The Best Tool to Use
Who Is Right?
What Time Is It?
Graphs
Number line and measurement
100

To measure a marker the BEST tool would be

a) Yardstick

b) Ruler

C) Meterstick

b) Ruler

100

Jace measured a paperclip. It measured 2 inches. Miguel measured the paperclip and said it was 5 centimeters. Who is right?

a) Jace

b) Miguel

c) They both are

c) They both are correct. A paperclip is 2 inches or 5 centimeters.

100


5:30

100

<img data-fr-image-pasted="true" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAskAAAF0CAYAAADRiaTbAAAgAElEQVR4Aey9Z5AcSXol+CIidWZlaa0VVBVQ0LIBNIButJzumZ7ZGQ6X5PL2eDS7vR9cu59n/Hl7dkYzmt0af9wdjbdcW+6SszPk6B7ZWgENNLQuFFBaV5ZMnSHO3peV1QWgoAqFajTgDktkVmSE++fPPSOeP//8c81xHAcqrQoCOag1TVuV8h60kJxdfKdtK21fLv+VzvdB66fOUwgoBBQCCgGFgEJAIfCwCGiKJD8sZOp8hYBCQCGgEFAIKAQUAgqBpx0B/WmvoKqfQkAhoBBQCCgEFAIKAYWAQuBhEVAk+WERU+crBBQCCgGFgEJAIaAQUAg89QgokvzUN7GqoEJAIaAQUAgoBBQCCgGFwMMioEjywyKmzlcIKAQUAgoBhYBCQCGgEHjqEVAk+alvYlVBhYBCQCGgEFAIKAQUAgqBh0VAkeSHRUydrxBQCCgEFAIKAYWAQkAh8NQjoEjyU9/EqoIKAYWAQkAhoBBQCCgEFAIPi4AiyQ+LmDpfIaAQUAgoBBQCCgGFgELgqUdAkeSnvolVBRUCCgGFgEJAIaAQUAgoBB4WAUWSHxYxdb5CQCGgEFAIKAQUAgoBhcBTj4AiyU99E6sKKgQUAgoBhYBCQCGgEFAIPCwCiiQ/LGLqfIWAQkAhoBBQCCgEFAIKgaceAUWSn/omVhVUCCgEFAIKAYWAQkAhoBB4WAQUSX5YxNT5CgGFgEJAIaAQUAgoBBQCTz0CiiQ/9U2sKqgQUAgoBBQCCgGFgEJAIfCwCCiS/LCIqfMVAgoBhYBCQCGgEFAIKASeegQUSX7qm1hVUCGgEFAIKAQUAgoBhYBC4GERUCT5YRFT5ysEFAIKAYWAQkAhoBBQCDz1CLgedw1tx0YkMYnJxCTSdvpxF6fyVwgoBBQCCgGFgEJAIaAQUAg8MgKPnSRbtoWrkWs4MXQCU8npRzZYZaAQUAgoBBQCCgGFgEJAIaAQeNwIPH6S7Fjonu7GB30fIe2kUeDPh64pL4/H3bAqf4WAQkAhoBBQCCgEFAIKgYdHIJFJYiYxg8dOkhebtqNuO/Y07IbX5Vl8WH1WCCgEFAIKAYWAQkAhoBBQCDwRCPRO9eFYz/HVJcmFgULUF9XB7/Y/ESAoIxQCCgGFgEJAIaAQUAgoBBQCixFIWxmEPKHVJckaNHG1UO4Wi5tCfVYIKAQUAgoBhYBCQCGgEHhSECBP1YDVJclPSuWVHQoBhcCThYDjOEglUzBNE4ZhwOP1yPvtVvK8TDojL03X4Ha75SV3s9tPfsr/tm0b6VR6ATOv1wtiwmOZTEYECbfHDb5UWnkEiHEmlQH7pMvtkj6raXysqqQQUAg8LQisqk/y0wKaqodC4OuIAB/m6WQaNztvIplIIi+ch5KKEuQX5oOEa3J8EqNDo0JAi8uKUVVXJUSV1wwPDGNuZk6IQEl5Cfj9Sibac/rYafTf7EdpRSk2bmtHSUUpdP3WRb5mxsTV81dx/fJ1BIJ+tGxoRUNLwzNHBNmW0dkozn5+VtqmvKocG7dthD/ox5WzV9B9vRsejwdrN66V10q2lcoLsCwLgz2DuHLuMhKxBBpaG9C2tR1en1fBoxBQCDxFCCiS/BQ1pqqKQuBeCJBYJeIJvPPzdzDQM4C6pjrsObwHG7dvFGJ8+rPTOP7BccxOz2Lb3q14+duvIL8oH+Oj43j/7ffRc70blbWV2PficytOkkk0Pvz1h/jk9x+jfUs7SsqKUVRafCtJdpC189hp/PK//xIl5cV47buvo7q++pkjyRzUTE9O471fvIsvPv0CHTs3o7KmEhzAnDtxDh/8+gOE8oIwXLoiyff6USzzO8u0cPPaTfzsH3+OyOgEjnzjCFrWtyqSvEw81WUKgScVAUWSn9SWUXYpBFYYAaqyuqGLCksySpJcUFyAprVNyKTTeOcX7+D9t9/D1MSUEOW2be0I5YfQ3dmN995+F9cuXMPu53cLsRbTSFrNDEgYbMuGA0dILaeeXS4XclPPJOckdWY6A2vReXSr4Lm0i99PTUxiqG8IVEVTqbRMY1M5pmrHxPMYd312ahbD/cOwLQuxaEzKp6sGyzFcBlyGS9wO+DdtowsHbWFZLHOpxPJz5/I6KU/TJT/myURbeF4uD9O04Di22EWXBkM3kHP7YB50C6HtvIaJ19E9JJcfMaNt/J51o40837EdsV9wNFwLeebOz9kZm4thfGRcMKtpqBEXC8PQEcgLoKikEIFQAD6/X3BhGbRfMDIMaSvmk/ubdrFvMPEYz6f9fKdduZecT4wXta9ctPg/B9JOOTsX6uNyZfGcb4OcTXyX+utati/N/51rL5a9VKItrBMx5Gew2bRsP6F9xJnX8rucLfyb9ZS6E2dNk/NYFj+LTWwTK1tvtpm0+3w7M1+eyzwT8TjGhkYxNjyG6akZqXPOzpxd8rtwFv8uDGjzsyPEhbZbLC/X53Rd+gltJyYqKQQUAl8tAookf7X4q9IVAquKAMlQ25Y2nD1+RojwxMi4vPOh33nhGuLRuBCAyNiEKGVr2tbIdH5kfFKOl1aWoraxTmwmoeu53iMuElQ1STBC4RCa1zWjtrEWPr9PziNhiIxH0HXpOiITESFfgWBQ3Dl4Lq+5W+q90SsuIMyb6nJpZZnYkTufdpM093T1IJVKobahVtTuYF4QyXgSg32DoprTDaFpTZO4cuSuzb0zb7qSDPUNov/mAOKxmBCp4LyN1fU1MC0TN6/eQHQuhpKyEiFjJOokqnRXIaZFZUVCHmkTSTsHFdlzotAMHUUlRWhZ34Kq2irJf3JiUmyjcp9fGAZ9iof6hxGPxUXBr2+qF5WchIk2TkWm0N/dL3VKxVNIZ9KiJi8eRJAYb929VepJv266ouTw7+nsRjqTQXFJseQ33D+ERCIp9Vm3aZ0MmHKkkO1Ft5a56VlR6f3BgJA3kjq64dTU14hrB4nl7YlYTY3T1j6xlbMEvJ5KN/sF1W4SwNnpGfR29WJmcgah/Dzk5eeh/2Yf5maiMjgjVtV11UJKby+DfzNfDuDYxuy3tM3lMlBQVIDapjrUNNaIywnbgjMnfAWCAann6OAIZqZmpY9yJqKxtRFev1f6Qd+NPrBtAoEA2N+7rnRJm9A+4lnfXL+UOQvH2P4sq+9mH6bGJ2Xw4guw/zWirrke7JtMsVhM6j/UO4h4LAFCyd9CeXWFlMHzlsJ3oSD1QSGgEHjsCCiS/NghVgUoBJ4cBKiCtW9rRzAvBBLk8ZEJ8UVOJZIYHR4VJZNqGdXkG5e7kHolhZGBEURn5oTEVNRUyjtJybH3j+G9X74nRCWRSGTJq+Ng3cZ1+Mb3vyE+sh6fV0jGT//rT3D17FWk02lZWEY1j+Tz4MsHcfj1w6LsLUaJChz9oP/73/1AyCaJzKHXDomf8uLzSEhI6H77k9/g6rmr2PX8Lrz0rZfQtK4Zw33DePuHb+Ozdz/F5l1bEPrD0B0kmWreQHc/jn/wOT5991OQSHJBFskJ/Ut3HtiFl996GbpLx4/+/kcggSooLhRCM9g7iNhsTAjtK99+BS+8+SLqmuswMTKBT975RNxaJkbHYaazarE/FEDHjk14819/E41rGqWsX//Lr3Hx9EUh2iyPeZIkk0juPLATb/zhm0IsqVYS649++xH6bvQKhiR8PE5/biZikUykxLf73V++i4LC/KzLTGG+YPjPf/8jTIxNoLC4SEjyYO+ADCTKqyrwje+/jv1HD4iPOonnT/7Lj0H3Gw5+qJIHQsGsgq4BL775omDCQZBm3EqSSVRvXLkhbjOfvfuZkEUeYx7sO7sO7sKR14+gaV0ThnqH8PN/+jmunb8mZDVcGJZBFwcNeQVhPP/y83jprZdAAr9UYrvz+pMfnUA8Hl9YrEiSzGte/97r4idMPD9951P88ge/QCAviMLiAhm8kJx7/T60bW3DW3/8lrgdjQwM41f//CucOXZG2r+sqgzXL3XKjEU4P4x9R/bhjT98Q0j4UjZxRoZ+4r/+51/j+qXr0pZsF6ryHBC+/O2XsW3fdhm4fPbeZ3j35+/ITAAHL3AchAvCYvM3/+ibWL9p/V0HCEuVrY4pBBQCK4+AIskrj6nKUSHwxCJApZBqGFVZKqdUjKl2jpNsxZMoqywT20lsem70ynd0geB