtZgT8+NeRz21AQ82fwPXCBB2XDM6kxNhUWA1c6M3MeNG2caKTqZLDyw4TbIi3eG+XcWvdBZpSFkf5facWE5ZuTO6AseeM6ghMV/AU82/xnN4cpknpe1FYwecYkXkuMKFTt+CG4nlq1yE3OMFK4PW/dWGHQMAxcpxogbE4OEKE2FQQB3Ez1AzkbEBcLJOIzqbCa0w/zyHIHj2DGEFKGj/EL3CguDpr/f8vLLL5tl49gxggcHNiv0ohzTAWY1JidtMLqAc1bvaSoMArTVzJsyL86ghP11devWLdfJOFFug9cIHAKK2DGlRXipbMGBXf/yChU7IiOwcIRNozSE+G3Lu5E8ACz6n02KrABkozoih++fY270cGjXt0r68nA3YSDM48AxolfeDahRboPXcMwc4CeffGK+g/I5Y7WQvcL0v75qvMt8KZjjYgRzlo8zX+6yQ8PoDi8NZ25iu7ivdZN54e4vOhnBXF2w9YApg8AGXfxnkMNiJNZt8B10lpi7K1RbXaFix6kI7MkJlJxwmU75AAAaEUlEQVQjZ2i4XAAXLoPGlpWeLFmm54+LRX3+FW8o3KTEvcPHj9Ax50I8NJYah/mxfU6jynFSnL9IY8uKLlylhewVVjyafn4DeOMxYT6cqQI2fTOHyjybLa/R/IH7G28Bx83htVE7rvj7Ao5ffPFF4yFDhNg6xMIU5tmiHNm8ZtqJ+Vg6SnSgCNNGIOhCrb6tMLHDBYHocKQQiT1S3Mz04GwAS5eX4I+4RzlHkYUM9Ao5Tb1QPYaKvx39/AZWXnLzsjKPjgY+eBpCFxPaUZ7pJOE6Yw446Pkzn4fRaKo4BGiIOAQYtxa4E3CZkzVcjuoCrhHQ4DxU7ifaCtoNPR2p4vilZDxwrIhlXQXpySefNHOoFdFWs6jw8MMPNwtV4JgBEUc+FiJViNjRU8AY7r//frOEmN4C7kzbfVeBUUT/YxDEuHvrrbcMZpzewYIJ7flX3C0Ex7iZGLnTCJY3dl2Uy0yvuZ/wDATbS9j4ymZX3C+aKg4BFisQVRwbpiPJBnBXC1OiXNNJorPEHDD3Fz1/OswcKqCpYhAAZ7Z6IDiMqBEgFqW4WpgS5ThYcMZ9ReKeYqBSiFRhYofLiR4CCRcXYseIK/rjXbzmHEVCybD8nYRxMD+o2xAMHBXyByNhiwHY8xzRwdVIw+iC02gZiB0NLQslSIzwmOPRsxQrhN7SQrFhDuJmBM0CIThwtZo6yjFix2ptOjTcU2wpwpWpoX9K6XD+hI4qUxGM4kh0apiWYFVmlB8Xr/kePHx8JwltoINTiKRiVwiUK+F3FFvsEDkVu4q/sVTsKh7jYn6Dip0l+jSEOrKzBNHz7Cp2nhPkqHoqdo6A9LQYFTtLYlTsLAFMQHYVuwSQ5KCKKnYOQPS4CBU7S3JU7CwBTEB2FbsEkOSgiip2DkD0uAgVO0tyVOwsAUxAdhW7BJDkoIoqdg5A9LgIFTtLclTsLAFMQHYVuwSQ5KCKKnYOQPS4CBU7S3JU7CwBTEB2FbsEkOSgiip2DkD0uAgVO0tyVOwsAUxAdhW7BJDkoIoqdg5A9LgIFTtLclTsLAFMQHYVuwSQ5KCKKnYOQPS4CBU7S3JU7CwBTEB2FbsEkOSgiip2DkD0uAgVO0tyVOwsAUxAdhW7BJDkoIoqdg5A9LgIFTtLclTsLAFMQHYVuwSQ5KCKKnYOQPS4CBU7S3JU7CwBTEB2FbsEkOSgiip2DkD0uAgVO0tyVOwsAUxAdhW7BJDkoIoqdg5A9LgIFTtLclTsLAFMQHYVuwSQ5KCKKnYOQPS4CBU7S3JU7CwBTEB2FbsEkOSgiip2DkD0uAgVO0tyVOwsAUxAdhW7BJDkoIoqdg5A9LgIFTtLclTsLAFMQHYVuwSQ5KCKKnYOQPS4CBU7S3JU7CwBTEB2FbsEkOSgiip2DkD0uAgVO0tyVOwsAUxAdhW7BJDkoIoqdg5A9LgIFTtLclTsLAFMQHYVuwSQ5KCKKnYOQPS4CBU7S3JU7CwBTEB2FbsEkOSgiip2DkD0uAgVO0tyVOwsAUxAdhW7BJDkoIoqdg5A9LgIFTtLclTsLAFMQHYVuwSQ5KCKKnYOQPS4CBU7S3JU7CwBTEB2FbsEkOSgiip2DkD0uAgVO0tyVOwsAUxAdhW7BJDkoIoqdg5A9LgIFTtLclTsLAFMQHYVuwSQ5KCKKnYOQPS4CBU7S3JU7CwBTEB2FbsEkOSgiip2DkD0uAgVO0tyVOwsAUxAdhW7BJDkoIoqdg5A9LgIFTtLclTsLAFMQHYVuwSQ5KCKKnYOQPS4CBU7S3JU7CwBTEB2FbsEkOSgiip2DkD0uAgVO0tyVOwsAUxAdhW7BJDkoIoqdg5A9LgIFTtLclTsLAFMQHYVuwSQ5KCKKnYOQPS4CBU7S3JU7CwBTEB2FbsEkOSgiip2DkD0uAgVO0tyVOwsAUxAdhW7BJDkoIoqdg5A9LgIFTtLclTsLAFMQHYVuwSQ5KCKKnYOQPS4CBU7S3JU7CwBTEB2FbsEkOSgiip2DkD0uAgVO0tyVOwsAUxAdhW7BJDkoIoqdg5A9LgIFTtLclTsLAFMQHYVuwSQ5KCKKnYOQPS4CBU7S3JU7CwBTEB2FbsEkOSgiip2DkD0uAgVO0tyVOwsAUxAdhW7BJDkoIoqdg5A9LgIFTtLclTsLAFMQHYVuwSQ5KCKKnYOQPS4CBU7S3JU7CwBTEB2FbsEkOSgiip2DkD0uAgVO0tyVOwsAUxAdhW7BJDkoIoqdg5A9LgIFTtLclTsLAFMQHYVuwSQ5KCKKnYOQPS4CBU7S3JU7CwBTEB2FbsEkOSgiip2DkD0uAgVO0tyVOwsAUxAdhW7BJDkoIoqdg5A9LgIFTtLclTsLAFMQHYVuwSQ5KCKKnYOQPS4CBU7S3JU7CwBTEB2FbsEkOSgiip2DkD0uAgVO0tyVOwsAUxAdhW7BJDkoIoqdg5A9LgIFTtLclTsLAFMQHYVuwSQ5KCKKnYOQPS4CBU7S3JU7CwBTEB2FbsEkOSgiip2DkD0uAgVO0tyVOwsAUxAdhW7BJDkoIoqdg5A9LgIFTtLclTsLAFMQHYVuwSQ5KCKKnYOQPS4CBU7S3JU7CwBTEB2FbsEkOSgiip2DkD0uAgVO0tyVOwsAUxAdhW7BJDkoIoqdg5A9LgIFTtLclTsLAFMQHYVuwSQ5KCKKnYOQPS4CBU7S3JU7CwBTEB2FbsEkOSgiip2DkD0uAgVO0tyVOwsAUxAdhW7BJDkoIoqdg5A9LgIFTtLclTsLAFMQHYVuwSQ5KCKKnYOQPS4CBU7S3JU7CwBTEB2FbsEkOSgiip2DkD0uAgVO0tyVOwsAUxAdr/F7k+Z/NwQ6dSpU8rjpptukn/9Z1EC0PWnikkQuz9+mSO3Xd1GjthvB9l44xIpKSmRbbfdVhqffI48PPojWeMPnN7VxFex+1OmyDGbrOUSPoPH1jVqyPEtOsmIsVNkZZ5oluR5fazLkyJ2f65ZItfU29gAeeg5V8mKP2L9PL1IRPwWu1Vy6yl1Zb3/+6vU3G8/2W+//WSfffaSzf6yvpSU7Cg9H35DftcWMNZ97LvY/bHmB2lfr4ast8Ffpeahh0rrLv1k8ODrpfMJx8mBe+0sf9++hnz1/a+xfmtVvMhfsXtX6pSUyG6Nesv4Dz6QDz74QCaOGiTnnHOCVK+2paxXUiKdBr0iv+dBWpUWu6XfvC9b/XUDI3YbbrmnfPzd0jygq9qXJkHs/m/rg+U/y1fIr7/+KitWLJfv570njWuVyAab7SYT5y6p2gTG/PW+i91LPf4qfykpkRO7jJSlq1al/KqVy5fI6JF3yfdLtBebAkzohe9it2eTByIjuDXy87efSINNN5b1NvibDHjp+9Cvyf60SovdhEe6ygbrl0jXTmdIScmG0ukfU7OjpZ+WIpAMsTtUvv7jz9I68+S+S06UkpItZNikb1Pe1xfpEfBZ7H6aPlZ2KCmRTWqcIbOXpa+/vpsdgeSJ3drfs3DK9bJtSYlU37+N/BxzeFeFxW6lXHZkiWy4WVP5as57cuhGJbJlre7yo7q3slvHuk+TKnaPXH6qrLf+dvLMtPg9wliAVNKLfBa7N4dfIiUl68k5171SSdGv+J+VVLEDmfMa7igbbFNT/vtdvJ5OlRW736eNkE1KSuT8hxaIyGp57uoGUlLyN3lgwryKv8MqwTckVezOrrexbLN7bZnzs/Zq4tyGPovdgz0aSknJX2Tgs5/G+Sl6TRoEkix