3LW0tqKmvFjLChXO/+tHbuHLuiiyeW7dxrah5JM70a6YbR1FpkbgX0G/2o998JHnvPrRbCNGFLy4ImTAzGTS01qO0IlsuC6dLBlXTM5+fAYkWExelUcGmEp5zaeBxhpX0eN1CLm5cvSFuBGva1wqZJgk88eHn6LzYKeQmGMoqeJLh/H/00WYdPvrth7h89jLotrB933YhyVzE6A/4xI+bZVKtJvGhe0pr2xqE8kK4dOYSWO57b7+H2qZaIVYkvW//8JfovdGHPc/vRnVDtRDCM8fPiK8wFyYWFheKasmFilSceWzDlg2i0tKei6cukjNh0/YOVFRX4PSnp8QVhuouSeDOg7tEtf78w+OYnZnN1saBqKkk5hzgFJUVY4ZuAJYl7/ShHRkcQX1Lg7RjWUUZLp29JAOl0ooSIXE89/h7x/DuL96VGQYujCS5o9J+7vOzQpo37dgkqj3da25PXExIm37z49+IK8iGjg1oXNskAyWW/7uf/E6w5UK3WCwuyn3npU4ZJJDYUmm+cOqCDLx8Ph/qW+rB2YycK8ji8tiXc1hwpoC2U+2/cOqiDAZIyjkQo50cTFy9cBX5RQXYsW+75MnFjd3XuqWPUOUncY9F4xjsGcC1C1fFJ55tvXHbJlw4fQH9Pf0ykCJxrmmsXWyKfCYRHugdlIEZBxgVNRXYsmcr6AJD0n3yk5PiAhMuyEc8GsPvfvo7XDp1UQZ0JOpciEqc2ceTsflB5x2lqAMKAYXAaiKgSPJqoq3KUgh8xQgwRBgJLKd9SXTpRsHpZJILKsjtW9vFH7jvZi+G+4Zw/ovzC8plXVO9KGhUkUkEGY2CU94+n1dIH6+nukg/WRK9zbu3iGJ54qMTokZTDWZEDU6tk9TMTE0LMe3t6gOJA5O4FUxM4tj7n8kCNCqZ+154DnuP7BOVlt+TGOcSFV9Og9NuEiYqvV2Xr6O8skyIFokZyTrJXmFJYe6yhXeSdEb14ECB7yQ2oXCe+PRW1lVJvXh9ZCwi6m0qkRIXgOdfPYRgKCBE9Gf/7adCiEmiWTcunDt/8ry4T3D6vLCoEHPTc0IOGRHh0ulLUp/0fCg7Ko0cnBx69bCQxV/808+FdJPQ8sXoIic+PonLZy7LVP2Blw7g6LdeEjcTul+MDo5KfYS0zhNlup4wFByJI/PnO/286YvbvK4Jz79ySFxCLNsWJZbuAZGxSVE42a4cGJHIvvqdV7BpZ4cMBogrBw5036ACv1Ri23MARPJJVf3V774mMxdffPIFfvoPP5F+cerTL/CtP/6W2ELlle4QHCQceu2w4M4+9NHvPsLo0Ij0G9bFH7hzAyq6I7Rta8NMZFrqRoI+HByWfCcmJsV1IzoXlT5Jm0li/X6fEFdG/aBC/Ksf/UpIOW36/p9/X65lu3DGg6ru4dcOy3thaSHe+dnvxR3m8tkrSMbvJLFUrDkgY12JAwk/+6SuZ/soZ2f4fd+OPqkzZwSmJqfFJ5mzAtX1VXC53WIj3TyWGhgshbk6phBQCDw+BBRJfnzYqpwVAk8cAqK8ejxo3dCCM8dPY3I8IoSXJJlT0R27NktosZnJaUyMRXDsg2PiB0tyzYc+VU1O79NFgcTRMFziIkAiliNlJJUul1uI4cz0jBA9kjQSXpJukiAS0uLSYgkpR0JC8stEVwcSsU9//6lcR/JIhXFN+xohSlyod0vSIP6uVDvXdazDsfeOiS8tyyCBnJudw94je0WRJBG5Pbk8bhSWFgk5pqsDVWGSUpLlhtZGITnMa3Ei2WeIOirTVASpkhPHqci0kG0q2FRwqRYzv4nRCfFd5iCC2JBeZrEyJVv6DlOFpisCySIHL4xYwYWOJF7EhJFFqK7TT5cuIIwAQp/XvHAo6wax2MB7fKa7DZX2544+J+1DFZsKMe1JJpOwJkypg+3YqGmoxfZ9OwR7tjUHNvdLrOvY8Li0J3Hi4IX9hgS2uqFGSDJVXbr65NqcAx2eS/LPQcVAzyDOnTwvRJR9jbGIbyfJJPv8LjYbFVLOvsq/OTPCgQ/zJvkmdsSXib7dHIyt3bhGXCw4uLpy/qoM9jhI4rnsx3IuVeriAmzZs0UGJuNjWfLPctgO9E3PnSsXAOAASvyZxyelbNbz4qkLomSTrDNsIt2PaFsoHBSVm2SaA7loNIrKmipp3827OsQdSvkj55BV7wqBrw4BRZK/OuxVyQqB1UdAy5IFqoR8aFPVTCUvYyoyKaSweW2zEDOqbPRN5QI/Ep/K2iqUV5cLYaCLgm07QhJIpki8SG44/U2St75jvSij9Kulf2mOTPChT6LKc8OF+eK2QOJCF4cckaHiR7JG1ZfEiOSNSiltWEoJJoCcni4pL8Wm7ZskRnDX5S4pl6SFfqRbdm8VH1/aeXsiAV7bvhZTL+4XFa+3q0fIOafmtV9/iM7De/DtP/2OKOC3X8t6iaLKd/6zHYmKQGzIhEmG6GdMMsbFfQyfRxG8pr4W9L8d7l86egHrwxddXqQMRpuw5iNkuAyZvmc+ue9EQb7duAf4m4vnvD6PKNxCDfkfI1noHEpRrXdEURWyyUgX8zbcK+tcNAe2NV/S9o5kK4pqLmKD5JXlo3dkx75AFwWpYxbZO87h4IHuMf/p//pPos6S+HMgxbB37HMcpNwl+4W82D7OfPSOnJ0LXy76kDuP/i9ERZCZb+NFp2Xbg3nmiLbLkIEFF+1xQEg/dPqz1zfXSV9mP2FduYCS/tVU3z//4Lgo2x6PF7sP75aFh4vLUJ8VAgqB1UXgzqfG6pavSlMIKARWGQESFa6gpx+waZ7DyOCwEF36KVNBJUliBAMqa1RXSWjoG0oCTDWUi7A4/ZxTZtu3b8Tr331dVGYSBKqOVMh4/uzUjPhhZhfqVctCNKrYnFam/yXzLy4vXligRNLQ2NIoC5zow3v2+Fmc+OhzmYrmFPRSmzWwPpx6X7tprRBRunqwfNrXuLYRa9paxX94KWWOvtasH4k9F0pR7aZNjAt97uQ5UaM5Rb5t77ZbWonX0H4qxbyGW5hSJabSTgWZ5JvkaM/hvdhzaI8o0lTM6S9MxZnknSr8UkkCRiyKGsH2oC8tsZGIGL2D4EJJEkWqp7aZJdBL5XXfY4vK4bnETNRu2xEXEvrRknDS1YJl3y/x2rz8kPgsc2BD1ZV9aWpiGpPjUzIA4uCHUUrok7xUyhHspb7LHcva1IXe670yAHn5Wy/Jws7BviFMTU7JAsDcuUu9U52mPzjdX9inOYBhv769j7A/072o72a/+Dnze8YO5yCH7bI4ub1uFJeXCDHmzEnrhlZ84w++Ia4+PI/kfWxoTPoqqTbJ8r/73/7dwu+FPspffHJSfKLpp73jwA4gK4IvLkZ9VggoBFYRgaXv0qtogCpKIaAQWH0E6G/JUGQFRYVCArg7G10WGIqMkQU4Nc5jDHFGYkDlmaSXajGVUYYZ+6TtY1l0xoV5fV29C4v+OF3OxU2v/qtXZdHWzv07RZXO+TBzIRvzIdFhNAZGwmhZ1yIgkLBQdaUySPcJkgqGgeOCQE7bb961WbTF2xHjda3rW0Wt44Ks8eFx5BXkYcPmDeJHzfBeSyX6VNMuujfQP7asshyM9EEyy79pCwcOixMjTJCMccqfivv01DS2P8fFYK1obWsVVZ7Enuf8y3/+Z5z+7JSQZCqyo0NjoqAT+7srwLeSLxLwTTs2ouvKdZnO/6e//UdxK+GCPS4wI2FeqcSQa4y+8PmHn4vC+cP/74cIF+RlCd7wmBSTU1OXKjM3k8CBBaNc/D//5/+N5vUtQrI5eCktL5UBh5DM2wj6Uvnd7Vg24kZAiCrJJyNFMBQcB2iMcrJUIjGmr/3f/8f/LIvk6IdNks2dHQ++8rzMcOSUbs5oXL/Yif/wv/7voqazPhw80d2FbjEcrN1OqLmQc+OOjVi3aT1OffaF2ETXIbqSuD0e0A0nv7BANuph6D2qxh6vF2WVpeJTTRcUKvj8bfJYzpal6qKOKQQUAquDgCLJq4OzKkUh8EQhwAdxy4YWtG3ZIFPudH+gP3JeflhIMKeGuRMfiQRVUYZ1YwQAqmf8m2TwT/6XP5EFZjevdYviSkLABztnm7k4jKSBi7de+c6rsoEC/TM5rUw/ZZ5HYktFm6qqx+cRssLICyQVjEVMP12GVfvsvU/Fp5VEheociWtdU624i5Cw0ya+SHYYjYAhuLhQjqouQ79R+SMpXyrRBYP1ofJHUsuQeNwghCSMG6fsPbxX3DhIvnKJC+BIwhOxOAyXC3sP7cU3vv8GNmxuk2n0rXu34X/49/9WQsAxagh9TqmccwEXyVJRaaFgTp/m8ppyiU5B1xSXO7sZCQkkXVDobsG60sY9h/aKGsvIEfTvJeHiYIOxn6lcl1WVC3GjYs+BD7HjgsGczzLfaxqqhYAxT258Qvx5bV1LPSplwWI2RB7DnDHkHyN3cBFbQVG+EEgOaiT6AjdOmd+oI4dJ7p39iqHk6EogCzYHR2UwxAECbd2yewuOvHFE8KWizDbiIlK2HduI7cgNbKrqqwVf2rfUAjbWgf7ODCfHQQ4XoLLNmCcHe3TpKasolcWTi8kslWH6j0+M2KJ2r9m4Blv3bMWhVw+Jis7yc4kzKZyRoBrOAQ1nE/a/dAA79++S/sv2o0pOwszfBgdiNfk1+KP/+V+D0ULYX+mXzAV7bEMOqrhRDvujK8r+oMuiWPYR2sV6bt+/QyKi0Kal3INytql3hYBCYHUQUCR5dXBWpSgEnigEuAiLoby4+QSJAMkFVVq6LZA8rWtfiz/4n/5AlDnGku3Y0SEPdxIOkhmu2n/uxf0S3YG+y1yIx+gBbrdL/I1JVKrqq4SUMbwVyRPDuDFObzKRgK5nFemqmkohttwlbv/R/bKpQ0lFiUx/c+HU0W8eFXU4OjsnBIN2k2hR8fYHAmhZ37wwTU6SQaJE+0mSqH5zkw9u0rGYKC1uCObH0GskOrlNKeiLS/LNDSla17dIfRaT5Oa1TaK20m+WWHDnQkaAoM80iQ+J04tvvCDKO6fzqfjSPYP+v0UlxSAxI5GtbwaOfvMlCTlHUkzSxeupfrMO9IVlFAba1rw+G2O3cU3DQps0tjbIJhRcFEaySb9XEn4uNiM+2cHMGnlne7z1J99GOpnChi1t4rpBQkgyxsFMMByUEGjsD3SZaFzTJO4iXARHNw+6lXCRH/sJ68kFaEthynPpG8y6cMDCBZ50CeF1JL5r29dIuxA32vzit45KtAlu/OEL+GS3RIZ8e/MP35QFeByssf1uT6yb1OnfvIXW9jWyUI7xj0mqhQhPTGUHUuXFEsua15PY83sqwRwMejxucfvgDAAXadIPPJfYl6iKv/jNozIoIWFlG7E96JpBX3xi9Pr3viEhAumO5Pf7pa12HNgp/Y+DI8bMTiZT0k84s8FNS+hmwcEHQ9xxsJOIZ+Nc87fH2RKWQUV/MWHP2aXeFQIKgdVFQJHk1cVblaYQeCIQIAkjieFrqUR3C77ulkiQSKiornXs7BCSwk0zSERIPEUVnJ9OJ0EiceJUNRflcTEeySDJH0lVjmxRtb098Tq+Fqei0mIpc/ExEkr6BnPHOqqdJEN02SBRX0qJzF3L8km2SMYkwsP8xhwkYfyOdlK5XZwY95ebQkhMaQcLhDN3jgwiigtloxQOHKiiUqkWpdPvX7CHpIjk8PbEaB58LU60hco+sWCeJG3ENYfd4nM5oOFrcSKh42txYp5sO75yiW4GHBAc//C4kGcSV/pQ93cPSLnsL8yHvstLlc18aBdnKRrWNIgrD+vPtuZxYpBLdMk5XHU49+fCO9uDr/slDoS27d2Oti3torqzPsyfbbY40aWGif2A0S2ee+E5wZG7APJ3sJRiyzzoN/3ad1+TPs025Xl8ZzJgiJ8+yfHtiWR7044OsYt1Zwg7XkfMFivwHMSxLbkQlljmfg+32397/upvhYBCYPUQUCR59bBWJSkEnjoE+HDPRWO4X+VIUkgU+FrpRJKcjYIxLkSEfrBUykl2HySRmPDcpc6nouf2ZH2lqbIyPjL9tUlq7pWIDYkbXyuRaCOJJl+PK1GFnZuZxZnPTgt5I6mjmwATiSvdX0jWqRTfL5GAcgbhcSa2DQdl90rsdxLTuqRIFHaG/ePsyFJtzb7MWQSq5eH8PCHcxPtuA4J7lUvsOJDka6nE9mQful8/WupadUwhoBBYHQQUSV4dnFUpCgGFwGNEgISD0Tne+P6b4EYfnMqnH/VKJE73Uz39H//9n2F2ekYWI9Jv+GlMVEvXd2zAf/h//w/ZFpx+14x5zcEB3QzKq8pkYSfx/rokuga98MYLQvLpe88dJ+82cKFLxXf/7XfFR5l1JoFdDkH+umCj7FQIKATujcCqkuTJ+CS6Iz3wuu6twNzbZPWtQkAhoBC4HQEHGcNEuDUfIStPfKOHEsPQU49O5qiuWo6F8BrmHYLjBQaig9Djj5737bV4Ev62LQveWh+qy6vFl5ok0eDCM4+FMXMcE5P3DwX3JNQjZ4PEOS7RUJVXDd0wMGFHMDU1vST5pWruq/OjsrJKZiR6pnuXPC+Xt3pXCCgEnk4EBmcGMZeKYlVJ8rnB8xicHpSV1U8nrKpWCgGFgEJAIaAQUAgoBBQCX2cEYukYJmKR1SXJPt2LsBGGS186HNPXGVBlu0Lg64AAdyGzbAsXxy9C1wxU5VWhxF/0dTBd2agQUAgoBBQCCoHVQUAHZjC7uiR5S/kWHKp/Hn7Xgy2mWR0kVCkKgWcHAcZ7TZpJ/MeTY/AaHhyqO4jN5V9GN3h4JG7f/PfLOLMPn9dKXvGk2sk64UIAACAASURBVMU6Pqm2Pal2Kcwe/pfxdWlLdb94+LZVV6wGAl1TN/B+7werS5KrQpXYVLYRQffSq31Xo+KqDIXAs4wASTKnkUKeIHwuHxoLGh6NJJsWHNOUDTg03YDGWLOLNmT4yrC27KxdtiUbmWguN2A8AT7EjgMnYwKWCTBEnssFzbWqXm9LNwntsizANCG7wXBjD7blI+yKt3RBD3mUO9PYuba0odEu4vUkLByct4v2ESex6y6b1jxkrR/tdJttacIxLWiag2zf50Y1XzEhZVtaNuxMBmKJ9P0nwC6izXsY72WODbmPMVThV43Xo/UCdfUjIqBpOs6OnltdkvyINqvLFQIKgScJAduGNTmJ9Mgo7EQcRjgMT10t9EDgq33A2Dbs2VlkRkeRmZqC4fPB09Ag9n2lRJmkKpVCZnAYmalJIe+einK4qqq+WryobafSMMfHkZmYgGNm4CksgruhXkj8V9blSKoyGVjTs0gND8NOROEuLIa7shJ6Xh6yTOsrso59bC6K9OAQrNgcjEAA7vIKGCXFX5FB88VysBOPIzM2Jm2puXR4KqthFBdDWxSjetWNZFum07AiU0gM9IFbrbvKyuAqLYX+GEMaPlA9eR+LTCE9OgI7kYCRnw9PLe9j/q/8d/lA9quTHisCT4CE8VjrpzJXCCgEHgcCloVMTy86L32CrvGrSKSjqPJXYOPsIeRv3grd4/nyAcMHJJWaVBpIZ8Qaze0CXAYc2xGyw1G7HY/D0XXo4TxRDJdrdmZ4GINXv8CV3tMYT0dQYvrQMXsUZW1b4S4puTVbKqepDJx0WhRLUXY9bjhUB+dZGFU5O5WEUVCQVQuXqTCZc3OYPvcFLvScwEhyFP6MjrW1W7BGPwqjsvxWu6jqpjNCqh3ThuaeV1A1TXaUo8pF5dfJpKH5/NAZD3qZdjmZDGYun8P1G1+gd7obtm2iyVONdv3b8FZXQ1sc51nIDtsymVWdqehSEeR25LYju8TJzALtd7mgM57ycu1KpxHt68bAlZO4MnYJMWsOzZ5atLYfRMm6jdDyQl9iJn3MErxIxqTtPC5oGte/sI9p0qZit9sNLRBYtoJPvMxIBEPnjuHyyHnMJCdR7C3C2pqtqN1xAFo4/GWdaZdlC9l3EtzUhLMHxkL/plMEsWPfl+N+PzT+dpaZ7MlJjF07h+s9ZzAw1wcfXNhYsQ3V256Dr7wyOzuQy5t9PJ3O/i7ZXlwr5HEteAMxqonN7zMZ6PnhR5pZsKNRzHV3oevyMVydvQavCTSXtaFpwx6EW9fdaVcmA6TSsNMmNM4A5ZRd4knVnuLvzAz0/HzojFe+3JkF3se6e3D10se4MXENyXQMVf5KbJq/jz1KW+RgVu9fbwQUSf56t5+yXiGw+gjYNkj4es58hN/PHsdl1xhS7gzqEqPQTqWxo7EB3qJSIQLOXFSUo/Huq5jITCNtZ+Do9Hww4HFccFncvUyDaTgIzqRRXNGA8M5d0AoKllevZBLDnWfx6c0P8Ym7B7N5GeTFNTiXDOwM56OU+XJKPGMi09eH8d5riETHEbOTsJGdzveCdmliF8O/GaaNEiuAwkOHRSlcjnuEk85gdqQPx0//Eu+GBxEJJOFNO4iMmSg4m4/KklcAujfYNjKDg5jp7cL45CBmrRgsTgEbBtyaAbetwbA1yKAinUSxHkZhWwd8zc3Qlti++X4gcjCQiUzg3OUP8EnsAm74Z+WS5ug4Cs+UoSbwIrxl5eKCYU1PI9Z1HWPjvZg255CxM+Ja49JdcNu6YCZbKafSCBp+lNS0IrhlS5ZkL4Mop6YiuHnzDD7ufx9n8iaRMkw0z0ZgdvuxJRRG3tr1WfIbiyF+8wYio72YjEUQd7jNM7dPd8FDu2wNOsvnrodzSZQ3bECwowOuwsIvyez9gMp97zgw41GM3biI92++i9O+EcwE0ihPDmOuP438ogqE2zuE9DnxBFLDQ5juu4HxuRFErTgcjX3fBReybelyNFgG4J6YRXFVEwraN8Nde+cujLni7/VON55IdydO9nyGY/FLGAjG4M9omOmJ4vmSElQHQ3AXFIJ90YpEMNN1FWOzw5jLRGGCbknzfczU4IIuv1M9mkAYPlTsPwJXTXX2t3MvI5b6zjQxN9yPy1c/wW9njuNmcA4u08Hm0Vnps21lFXCXlEofsycimOu9gYmxXkymppF2su5SbuljmrQlybsFG+GhGZQ9dwT+lhZoy9mgSO5js+g+/SF+N/c5rrrHkHGbqI2PwTiVwY516+B5ElyOlsJUHVs1BBRJXjWoVUEKgacDAT6M05MRnB+6iJN5w+gNJGHpGiL2NMID57FhcABuXxDm3CxGbl7Gld4zuDTbhXE9jrRuwaaYBg1uK0us3I6G8mkTmz0NKC6rn1f/loeVPTWNG2NdOJHsxvmCOCyXBsNjo+zGFdSM3kBxbQtsXcPsjWs4f+MELs90YcSeRkzPiF0keR4zS6zcDlAcA9ZmClDasCfr27zMOX4nFsPkSD8+mr2MM+VAyqtB8znwTA6iZeACyiO7oYVDiN7swtWuk7g4fhn9mQnMGGnY9