2N7Q5QtbfZFd5J+aURBUVuz9lZK9G8pdN95Opy9eOgb+ZMlK22LBEzrjy0TS3hL4VRSAJYrf+33eWTlddJX369JGrul8qR+71f7JltQPlsbe+if4cfZ0BAZ/F7t5uR0nJ+hvIg+NmZqi9vp0LgSSL3aB2R0lJyXby1PR4XpoqKXZ//vGbND5wC9m7/pny2+q1t8Oan2fK3jtsJlvWbi2p09y5bpeq+XkSxI6GcJvtt5ft1z222WYb2WiD9WW7HVrKtHnLqyZxef5qn8Xu/iuPMWI3/O2v8vxVenmAQJLF7qbzGshfNo2/2KxKit3KOQ9Ltf8rkVbXjZf/LV9YLY93rCYlJZvJwH8uDO4F/Z8BgSSI3f9tnbpAhVWZk0fdYFbfbrfLlRKvP5gBgCryts9i98Z9naSkZH3p/sDEKsKG+5+ZZLFrWWdj2Wzn/WTOot9iAVMwsWvTpo307dtX7rrrLueP2267TY477jj55z//aX70119/Ld26dZNffvklDQgrZMTZ1U2D17bPIBk06H+Pm3o2Me/v0+gWWa5TOmmw+99bSRS7tbVfJr0brN2k+tLUmMu4/vezq9wzn8Xuq/H3GHutcWRv0Y0k5bs1kyp2i6bfJtVKSmSvBh3k53haJxUmdrfffrtgKKRVq1ZJu3bt5Nprr3UudIgnYteoUSN58803zfdlE7vV8yYaA1lv/b/IBhtsUOax/vrrySbbVZevfoiJYPnuscTnQuweeeQRgz3PlyxZIp07d5aBAwdWCMd33nmnNG3aVEaPHm2w+/HHH+WEE06Qn376KQ2WazeVR0d2wYWDWqwVu5GTFgdv6f8MCDzzzDMyfPhwWb16taxYsUKaNWsmPXv2rBCOhw4dKq1atZKxY8eaQwvmzp0r559/vsycmWlObq60Xe8vxp6b9xota/7npjG/5s8//pD5U9+Qhb+oLWegVxC7Z599VmivSbTVl112mVx++eUVwvEdd9wh5557rnBfkfC2nH766eZ5+M+fsnZTedl9diK/fP+ZbL7pRlKy3vpyz/vhXNmfV4jY8ZUvvvii3HfffQZMGsOuXbtK9+7dKwRARmcNGzaUDz/80Pzaf//733LVVVcZIKM//+Pn+pnlylcOfyf6kXn98qA2st5f/ir9Rv037ef65v8QgON+/foZjmkI6cxcffXVFcIxxnj88cfLRx99ZCowa9Ys0/CmH71nFrvZHzwuNbcokfVLjpCpeobA/8jM8Oztt982vP72229G8Nq3b28aw4rw0NChadGihbz//toWbPr06ea4t2+/zbwn8re578sBu20i6234dznqxDPkiv63ywMP3C3XtmstDevuLX/Zcjf599x0Hp4MP7gKvj1hwgQZMGCAsWN+Ps87duxYIXbMwOTUU0+V119/3SC9fPlywesXTYHYbbVzW7nvgQfkAfO4VjqedZrsW20z08Fpf+dr0WxZX1eY2E2ZMkVuuOEGWbly7Qlm9Pg7dOgg3NCuDeW6666TJk2alPYAGeFdf/31smZN1Be5Ugaeu6/85S/byeQ56Xt7i/79hGxaUiLb1xsgK7JCpx++8847pgNDr58e4f333284ds0v5Q0ePFgaN24sP/zwgwF+0qRJpof4++/pXJFrxW79zarJxf36S//+ax+dOjWVLUpKZKO/7yRDXp2rBMZA4LPPPjOjraVLl5rG8NZbbzVemorgmLJpCIOR3Mcff2yE9eeff85a0x9njZUOJxwpu269tWy47hzFzTffSQ6pd5zc/uR4WbcGLWsZVfnDL7/8Unr06CEBzo8++qiccsopwkjbNc+33HKLNGjQQBiQkPDQcIZtNP0p/5IG6845Dc7F5P/WO1aXeke1kOETv45myfm6wsQucGstXLh2scfLL79sABwyZIhzAC+99FIz7KaXT8N7zz33GNdL9Nev/u4Fqbl+iexU/05ZHnF5lF775w9y2YG4uTaQV6eVvqtP0iBAz/uSSy6RZcvWbuqcOHGiHHPMMcYl4tpIGDViFHRg8BQgrDfeeGNpbzS1en/IU1cebXp/YUNZv+RQ6dz7EZm57Ff5MxP/qQVV+VcLFiyQ2rVry7x5a/ef/utf/zKjL4TJNcdXXHGFcVvS2yfh6qJxxKZzpT//XCMrVyyXpb/8Yubqly//VVat1mPCcuHG57TVeN6wZxIc4yljFOaa4969e5v1FXwndsyokoFJ2fSHrFi2lkva9eCx/NeVsjrqry6bOe07FSZ2fBsNIa5FftTs2bPltNNOM24vlwDiAz7jjDNk1KhRpiFctGiRIY6GN5pW/zDFCOHYqdndGl9/+Iy57sOZOu0dxTD8mt4+Lo/A7fT999+bG5l9bS45xoUJx4899pj5euYZLrzwQvnkk0/MvRWukz53iwAjZ9xMwXw4cyxt27aVXr16OeWYUUTz5s1NJ4b2gu/BRf7WW28px24pLVMaHUi8cE899ZT5jAHKBRdcYPanurRjvHrcO3wXNozXD5EdM2ZMmTpVxBsVKnaByzJwc9FonX322U57DAy/KXP+/PkGn6lTpxqivvvuu4rAS8sMIUCjRO8bwcONyYN5WuZdXLpAmAesX7++sPCItHjxYjnvvPNKR5ShKunTCkAArwzz4szbkeAYYXLZ86cBZKHCf/+7dq78P//5j+ksqx1XAKGRIrFj5t+xM9pqxI9FK0wbuPTEMZ3AffPNN2sPdWAuFrvONicbqarVywoVO25YVmEGLhB+JKM73BUuegwQwYq8kSNHmp4CvVAEFjcmDa+mikcA10fLli1LXSD44HlNJ8QFx8zVIZ4PPvigMUKMEY7pONE71FTxCLD4iIUpX321dvM2jRMdTFbtuejUBHYMx4Hd3nvvvUL8weB1xf/Kqv0NtM2MsqZNWzt3w9w4dscKaxd2TMeIzgycIq4I6tNPP208BHHc1C7YqVCx4wfhZmR+hSErP+qFF14wq+jYc2djKBgIri1WXdLAkiZPnmx6g3PmzHGBjZYRAwF6+/DLzQy/CBBLx5m7ww1lYyiU2bp1a+nSpUvpKI4Gl20mwSgvRhX1EgcIDBs2zGwrwY5prHAvshUEd6aNHdM+MErHbRZ4Z7Bflr4HixgcVF+LyIEAbTVbxdhWwhw8r5mCYqEK82w2HGPHbCFh6oHtJCQ4ZsVnMMrLUT0nH1eo2FHDGTNmmNVcrKzCSAJXF6snr7nmmnKByOQ4vl9GEAFYTGpTXjACcIKOFhILARopbuRgfhaOR4wYYbYK4Bopj6EwomM0wQiCbQYkOGYy+6GHHtJ5nFjMuLuIhSp4aeCYhpCOTbBqjw5nMGWRT+eGRpAG78wzzzSNH+0DDS0dYUZ2herxu0Mp2SUxYqfjwbYAuKDjijvz6KOPNoOK8tgxgxLaBlbZsuqThAeOTg6LzgrpnalwscMwnn/+eWHFJKoe3NAsNkDwWMQCIHGM5P/bu3ucRoIgCsAHIiKAAAmJELgA4gJIpFyCS5CSOUJIZBByAe7D6utVea2V7Z0NmJ6G19LKYMbj6Vddf6+qeymUbOHi4qJRKKIDYIk2KQdnt32T8diLcOlPT6aKzAKQoqwtaAVvJ9vIzP5HxsXtiwZlcu7P8NnETnGqW2/puHyn5yMD2ZwNwepqfidjjWH2P+qUFaBM0WNG03Yh9RsZXd2PjB8fHz9vb2/X6+g7Ybj0ubCltvQIQDimkjHdPjs7a7o3tQuXjAWmEhJBq/u5vzXz9PTU7lXbiObC5cudnYlYxCYvApQFlPFyvBdgncqAtrAXT7THqbnePxEAJdLhR9Gk1eo1taUBeKhRhrH45rnAy/f8QUDAIeNyTFs5PIvbXjwZgVqtGs8+GcsCOUzrgVKVjFGlugGtFUxBRh8EZOwoa9QlRqX0WDfuzc1Nc16CWs0m2/SYTAWksgcUqOs0oNR9Xl5emtMs59dnlj/7W4vOFLyUjOmxjN57l5eXrbbHke2SsYyNg2OrXVfsm/Xz9vbWHKB92HOPWZydSWlTl5U5RUW9xQI3ROmr1aoBIHpAaXBcsgHFUTUbkaM6DXpDql2fZWBliJzgx8fH+v25Qcz3/UaALHVmkp2su+Qk2JHdk+3p6WkrVP8tY41Gur8ENZvrQws6KoX8bTXI6IsAY6gzk+GTdTOEBl10lJvjvuix5gbBibUgUxPEYHLs32IDBC21Pnz2+fm52YDaxtJ3lj/72+mcjltBiSbDkhNnJehUWiBjDScOCilb7frz8/PG5tzd3a2zOWgKWMmYDZA99hizOTuTw8erqTF0NhPq8qrhZycnAFM7OwpMwVTKy8ihJ0uxKBxjiu6iOEV11b3y2g8BioKKYuxEcX6v4Wf7LV9fX9cyJueSsUYjsjW8Cmzu7+9b0LPpAOt+ee2DAF1FXwoyUVyCnDKIHBcZk/2mHtu+YLOybL302KtaoAyB0RSw1t/6zCzfWgjQVXp5fX3dnNRm6YCMZWtkbB3QYTpPxnoz0JMCXIM8sXkanJQgemR0NadZnV1NXgFUmstZcWSc4L8WOWVCWVIOhXFRhBM0iuqqCeW1PwJkib6UlaMmLfDq8Nr3dGQseqQclEc2gOqyWT1jWQgIRshYhqc84cxSp1x4vxzftif2N4YQfckZ0mNsAD3e97lt98p7X4sAPX5/f2/JiaTCzxi6Ckh3fXvpMb3F2qG4MTZV3tj1ua9+f3ZnVxOy4NFTzklTxERziQhEjQweQF0j/QWwqI9SHR4efkqRs9m0kFzuq0WPujg4OGj1HPLeJWOGUqu5ms7x8XGjRiLj5cq2noyOCl5tNVGXFeULVnbpMRZGOeLo6Khlc9W0VvfL6/IQYIsxcUoQmgM1iu2SMT3WO6E2f3Jy0ur1dQxZ75l1c3Ymzhg6DUNUaCM4epPC4PbRYIrYwMURq/ehTKTPFCxjDATImALYA6kOgK7ShbdNxgrb6j4oS1l8xhgIlIzRlP47oGpWUWsna23najlXV1ctYEV32U4iqM0YBwHsjIPBHx4eWmmBjSZXMtaMwlaTsb16khd12SXpcVdnN46Y86RBIAgEgSAwMgJxdiNLL88eBIJAEAgCkxCIs5sEUy4KAkEgCASBkRGIsxtZenn2IBAEgkAQmIRAnN0kmHJREAgCQSAIjIxAnN3I0suzB4EgEASCwCQE4uwmwZSLgkAQCAJBYGQE4uxGll6ePQgEgSAQBCYh8Aup2IwWQSy86AAAAABJRU5ErkJggg==[/img][br]Is that colder or warmer than the coldest temperature shown? How do you know?[br]
Here is a picture of some sea animals. The number line on the left shows the vertical position of each animal above or below sea level, in meters.
How far above or below sea level is each animal? Measure to their eye level.
A mobula ray is 3 meters above the surface of the ocean.
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[/img][br][br]How does its vertical position compare to the height or depth of the jumping dolphin?
How does its vertical position compare to the height or depth of the flying seagull?
How does its vertical position compare to the height or depth of the octopus?
An albatross is 5 meters above the surface of the ocean.
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[/img][br]How does its vertical position compare to the height or depth of the jumping dolphin?
How does its vertical position compare to the height or depth of the flying seagull?
How does its vertical position compare to the height or depth of the octopus?
A clownfish is 2 meters below the surface of the ocean.