Cvlrn+WJiSZpI/kZ13EQF7TboiutgwSKghbFhKDAzg93YmTnlGMBjUYjoZJJ4P2gbMoiGyCOxBEYmIM/VdP4dzwOXSnRzClJZHWbRGJDUeft02Hz3TQOOfBhsI1KK1tXX6MYcdBLDKGrvHrOGb1ozuoC8GcSU+hfLYLNaMtCFbVwsqkMHT2OC4On8f1+ADGnDkkdTNLRpGzS4MvA5QlDLSni1Fevy6L2XK6mG0jFZ1D32AnPjN70OXNIOHVMOak4I33Yn3/VQSaW6HNmhi/cRmdPWdxZboLg/YkYrRLB3SQ7GVt89oawjEbGxMFCBeWPzxpz9WBCmsyiaGRmzgT68ZpTwQzAR1u0wGmetA0ch1FlY3i5jA72Iub177AxcgV9FoTmNNSMNnHuHumo8FlZt/zEw6a4gG0l7bNk+Pl+TQ7ySQikSGcj3TiuH9c7NI4uRQdQlnkGhpHNyMcDiM5MIDuzlO4PHIJNxKDiGgxpPWscky7cv3fnwEqZ4FdriZwjcVy10BQIU9HIjg3fBFfhEfQ50/CNngfm0Lh0AVstNNwO1lccjCr92cPAUWSn702VzVWCDwaAo4NO5XGtJXClAZETQ22DlGDzwZimOq8DI/Li6HBLhzr+hgfZK6js8hEyqMJeZEpZgC6DbgtoDym4ZCnGHnr2hBsa4f2AFse360CVMmiZgqTsDDn6NBSDmyXgYv+BHZN9KG58xpm9QzOnPwtfpG+iM6CNGZ9kIdjzi4+d122g5K4hp1mEXaUNiK8azd0UaGXufjPtJBKJTGumZiFG1Ya4lrSa6RwKTmM7V3XYeYFcf6L3+M3M6fxRWASU2Eq7JoQK9aXxMJlOQilNayZ82Jn+SaEN26Bhy4RVLyWkUgyrEQCU46JaQBxU4dmO7DcwHlzFG3DfXAnMujqu4j3r7+PD4KjGM/XkHHd1pYO4M44WD/jQUPxWhS0tMHX0vrlNPkybLMyacyZaUQ0BzFTA2xgxO3gRnISQ5F+lPd0Y3y8H7/74mf42D+C3rCJuDfbF6nYEi++vKaDupgb+/RKFLd0wL9uPfRQaHmElBvLWCbiqQQiuoM5esWYgKkDN/QYekZvoG5sFJP93fi88yN8FLuCi/kJzOZpMghbGGMRL8tBcVLDrmQYodZ1CK7bANcj+DTTzSWRSWEaJmYcDfE09XQNnYEMesd70DTch+RkBBcvfYJ3ho/hdGEMUyH+brNtmWsi/i4Lkg42Z0JYW7UGhe07YJSVLp+MWjbSGd4v0pjSdaRSkIFqt9dEV2IMk13X4A7m4dqJd/HO0DGc8I5hMM9C0j1v13xb6na27zdFPagJVKFo+354a2uh+ZYZLYv9PJ368j5m0SUHsAwHZ8JJpDQHIZadA0a9P5MIKJL8TDa7qrRCYPkIkJB5iovR5qrEu9FhDNgppF06TFtDnx8YuXAKmdlZfBjvxK/sLnQWka3oQNYdeaFgIXxJDbtHwzja8TKath6Eu7p6eeRlPle9qBD13grUJUI4E43AdBlAGhj0GRga6sHAqINOfwL/LXYaFys1WDINz6n4BbPEh7UwAbRFgjhcuQ2b978JT0vz4hMe+rOWF0RBSSU2zRXgUjSGhAwYNExaNnpSUxg/8RmG9SR+YJ7DiXAUMwFDBhEkhotTMA1Uz3jwaqIBu9/6PnxNjcsnCeIPa8BfVYOWL4pwITqOMY8NR9PhWA667TmMX7uImdQ5/Na6gZ/lDWMy7IZBm25rS91xUDPt4FCiDgd2HEHVtj3QCvIXm/7QnwP5Jaj2l6N6yIu+PAu2riNjOxhORDE8cAPlkyY+HTiNfygbwERIl+81885iCmc1bEmV4aWqfWg++Dr04sLl+7DqBrz+EKoK61A76MeQK4YoXY4dDROZDPombmL23Fl8du0j/NTTgwtFJjIeA3fa5aAwpWN9xI/Xi/dg3c6XEKyrB5bhMpOrMf2sK/MqUDUSRiA1hmmZXXAw4XZhcKAXo/pZzCCDn458iverUmKXMPfb+pjHctA44cXB/I3YufFFFHZsfSQ/ac3vQ1GoBI16CUIzvZgL61LslOHC0PQkhs+fRDqTwk86f4f3S6KYCGpwcOf9wmsBZbNu7LPqcLTjdZTs2PtIi4S5kNFbVIJ2vRLvxkYxaKdl8Mf7WH/YK4OHHLbq/dlFQJHkZ7ftVc0VAstDgP6xBQXY1HEAbceuozc1g+E8gERpxtYw3HsdndP9eL8qjc4CC5mkBs25hYVKuXkZDVtnA3i9+RDqt+yDp/wRppvna6KFQmhq2YRNkS4cGxhAT2UAVKDmLA0jQ304Ex3Cp9XA2QoLVnJeFb4lpCx9kW1smPDiSMVWdGx5Hl5GeXjERLWrsKIO+1r24qOR36CzEEi6DcTTDsZmJtHV9THeqXVwqiqDKU6dR+l1+WVyNE7R26ibc+NFvR4HD31n3g95+Yu8mDsXjfkqK7G5ZhMudI+hd3IYM0EuXAQmUyn0dn6O3qCND6pNjLt06FELt/BQTZN2D6ccvDISxv4jL6OiYwe0/PCXxi/nk6YhUFKKpqo16Oi/jLORTswG3chowEwqif7hq8ikb+AH9VEMU3FMOnf0MVvTEMxY2DldhKP129F84EXoJUWPNAjj1L43FEZN8wbsuFqLa7EuTFkpZAwd0XQGo5FRXP31j/GzulmcK7CQsjRosVv7Pt19fKaNhkQA3zPa0HbwNVFEH4Ugy2I2rweVTeuxcfAKLo0MoN8VAzFIaxois9PoHPoEVwsdvF+VQMwxoCfshUV6bCKq73QFqZi18ZJrDXZuOIDi9e2PNAiTPubxoKiqHu11m7Dx+FkMeNiHHDAQ3GQ8hu6ey7g01Yvf1cwiogO23C9u7TR0U6mOatitVeFI836U7NgN3f+I0Sd4HyssRMfmg9hw/Dp6E9MYDbukP8/59Tuimd9qkfrrWUFAkeRnpaVVPRUCK4gAF6/5NqzH5tPVOB0dR787CRI5WA5uZKK46vHgusuNmK1Ds5xbHsY0I5gBmtMhvJ63CfW7noevvHzZ0QZuqZYG+Grr0NDTgvU3T6IrnhFSxCAavVYM05xK9XoQt6ju3UoSOK1qOEDDnIPD4fVo37AHocbm5S1WusWo7B/uvDxUbdiK9t5j6IvPYM5nIWE6GDNTOKHN4ETAiwnbQDqt3YEXbauJArs9Ndi9/gBCdEtZiZBejBTg8aKifi2aRi/j7NQ4JlwWiNdMxsQpLYZun4F+w41MioOdWytGu4pSwO7ZAA5vfhVl6zpgUEFero/0ouxJgopKa9BS3ISKvhuYclnI6MBc2sQ1J45Oj4abPjfSKVpxK2ZyxHawddzA/pZtaNp2IOsysAJ2EXdfWQU2lq5F5dgQ+hNJxD02YmkLw5kUfu2OodPrQdQ2gNSdfZ+DyYZZHUfdNdjw6rfhra1Z1qLLRVAtfHSXl6O5pBHNY1dxPDaHpIduHhoi6QSOGwlc87kwrbugJW/t+8yAbZtnOnhjsgzbXjiEovUbwUHnSiRGhimtacEeVON38R4kDEdcLmbSaVxx5nAlEMOo4YLFURDp6W39LJBxsCNZjuebtqJy217ojGyy3IgWiyok97G2Ddh8phpnYuMY9KTlPpZy27ebsOgq9fFZQkCR5GeptVVdFQIrhQBDtRUUoKV6HWo6e3Buth8xn1v8WT8rMzAY4uIvwErc9rQTOuOgJuHBYW81Ona+gGB1LXTv8kOY3V4lIy+EsrI6rMmrg3/6CuYCbiF9V4IaXAFgWF/aLpKXsKXhSKocW9fuRWnTehghxuPlg/vRk+H1IVxVi/X5Dfg0dRnjdhJJTcOgC/ioVEe/C0imnazv6m3FFaRtbHHKsad6M2ratmdjPq+QXSQb4fJq1OfXoGLyBq7Fp5A2NEzowMkCDVM+DVGTvrhsy1uxyMs4aDWDeLFsMxo274GPUQpWanMUw0CwoBg15Y1ouhnGleQ0LN1BBMDFUNZfO0ZZ25TlW7cg5rKBxjkLB4o3Yf26nQjRlWGZftu3ZMw/dANGMITahnVoGD2DC8lpRBwLUcvBlTwdGVfWRnMJgkz2Vxe1sdtbhz1tBxBsac0qtSvUlnRtKK9qQGN/NQqHbmIyPzvDcz2Q9W0fdwOmqO631ooODvkpB7vmPDiw7SjK122S2aKVIKIsiaHU8korsKFhE0p6byAadGC5dAy7gJNFOvp8jMR4JzkWuOGgI6JjX+smtGzaCw+jrazUpi28jxUWoKVqHWqu9+D87CDiPjccLhhcPJVzK1zqr2cIAUWSn6HGVlVVCKwoAi4DJfWtKO/+HP7xHkzqhoSEvZjvRtKlwcyQvHxJkvnJsB3UpnTs9VfhYOs+FG3YCG2Fg/ZTHcorKkNlST3yrl3AlGHAgYY+H2PmAiluKkcVeVHSHAfFGR27zDCOrtmHurUd4ne9kpuP6IYBb34hasoakX+zC8jQN9lAxtAwE3YhYTMuLVH6EjOa6DVtdKTCOFi/ERvWboe/smpFVLSF6muAJ78AZQUVElJOi08g7TEwSdeGgEsWpZnpXEtmbeP/fstBUyaAQ+FmbO84iFBNHfRH8KldsCf3gdEWQnkoLK1GrV4ILTkFU3dkseis15DFomkSUUm5d8BtA2VpHUdQi13r9qG8YY1s9pHL9pHf6ZbgdiFc14jakwUIpAyktQzoUdTtN2Aa2RDS9m19jO1axoV6Wjn2125D3cYdEq/5ke1ZnIGuI1hehfL8KpRc1XDZ78BtO+jz6+J/T99pO3WrikwFOd8E2s0QXi/egMZt++BfycEO7WPUmLwwyta0o/Lsj9GjWUj7gHFdw3SeC3GGnJNBxZftyMvoH92UMHA0vB4d63Yir6FpZWZQFmPG+1hdC8p6CuGP9GGa9zHdzsYjX3ye+vxMIqBI8jPZ7KrSCoGVQcBTVIKwHoAvbiMTtGVDCUa8oLqXSySoFMq4gUC17cZBlOHF2h1o2b4/u/FC7sSVetc0eAJB5OUVIRh1YIZsmdo16evLxL0m5n0wqYx6LKDUMrBFL8RbBe1o2/0CfBVVK6c8ZosTYmt4vQjnlSCQcUHjqn9NQ8ZxwG0mkM76rmat1OBygJAJtDoBvF7Yhl3r96K4ee2tm3vk8n7Ed93nQ8gfRh784qvKdXkLvseLxhO5qBEBsSuIw3lNONKyFxVtW6A9qo/oEnXgRia+YBglCEBLUn20xC9ZTr3FrqwriN8Cqi0PDrrL8VrLfjSu2wJ/ccnKDipYuK7DKCxCiRaAN6Ujo9mwHQcpfrcAHP18s8o7iXtJRscerRgvNmzHprbd8FdVL1HjRz+kh8PI84dRmNCQ4ojQBmZl4MWpnWz+/E2yLWlXgaljkxPGy0VrsX/nKzKz8zg20WAcb29ZBUpjOrRABhluVrLwm/zSb5uYcXFoyNJQZ3vxml6FAx0voLKlbXnxkB8AUm9xCfL1IHwxB2m/DZMk+Y7h6gNkpE556hBQJPkrbFJuVMAXE2NU8vWsJptb9joOdF1/pnF4otuffZXtNL8bHTe44Kyk19LgYUizlAXxa5ivRLZnO3JOwNbQNKfhhbxavNT2HNp3HoRRu0IkgXbxt8Rdw4SQZwkTN95gfFyH5JM/raxB82/ZP3x8ECc07HEV4+XGrTi4/xV4m5sA7gi4EimHF+Otit+sA68DeExAz9gyrZvz883hxWKFuKd1bEx58c3qDTi0+2WUbux49AVxuToRM+7YJ3FgdcGPeLFcPW1zjj53pmCXu0/xcH4aWB934/WKJrzYdghN2/dAY8SIlUhsR/YvvnhPtLP9J2hpghdtXuzxQSupcXPBWSjtoDnlxvP+Unx7/SGs3X8Y7uoq4BF2sLulSsSLztrz92uWHLCysYi5M5xE/Zi/YHFb8vdRkQSOWEX4RvtudGx/HoWtax8pYsQtdrGPSd/PLsTkqkuPzUWLnJmY/00uas7c/A438SmLAbtQgJdrNmD/tsMo2rYtOxuwEs+i3G9yoY/Z0q24YJd9zOECgMUDnfl5J8bpLkoDbWk/Xsyvx6s7jqJq6064HyE83i14Lb6PsY/p2UgyjJ7BMIZyvzA43XTLVeqPZxSBFXoSPKPoPWK1LctCNBqVXILBINwr5TP3iHat9uXEIZFIIJlMSlB5z0o91Fa7Ik95eQy+b0/PwJ6elcVeekkhHDMzT5yz2+8yKgITny8mbOimhbK4g4NjOl5J5GHzS9tRuWM/fCSiK/EgZmGWBXsuCmtiUnam0wvC2flubgdMUmM5oprRKNplMTawbSE/aePAmIMXU2HsbluDxp2HEdjUvnIE2XFgR2OCGXf4Y4gux+8FbJKtrOrOKXo+s6UaIsCbyE862Dhp48iMD88XV2H9nlcQ6tgsWwNnz3zE/0leEgnYUzOwo3HZOloPBuDYJFRZzBYHI+FmJpZtw5OxZVHji4M2DoXLsem5PSjbtQ9GedkjGjR/OYEwTViRSTjRuCxmk+222b45u2j7vJaQa0vbMlEfdbBvxMELRj527epA7ZFX4KosWznfVcuCxb4/OyeDHS2cJ65DjjM/aGQfW0T4GL2BxLU0YWPzpIOXR104vGcjanYdhn/d2pVTRNmP4nGYYxPSz/WCfAZPk7aUARC/X6RsUx/lDo7etIX2aQ2vD+s4uLYea9r3I3/7zuyCuJVoTf7WMibM4VHZ+pr9i/7S8luVARrb+su+z7bMOBbcpo3mGQeHJ114yV+EjbsOoHDfAbiKClesLRfuYzPZ+5jB+5iVyQ6A6HdvcdBBEOd/mCuBh8rja4vAE0GS+WMmQRoaGsIXX3yBy5cvC3kkaSwqKkJLSwv27t2LsrIyURq/CrR5kx4YGBAyV1JSguLi4jvMYD1SqRQuXLiAzz//HFNTU3IOSSBfLpdL7Od7bW0tKioqpK6ZTAZvvfUW6uvrl6zf1atXce7cOVFYv/Od7yx5zh3GPMYDpmmip6cHJ06cQGdn50K9fD4fqqqqsGHDBqxduxYkuw+ijhOn999/H5999hn+/M//XK6loqzSV4yAkBYL1tg40hevwhoYhsNBHRU1qmmGC8mpKSRHBmBxBsC0hWPR6pDmQpMTwg6tAHvCJdhQUoAiyw3fTBKZdz4Fhsbg2dwOo7R4WWTZsWzYk5Mwr3cj03kDzswcHJtTy44Q5VgsiuRoF0yDUSwckBxQbfTBQCW82Iw8HPKXYUNLAco0H4KGF/anpxAbHId3zzYYpSVZ38eHJfK2DTsWg9U7gNTpC3Bm54QsaGRQfP4CiPVdh5WMwXFnfaNt7nIGDcVwowNFOOgrxda6IlTpfuRpHjjHzyExNg3Ppg1wN9ZlCdbD2iWkJQOrpw/py52whoaFvFAZpZJNlTs+2ofM7Dg0A6A/LbmorukodNxYhyCecxVjT2kJasoDyNe88PWMIPH2u3Cvb4WnfZ2Q7WUt9JonU5krnTBv9oK7TQjBk81AHMTmphEfHoUeovrIzcOz9gY0A3WOD89rxdhZWILmohBKdB8CKSD+L2/D3bYGnra1EvZtWZutkJzPzCJ98ZrY5czNCol3HJkTgJGxEL3RA8dIw9Ac2KIya3BpOtY4Pun7u0Ml2FBQgMpGL4JuP8wPjiExOAp321q46mqW51/LwddsFGZXNzJd3bDHJ4BMGmIXQ/KlTcRHbyDJbbg5W8GBGAA3dOn7G5GH5zwl2FxTjOoqL8IuH/SL1xGfjslv0t3SuLytxDmAiSfkPpG6dBX26DiQSgp5l35hO0jMTCPObdZpEO8XTnZb+nzNhXVOGM/pJdhaXoymyiCK4IG7dxiJf34bnu0dcLc2goOAhx5c5+5jo7n72BC4A+bi+1hichLJUd7HNGgZGzZ3OWKSG132o/r/2UTgiSDJVBFJAt977z0hX5WVlSgsLEQ6nRbiPDExAa/XixdeeEHev4qmIpEliSOR37dv35IkOWcXz43H44jFYlKH0dFRXLt2DRs3bhTS7/f7ZVDAc0i8Saw5SOCDYalEgs1zSBzvds5S1z2uY7RnZGREBjRdXV1Yxz3uPR6wnXIDhD/+4z/Gpk2bhEDfzw7iRYyYFzF5Eup4P5uf+u/5wEsmYfUPIXPqHKzIVJa4eNzQSNykrzpwhQJYX9WEl80QmhBD2jYRNnxodIex3l2AVm8BKj15CLp92VlyqjSmCbPrJpzZKDx7tsFVWf5QPqNU6KyBIZiXrsLsGwR32dO4YYNG1pl1vfA4flSXVeOlAg2VmEXSNhHQ3ah2hbDWXYD1nkLU+sIIuX0wuNGJ7Yhd9ugIku9+DO/OLXDV12YXFT5oY9OuiQjMazdgXr4KO2VCd+nQ/J5s3UXVtlBUVo4DpoOQNYUJJwW3pqPECGCtO1/savQWoNATgFs35CFNvJxIBOlT5+BEY0JINYbAetAkamMCmavXBTOLaiinoFrSOAAAIABJREFUmX1eoZuCmWkhv7gYm4OtmHMK0GfFYEBHkcuHZlcYG9yFaPEWoswbgtsgpadSaMGJx2BevAxnLgrvzq3Qw6GHUvycVEoIqLTlwLBcq3vd2c1n2JaWBR9CWFO/Bm9q+egzoxJjN0/3oNadh42uQqzzFYldfsMDnYMHDqBIvC9dgROLw9PRBldt1cPZxVkTkir2/b4BgUhjW7p9Wd5ETDUN9bVNOGwFUezMIGFl4NfdKHcHscVdiLWeQlR6w8hz++DWjOzsAZXynj6xy0mmhMQ/FOkjQZ6ZQ/qLs7C6e4WUai4jq9LSz5iY6RpKS8vxXGgTLH0SMTMFt+5CuSuAda4CtHsKUefLR757vo+x73PgOzmJ1IefAekM3GuaHnrnS6rsZif7/jWZpdDcrmxoO0bn46ONQlEogL0tW6BpUxhxkkKWCw0fWjz52OguRIM3H8WeIHyGG5qjZe0yM0ifOCXE1t2+PjuwftC+L7MmSVh9g8ic4X1sesn7mDsUxAajGS+ZeXIf8/r88Gmuh2qaBzVJnff1QuCJIMnT09M4f/48zp49K0Ty4MGDyMvLE2I4NjYGfk9VmUSRZIqEOT8/X4gZj5Gwce93XmMYhpBTEjaqvaFQSH4UzIPX8p3nUJUuLS2V7/nAoFI8MzOD4eFhzM7OCiEtKCgQZZSuEDxOIk8ix/KpmvJ4dXU1SHqZmA9V4rq6Ouzfv19UZ+Z1+vRpnDlzBuvXrxeVlTbRfg4OqMryxfxJlDkwCAQCqKmpkXNIjPn3YhWd142Pj0tZJJiRSESwYZ60h/mzjrxh8nsSe+JIcku7+WIdqFzzPObHPJgnbSDhJXZUzFnH29Vg5str6CrCMllXlkn8Pv74Y1y6dEnIMutL+5k3y5+bmxOcWTbrwzKIHfMj/sRBplUpMpimtANt4mwC24J2sAy2d64d2YbMi3byGh5nHWgP7ePnnILP+lPpzrUXyyIpJ/asK/sPz1WJDzQbdmQK6dPnYPX2if+kzigUQpLp85sd0Ll1Hev9NSg0CzFhJWA6FkKaRx7Ipa4AAm6PkJPcAiZwBzwGmZiLCVnI5AWh5+VBDwUejCjzoTcXRebyNVgk2qm0KKu6d35TDZIkx4HHbaDa48KrVghbzRhSjgm/5kaJ4UeZK4B8knaXMR9ubX7+3tAAuiH09sPMzwOniI3qygcmV3StMLv7kLl0Fc70FLS8MDSvWzbskKctfe5tG0WuEhwwA1hrxhCz06I8Fug+VLmCCLt92T7IAbF0RAea2wM7ZsIZHYOpa9AL8+FubXpgu5xkGmb/INLnLgoR4qIsLrJj/XMsgO4f+e5CbA36UGkWY9JivAEd+YYXFYYfxa4AvG4PHCNnF0OV6EDKhjMzC/PiVRjlpWKXFgw82E+IWzwPjWbbsrefFA/glLyb3rLz/N12we9xodXnwb8yCxAx4zIrENTZlgHBzJezK6euGzp0brU8HYfFgUFeCHTBERXyQSzj/WhyGpkr12Feuy5XcKv0XFsu+JC73aj1VsgAcYsZlz5GYlVk+FHjCiLo9spsi6Nn9zbWuE26QT/hFOz+AVnf56qrzro45Gy/j31OOo3M5aswr3YK0aYLg9g1HxKNv0vHbaDUU4L9oQCazDLE7YyQ9CLdhwpXAEVuP3SXO9v3aRs7GveVd0zYU1NCwPX8PBhez4Nvd247MHv6kbl4BfbomAzANI9L+ijv22KX44LHZWC3vwl1VhRzlixzRFj3otIVRKnbD8PF8Gv6Qr/kwMThzEZkGua1LnFZYozk7ADvPmDxa84GTEwifea8DHY4o7DUfcyj69jgr0Gxlb2PaT4PQro7u47gAYpRpzy9CDwRjICKK8kQCeKOHTuwa9cuIXKEnSSP35OU8fuTJ08KIWpvbxeSS8L0m9/8RlwyqFySHPX29oq7A8kbSSNJ2sWLF8U1gHmRlJFcbdu2TVRQkiZO+R8/fhzd3d1C5lg21eyOjg5s3rxZFO7BwUHwRTJPu5g3SWKOdPEakiwSXL6YcgT297//veSze/duIfS04fr160IKSSCpUvNakmrmxzKPHDkin0nuSPZIOEnsJicnhYzyGP8mdryORPHQoUMgNiSVxOzmzZv44IMP5BzerDjYYDmsG9VeHqPLBPFh3VgvHqM7CNuiubn5rr7SJLvEkXUikSVB5eCEGLKtmJgfVXQOEmg36838SVZ5Hd0ybk+sL+tEss1BCetETHg97WR+JMDMi+SWdpKQsyx+T1xZfxJq2sG6kviTDL/xxhsyiCGWJMh0ZaHbCMvgYESR5GxriIo8OCwERg/4oJEZJJPyypK37HkkM0XQUKQFAVdQnrc6nUZlet+CnY5/eSI/8eLcM9DKCAlxNzdA81Y92IYKVGuHRrIEORrNPozTaZA8LE60Kw8awpofza559W/erYCRN2ySrVxF5jkybSNXIcGyevthlZeC21yTIN032Tas8Yioe/b4uJB+jf7a0YxUefH11JXr4UadUZDdvYSPYmJGl2ArmbUrZ9P8hcKh6Ms8PgHzRjdctdUPFjqPg525rMJnD42Iqi2yHmdsFhvFxYIAyjUDFVoebHco63vLk2wNTioDKzWP8SLb+JG22bMzMC9dg1FRBuNBQvqRzKXSUhe7bxBIp6AF/UAiDob6WGwbHa/yNQ0FCMFxz7eFuGJoQMaClY5la7LILh7QPW5YE1OwenphVZZlfbofgIxyZoJ9TAgyZ/CojrN/sZ/dhlkQGlo0P1pcWaGEJ4gzBvtYJpFdl0aOzJ9E1k8Euq7BzqRhkSjf7IG7bd2DkVHTkvUA6dPngVn607qyuwxGY3fYxXmbWs2NWr1ISKa0E42n64WZgoWk1ISTKPPjXbHRCHhh9vbB7OmTQcWDLsikYk/3D9ZJ99HNjn5F2d/+YszYlpWaC5Vavrgb0QgZdEgfS8NOftnHmIXYpmtC2Engre4e2DWV2cHrbW2x1J92PAlzcAh05cnex3DX+1gxXZ7m72Nw++DT5gdrS2Wsjj0zCDwRJJkEhgSFhI8EqKmpaWEBF4kYyR9VPhJZEieSIx4jISbB+/GPfyxT+yRDJHfMgz6udG/gOceOHRMSyutaW1uFzH300UdCtFgu3TtIfH/4wx+KukkCR4JJYkffWyqVJFQkYVQrqV7ze74zz0dJJIRXrlyRfKnsMs+cqr5161ZRfEnuODggsTt69KiQRRLfnG20l/Z98sknYiOJO+tN0vvTn/5U6r9mzRohssyLxJPff+973xMs3nnnHfGNpo90eXm5KLUkj8SSNt1tQSFtJzlnOVSJ+/v7hSBTqaZfMgknMeMggCo+yTG/o4sJbSWBJclenNgH2M6nTp0Scs86v/7664I3BxKffvqp9BOSYpJmtjPrzv7BOlHt/9nPfrbQZ0iiWQ+2M/sJccgp5BzAcPDCPkTCzrJUyj6Z7KlpeVBibk4exrC4+uc2FjIPVm69kpADEiYSoPsCmZ1Kp8+i2TcAbhcsYafuRWKYbzoD8/oNOJPTgMWNbenre2+7aAr7Hn+qD7KPlkZFLTIOa2QURn0tjAcgySTp9vAI7JFRaOmUED0ZDSyBwzxXyRKJHIb3BwyabcFOxWH39sGenYVB1fVeeIlLRBp2ZFJmA3SS9oQFTaeCdydmNIEv+SYryC8OPrBETeYP0cdUt5C5cgXurRuhFxeBU+33TPTdJunpHwBiUambM2dCk2Vnd1650MeEbdLO+wMmdXEB9tCQzFq4Wpvuv6sj+8jMHKzBIXCwY3ARcXQuO7K706wFfHJ9f6nnQQ5PkkHBmAe4mi5jI3PmAugDLBuw3Kct7SR/K4NwhkfAmRPp+6kHact79H0S+Hm7WD167+u6vUBGOWtxXz9zx4E5OCz9n8RYZigyXJB+Zx9jGfPevvKb5N8LYeAW4ZvDLNfMsqogk3U7oguY8SAuWpwRmJqG1d0nbUiXrOx9bFFBiz4u9DEOc3KLfhd9rz4+mwjc5062OqCQhFLVpQL4t3/7t/jHf/xHNDQ0CKGhkssXyRrVQZI4+r2SIPIYCV/OpYHKMc8h+SGxI3EiIaO7A8k2F72RgFOB/dGPfiRuCFQeSUxJoHjtd7/7XVFPmSeVZR4nYaRKTTtIxF577TUhqyRVJPiPkuju0NjYiL/4i78Q9ZgEkcTt7/7u74R00iYSc5JynstEcsq/SaLffPNNsY1E8W/+5m8EQ9aZOHERJAcDf/qnfwq6sFDtJXY/+clPpE68oVN1J5Y8/4/+6I9EZWUZzD/nlnG3+hFnuleQ8JKEEFeS0Z07dwpJ5XVUgF999VVRapkniTEV3r/6q7+StqPSzbbOJSrEHACQDDOvP/uzP5NBDEkz60P82Y50aSEu//AP/yDEnIMc+oozf+bBdqQPOwdATFSm3377bWlTqvwky8Tp3Xffxbe+9S05726DgZxtz8o7V6VbgyMwr9+E5tJgx2ZWvurzU7DCXEcG4cRbgPB9drejH+jcHDIXrwHxKKDZsDISYXjl7JOQUDocKpqRMWB2Bqigz/TSD/xcwVw4SL9Ha2wMmpOBE81OJee+X4l3htyTRW2TGuyJCVlceE8Cw0FFNA57cESUUZL/W0K7rYRRzEPPhm3UJsbhRMYB+v+67+EzTbvYx3oHYY9H4ERnpS1XypzF+XB63YnOwBkfySqb+eHFX9/5mdPzI6Owh0bF9WZBpb7zzEc6wrbUOCgf7JGIGYbPd++dCunLPz0r/r6wTdjx1DwHvf9g4eEMZUg0DZgYgTM1CSdTd+8ZHrYlZwSudMKZnBLyb81lF6w/XLn3OZu/S079zE5JW3JQyrjL9xokShQLzgh0dWcXoz7EfUxzuBAyu3j1Ppapr59yBJ4IkkwCu2XLFiFxjGJBUkpSQ4WPBJdqI10DSIKpCpIQ0c+WJI3K6EsvvSQEimolfZNJwkiOqKhSeSYZInn68MMP5Tyqlcw7R6ioSFK95TVcPEgFmcSZyigJF8kdCTFJKl8kxjkXC5LDR0nMl+Xm/KeZFwcNJGysB4ngUol2EBeqvySTtINEl9jl6kXXB+bD6CAk2znSu5gMUn2nKs8Byg9+8AMh3Mwnp77eq34chFCB5aCBeZAkU1Um8f3rv/5r/OVf/qW4VbCNiC/L4DnElvgTR35mImGn3XSdodsGMfjmN78pdtCGnBrNtqDyTbLMazhIIk5sJybiwoEQFxMSV9qVy58uFewPtIMqN1VnJvYr4qBSFgGu/HYmJoDJCGAnb9kcYSUxEtWNgvJ4BK65GJxi854bZYhayxXzJGJmMuvbvJIGzefFiMZcvESfbC5Y1C0Tmu6+Z0lUa52JcYCE7zHdVcUu3g9cLome4VqzBtq9yhKSHIU9OgrMzTC8wd3EvXvW7f5f0puYIdAcIZd20xyM0L1JMsk+lXfMTAGJ6N1E9/sXfZ8znJQGmJYsErVGx+G6D0l20ik4bMvJCSAZfbx9jCTZDooPL/2luVPk3RIJnzMzA4dtSbvou/Foj567FZWdceE6nenZhVB89zrZmZ2FMzYGJzoNpBOPzy72L7qqTM3AmYvdd+aJLiByH5uaYLD0h7uPcX3C4ph+dwVAffG0I3D3X+Uq1pxEkYSL6h4J2vbt20UdJjGiekjS+qtf/Up8lUneSKpJiPv6+oQgvfLKKzLdT+JMssQXlUYSKZIqEk0SMl6XI4gsi