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[/img][br]How does its vertical position compare to the height or depth of the jumping dolphin?   
How does its vertical position compare to the height or depth of the flying seagull?
How does its vertical position compare to the height or depth of the octopus?
The vertical distance of a new dolphin from the dolphin in the picture is 3 meters. What is its distance from the surface of the ocean?
[size=150]The north pole is in the middle of the ocean. A person at sea level at the north pole would be 3,949 miles from the center of Earth. The sea floor below the north pole is at an elevation of approximately -2.7 miles. The elevation of the south pole is about 1.7 miles. How far is a person standing on the south pole from a submarine at the sea floor below the north pole?[/size]
Below is a set of cards[br][list][*]First, order the integer cards from least to greatest. After you order the cards, pause here so your teacher can review your work.[/*][*]Then add the new set of cards to the first set so that all of the cards are ordered from least to greatest. [/*][/list]

IM 7.5.1 Practice: Interpreting Negative Numbers

It was [math]-5°C[/math] in Copenhagen and [math]-12°C[/math] in Oslo. Which city was colder?
A fish is 12 meters below the surface of the ocean. What is its elevation?
A sea bird is 28 meters above the surface of the ocean. What is its elevation?
If the bird is directly above the fish, how far apart are they?
Compare using >, =, or <.
Han wants to buy a $30 ticket to a game, but the pre-order tickets are sold out. He knows there will be more tickets sold the day of the game, with a markup of 200%. How much should Han expect to pay for the ticket if he buys it the day of the game?
A type of green paint is made by mixing 2 cups of yellow with 3.5 cups of blue.
Find a mixture that will make the same shade of green but a smaller amount.
Find a mixture that will make the same shade of green but a larger amount.
Find a mixture that will make a different shade of green that is bluer.
Find a mixture that will make a different shade of green that is more yellow.

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