+SSBJIuAXQXoKKZO4dki0o1yVruOMna4tdKQUTbWB7z5jv/Jia0W4jEXQoi0eOL5/JFEszEazgQoOLM70noc/mzjMWJqirJI0kiByZUnklW6SvM4/8/e2/6ZMeRnvc+tZ3T+4oGuhuNbuz7DhAESRBchuRQ1MyVZdkjh+3QDV+Fv/jTjbh/gMN/gr84wvYXO8K+EbZmdKXQSCONNJqN5HDfiR3EDjTQ3ei9z1pVN35ZpxqnG72jAQJEJlB96lRlZb75ZJ6qJ996830xm0gxq76OfbACoxMnThgSTr1MONAs/9f/+l8NIUUjj7lLqq2mX7gODT6yIScpvRbTE+Rm0gDBpW7y0I8c53vaR1wHGabtmNGkifaykZdzJL6//PLLhhhDlCHiFy9eNCY5YADmNiUI8HCJeCCjrTXOTOd92/xgkFUCbBg3aUyWKmNh3kKLZUOoNVVx95Zqd2cO6XkvX9YJ7D/HJ8ziqMQwcuGrea0LicGmlsVthsA8DLl4DczipuGRxR/ivEafyilmsoPLuZKXkNGHIRfwsPB2dEzKL6JFh7xjnsIahakJ47PZaOoflly4fqZfKhPphXoSrWg0PqZ4bFRxHsKHkfpCVzzAOQyCXd8sRIXIL5jwtsF4HBuW8rnEpy94PQzMjF823/hfpp8WTDxrcHPIG5epScXlezbFC163kpPI5bjGywVeUVJTjPmKSu5jI8l9zKmE4l5qXzJhwT6LbdYzc7767PHvJgKPBUlGm8gGgYOUsqXECHKHZhJCA0lCOwihQxuIJpBrIEiYKUDGOA7pSck05BuChIZ5z549puy0KyFbaJspm3zss+gNG9+UTPJJnZCo9FhK7NJyVvOTOtJtIYI8V53pdZyDgCIzuLJYEewoj08mBWkbwAWzDTTSaNzZILAsZgPHhRbuQUCZaGDGwUZfQWyZ6FAvBJn+QLtNH2AOQT3IBZFGxupEeZBz5GOigwyUhYxMACC97GP6gl1xmigHUg25ny8hG+OE+rFZZ+PYD3/4QyNzSqbnu/5pOs6D0ZgbFPMm8IV5UKSEdDWBgCxhkzg+LvPQW4Qkx2FZMfahpYKEfS0kg/QwiAK/l8kJQxQIRrJYIqBDnJ+SwAy5eLA+DLnAiAW8kFEI8wKJ3zu4RpMTFcweolz0pCFy9CXhF+fvFyMXCgAmYRBRSDVYPYwxBj4QnakpRZOVFYEL9QtaZ0gocuHjF3t3tIoPIRmPL55nArrggm2hWjifLJzNJb8V+v5hjTECpLieoinG8/z3VAMJYyyHTGx5MwZM5z8MYolcWGLzpsssIl34d8nYRzYWhRqtMONgqWOMwF4LF/8QRoQt8nFEYCZL+ZYkRKsHmcJ8AvtcSDAEBu0hmkkIDNpcjqEdhryhXYYk49kAUo32mYVdEGqIEJ4nIE9oLjnPa37IF2VDtlJ3ZNywU+JFHkgkhBlSxvc0HwQUosd5NNaYFVA+5T2OWkhwgmAiG4FNIJDIj00yGnjaQQJfNMi0hUkEOIMTC+Igqmm+uYYGmm76Di0xn+TF2wjaYEgsfYDGH8IMieYYuDKhgbgjY5rAl0kKdsTsY5PMpIe+ePXVV00fcj2ysUGKGQ/ISNsWkpM6GENpP//kJz8xfYgXFcx8aLtNVQhAxDAxKJfE62eTFnyCJ0+T9JkyI+tCD0seWnCYiYQk44ZsxrVJzff+8kCGXLGIsGKms+AFpviZS7ymy19ILmrEkwQkGQKwmFy0AdLOVlqYIJrGLCQXDZoW8l7Tp/ewy2Z5Fa+4kQsMF2oLUfRKFbmmC5lnpyIXZ5OemSXKQvVwEQEt8DozTWDmaQiFoxVM8WJiQZoneyJMIlEq14zsi8nFuGESA2FaFC/GPpgVlzjGZo6vGXKZL/M1KmkvHNyQ0cr9mEvmTMjNuA9LCXlfZEJp2lnVj5Q5Q5KFMKMugGbsY96zCGYxWnBkY/Ka/i7nbETlIP0x63wi2yJjHznw6Uxfpr+zWeXM+MpEwvwuixXyPhuEGbmTdqaY4R6R+mx66hF4LNhB+koeYgZJhqxB6CBYaPwgOESkQ/MLocHmFMIEWYXkkBezCTTAvErnO/tcR3l4QsCMgEV4EESIF27KIJCpGzgWl2Ei8Fd/9VdGs4wNLza92NPiNgyZ0ChDMtFwpgQZUwNkmS9B+CDlaFi5hu9pguRBGpGTjXNs5ENDm+ZP8/FJ4pM2Ij/XkdJ6OE59yI93D/ChTdh2cx3tAVfwIWEbzEI5iCxaXDDGFpvzTDYoa3aiLspiggGOLIijHSwe5FoIMwsFmbgw+WHRHQsEf/aznxnsOUa9yEcbaQP1MuGA2KPxpR14qfgf/+N/GOLOxIj8yIrtNHbE1El/QpJZLMhbAMrhOOXOTsgMHowz7JgxJaG+FMPZ+Z/a72aMOskDEhvDNKUPN/MQTSOMJa8kzaFKvntvNHlVnb4ZMYPUEDrzC6COSnnGG4TxnrHIQ4lrCLDBQ9kQq0r+abl4wkVmXDI2zZOY18GVBx9yJXUnsjgOv7l7ciE+Y5tkNHs1+YT8TvswqDRwjg8HuSCwuDJLbRmr5arY7LIYKJUL6dMWT2PGPaCCmZEWefifygU5QkQe/mk9c8hjDpm2JX6NeTvgVMeanpYt6T8TLa6CGRQmlcsUQWFGDse4L0vKNkJNy2X6EkIFUWaCsRB3ny7UTcjLPH1pQj5TEISaT7i1+ZtAQDEGi+m3b6mZSzLmKlmT8QCB402E0UWaK9PTMz8NzklAknnHmOnLZJyZdleG2rQ4aYnTYz/BCmGT4iv184V7OsS30r700vs/KcNNwiUb06TKWpXpfuSKOGlrilfl3Jx9yfMG+IxmlbLvjbFpWZhcLUbGTRkEuVKidS7Mfb8wbw/SsiC6VWPfyIH44AFmBqcKZrPloiIIsikrbdn9aJkjadsYl8u8jyWu8dLRNk/59vBTgcD9TOJbaDZk7OTJk4bYEJKaxXOYA0BmITIQLjTGkBwShPj11183ZI9X7ynR4nU+RAtTCzSNkB++s7AMMgRRpmx+sJynTLSdkFzqh2CxuA93a6nWGYINYYTkQsQgkxA1Fo9RNyR7oQSRpQ7KR6NdTd4oE+JHXbSVRBuRlfwpSWWBHgSQ9nAejSv1oiWHTJI4h30wbYLMUw9a4X/7b/+twQsyiSaVcljshgaWa1LTFGy/f/rTnxpskJeJQToBMRVU/eE62kLfoG2nbB7itBWZcNmG9hc5aR/aeLxIoBmG/FMukxL6ibZBajHrQCb6C1xoH23DFp2JEnKm/UgfscCPRH7MRWh7amNOP6bmH1ViGxnJAz5osfFFzfeUgFTnfar3CczBBuFE+8bDq2LnTrjiCNtT/BWXKsFf8MWLSy9IjCMFlWcXuLIYySU4BGOXfd+Ty2TRPAx5m82q9SU+jLDbJ+gID39jk5hch0Y1woYYOQjOg1xo5iqRxEK0dfy2eNtqnsWOHM+VR0QwE3gikcnI5SXkwZBsNFGLPIenx0kd3gk8Q/oSu0wnibAWsjYgkSsk2loRcoNWMFIZTOEFJjQvgkFaPHmBJ5e2ehW5+F6ZRBs24i/jVTDBX4ishwYee1GwYzMygVkoIxfutWgvWOLSC1kqmBkSAy6+Z/qQvkQ+8KM/09+PMQmYxosdrpwrOWbxoVNXk8iS9iVks7KWgv5ELiLnIaORDbkoDm4JCTf7jlzkMFgluHGPxIewib4H2oxf2javPFUyMlYZ+wQj4S1KZWwmYyyaxisqlUy/Uq6RuTL2eULRn1SVjnXTd75v7t2JrJUpEX2aYR3JfDhVyeW7Ev6HA98EIzGTJNrGb9T8JkOV8cwxjVeCGa1m/CNTOkk04wrMXMf8Fhn3Rlb6GKwYn34aVbNKhrl2yU9AE5Qp9BO+1EmMbeRh/NOPjH0iNDKRBDNM/yrlpSSEe0Lal8g4fb8wwWVMqBnhpoKAPEtK6X2MOpd5H9NUQc2LafeXJITN9KQjkI7Pb7UdKVlE68tr+NTEAfIE0WJLCTKCQh7xaMHrfjSm3IRIaC4hZWg/0/z86CHEaB4htWit+YFSJ6QRspTmf+655wzxS+uHpEFeyQcBhBjipzgly8i1kBYZmSBhyARhJT/lkJCLa998803zHTloBwQPTeqf/umfmnr5Di60mWsgv+yjWacsyifRBoglGm/aRsIEAVIPKcVrCPuYpEBGqQOMIIyQWkg5mmDIDu2FfM5HIJGBiQpy4IEiTcjPOXCrbg94kR/tLXLSH9STys8xvGRAWsGIcqgbQp8u9EsnEWjuwRNtNYl81f3IeTTL1I8s1Yk6mSBA7CHoEOvkoVCdy+67dXVyG5vMgzLK5RXyQCOYBEEWeAhDYHiNX9EIJcQL3GJDSFK/pwbbipaPs54hyJ68TCAvmwS18YLARJQjqpxxibUA/BAEgnsoU5O4EMPHMvLgO7kICQzNmKefTTIKSBhLKldy2FCSVFsLgTAE3pPLfSObUQBp8NCaQpiyi8pFqW5zi5y6eqPpCwlggFxghp2uIfCh0NYa8m1ESvW1jiHKEGbIEpgZ7V5Fg8ZvlKAYPnghHwS1pk5OfYMh1IlqMmnX7L+mrNpaIxu2tfQlE3L6MipWiIshMonmN5kQVGQ0hTkKzcGqtwEVTR/YeBnf9CP96SMnwNYQAe7e+o3ZMvHdTJAg7y2tclzfjKtyIW8+kYsxBrEyxNRoRU0PGuKVlIdcpCQwUfU4oy8hfF5NRowtnwkGBI6+rKtd/PfO2hMiumVrEoyKBZWKmB0x/itjHzJozF6MCEmfJuBNa7rpF4N/5V6fTBI9EXLb4IVs4NQgObV1iUY5adycfx0/MH2uhkYTQKWMaWBVX5qJDvbU5k1KRS5kMtpkPCozvkjpGEv2DV4QUiYVld9kACmtbUy8R4CdIc7J1ff9dRwTMdNpaDQ6+nAqpzITMEzgwMv0JWM/1bxTQjrGkskBY8zsmbGfPMvBbnoiVpPcK3z6lUiZ3Ct4ji4kF7/Jyn0s9jJm7JfxjlGRa7H7mBtkpydI97XZHniqEJjJIr6lpqekCMLDjyn16sADgs3cBKtkg1RBjmcniBHb7ARZgkhBtCibZB4+FXKdfuc8BDP9Qc/OQ72QR+omz1yyza67um2zzyEX5VUn2grJZEsTkwW2NEEuIZrVietmtx8iic9lFs5xDeQRG2TyQYppD8fRutKm1K4XuWZjPruu2TJVn6/ep/3gSt9CyCl3rvLJw5am+XAjD/KjbSfN7qPqMtKy+ISc0PeYndB3kPbFJjjV1z9N+4T6nD33AAAgAElEQVQsdtetldrXqPjF5ypD8iobbr54EJsoWVWgJI+7qgNVu+m5GAKEaymvoND3zObX1ammqdmElpa3yO0IktjRIaerS6VvLqo0NKoQYlDRIkMI2NL6EKF6v0oks2sCQPDAZkKJaym3qNDPKzKkwVN2e42clmbY/exL7/tugqF0rFXkBSoO4boxVGw0ZxCqhBTMlmX293uFIllCaiKCoOSKiit4MdHINLUq092ZaK7vXXT/niEwDXI7OxXX1qt4/YZK+YLR6qF9NIQqiu+za55PrurjaGfDgqNoKunH0GAWKNPetniYZchQNiuvp0fFhkaVckWVhu/1pcGrMtFJ60w/72/kzD5GMx87rqJ8QcjEFjTUy89m5a5pX5RYQb7cjrVSa5vCQtn0JYQKLbkhxhVThqR/EqmWIpsZY4z9fNGMLyNbQ50yHV3y1rQnpG+uxqXHmCC2tsjr7VXhnbdVHB43ERDR0BrN7APIZcZYnpDZnpEtCjwFbeskFDeLhRinL5sa5PVuUOHDrIp3x5Kxb942JVp2+hOM2O5R9bRhMz9NgJRKLsYYYdidXEUu31NQ3yyfMOME+FmEJDuQ5HVr5bCo+6svE037Eu9jHiZdqbAzRbTfnjIEFr/7P2JAIEcQt4eRIGgQw4US9bPNlyiDbaE88137qI+jhcZUhIV5LILkO5pZ3N+hjYWspmmxdqf5VvoJmWVbjbSUfpyrHogyGn1MO2h/9cRjrvxP6zE0gW7nOrm9G5Iwsdgm8rp2+qFReRe/EoAgsmahD+TWU8yDrLtTTlPTgn5iqcrxfBMq19u2VXrvfcW5QmKqkZormEwLUZa5BK7kNywG7ThmIyU5Xq2ctlZDrCAPiyXkd9d3S83NinN54RGDRXXT0izyQL+//OkrE41WiQAcJcVE2WN9Q9+GRbWPRptZXy+3q1MOBP7Lr4wnCSNX2pfItWzZKtIaYlY2/Rm5kldf6cuqye797aIjHfN63uvpltOxxtjaKpc3obnNQkQuWqlMXGvsVkOJiYAKipubDFHyqGuRxBjzCEfe1ak4yJhFYiZkONrOaszu9ewiJc46bcY+cpUUo0lmUrGuQ8os/FxiDDq8Ud26JZELjyCFYkI+V0MuY2rDwljMXKQM4xnyXnlTOasV977yLGQNyNbNcpqa790vUrMTci67L6vHPjbIlTEWeop5s7O2Qw7KsEXKnb6PbdigiMWky7iPYapTJcW99tq9pw6BeyzpqWv6d7/BaKkxS8EMAzMWJh9ojNG2rhZhfVJQhFjTZmzZmSihjeaYTXMgwESxvU3+5k3y29tMFLnEznIV8YJAZnxTvr9ls1yi7eFfeKHE+/yarPwd2wyR8W/fEqF6p13BLXTtcs7Fkfy2Vvm9GypR7RZvt1NbI69nvfyebnm81p+cfAhySV5jvbzeHrk965dkBoI9sre2Q2Dsvf+7yqKn1KB3OaAskDeOjYmDv2mjvPXdyVuBBbKbU5hnrGmXt7FPXmuLotu35BormcWxXqzo6vO4x/XWrZXX1ytnkUAi5jo0ly0t8jdskN/VpfDSRcVGabK6ckHkvYY6Bfh5J4x3lcKiWv7pfUhbXa38jb1mXIY3b8hhAVvqBnE644PvGLOLjb3yMPHDnn2xRF/2rDfaZL+pUSF+uVnIuqopllublb+uQ35vrzHrWYwk4yrRbW83BJ7fczgwULEXX7wv3dTX+aq2wRb2JCJgSfKT2GtLlBkSiPaYhXg2Jb6jsSu3aXEEnPo6QXoyBw+q8NtfV9x6Lf5wWbzkNIcjr7FRwY4d8rdsTTRWS5i0QCaCjX3K7N6l6NZN6ebNSoGrJ5vrBwq2bpO/ZYt5xb3owxhlGXbNXZ0KdmxX+fPPVbpwgaNpY1fhM5bjBQrWr1dm777ENnuBN17TFUJgWlsU7N8j/+0Nxmes0XRPZ3jQHV4xePKampQ99qy8tWsXJ3xUCemrrTH9WP50k6Lr1xSZYB+rhxlaacwFMjt3Kdi2Xc4i2toUCYihzxg7sE+lzz5Z3KVdeuGSP2O5mayCnvXKPHMsGftL6EsWTmLWkz1+XOUL503gmqTK1cIsNnbuPl6N9u6VRzj2JbxFQQaXdTu7d6m8daviT0cTbf4qjn/0uv6aNQq2bzf3JRbcLiU5mNpwHztwwJipJO4JF79yCd2xeCE2x3cCAUuSvxPdaBthEVhdBFitDunLvnhC0dkziu7cSfzHrlI1LMLz13cqe+KEvA3rFwxHPaNKyFVbm4JDhxRhlzwybF47L4XIzihnni+4hXPbW5U9ekTB1gp5nyfvjMO8dm5rNZrBcM8exTeuJ6+JZ2Ra+RdD+NrbFOzZrczBA2ZR0pLbzIRn505lDx6SMzioqDywivaWsZHF37VT2eePL528AwUTi21bFezfp+jiBYXnL5hjK0dp5pV4TfG3blXm8CF5G3sXfT0/fTV92d2lzNEjKv3q10abbNzQLWESN13GQjtxZAho9ugzCnbvMB4rFso+fY6xX1OjzAvPq/Te71QeIZrc1NLbNV3QPDtMKjIZZY4/p2DvnmSCOE/W+w57rhgDmUMHFV++mESfXEUtN4s9Mzt3KnP4sDEFW+rY5z5j7mMnXlB07oyigcEl3ccSzf5qTT7uQ8seeIIQsCT5CeosK6pF4JEhwAO5sUHBvj0K9+9T6f0PFY+NrU6I3iiSu2aN/CNHFDx7LCF8S1XdIFcmULBrh6LduxVfv6Ho5q3Vi4qG1wHkOsrDeO2yXhubiUXvBgVHDiv84nNFN/uTpUqr8Kw1LrF2bldw9KgxHYBgLjVxrdvWoszJFxWdOaXyGFELS6vSl6bs9esVvPySvC2bDIlbqlzkYwFWcOigovPnFV++nES4W3rT5q3KQN7YouDE8/L37EoWes2b+/4Txkxl00ZlX3lZ+dv9JrCGIWYP2pcsYmtoVHBgv4IXXzAmFEslfEZKJhbdnco8e0y6fVvhhYvJC4sHlQs77iCQ29enzPffkNfVtWQtcooeZj2ZfXsUnTmt8ocfJuT9QeWi8DA06yOC48fk796VuJtLK13sEzd7TU1mIhbu3avShx8nUTsXkavateFiVdjz320ELEn+bvevbZ1FYMUIGA8EG3oUfO97JpJa+cxZxVPY2s7xhOEhOzvNzocdMuvEiHr5wgvKvPVW4kVjia90p4vH1hDThuPPKhoeVvmddxWNj1UeytWyVWSaLdpccmEB0NAgD43oH/4Ts0AKLx/LemPMAxlt78EDit54XcW//pni8SQy3n2YLREv2mxMOfbuUeb11+UfOSxeIS9LLiYWBGLau1vBKy8bDXd46ZIJ+rE0uYwU0/CbHfoS37+9vfJPvqjMSyeNLe9SX89PF8aC3s2bFLzwvKKbNxWePpNEVDRVVvdlZUHe9IWJyUb1V7OPXPi+bm6R/+IJBS+9JG9Dj/HLfF/ehQ5UbKaDl04qvHJZ4ZdfJWPMuDxYgVzUhaa2sUH+4cNJX27ftnzNOX1ZV6vg2DOKB+6YyU50+3bFR8usBi1ljAEjmOHRZvNmZd58U/7unYld+ezfyaziZ3/FRMvbtUPBSy8qHhlRdONGErlydka+z5btvroqi15x3dexRtkf/ED+s88mbyruyztXBfeOsYAPO/7gte8pnpxS+Rz3sXk08Klc2IjP6uZ7Jdq9pwkBS5Kfpt62bbUILAcBSB/+po8cMq9P4ZohGj8c85PSh4h5sFS8JEB4cd+VRpZL85CZB/yadvmHDip45RXzenapdqKzxeahDqENJqdMKNzSxx9J+fxMr03pA4+HqllIVIneNjOXWfzksJh1x3Zl3nhd/sGDieZxGdraVD7jQmxDjzJMLIbuqvTFF9LwXeNCLM2TVF8JSccraeQzLs9msnmzvh6f0r29yrz+mpkUsJhq2USUiplYYA5y4gVDFHB8F928YfxNT/cj+dK+pO1s+MNOcUwbgOiQ294N8l94XplXXjYyarHFZ+n11Z+YNjQ2yt+3zxCrImPs8iUTvc34lDYyTf9JZDKv8enLSrCX6TGWyIU5DpMJoxHdti3xL7xMYkWNZoxt26rM97+vIlicOZ38DlI8prur0pfpYjUwm5VMX2Ifiwb51VfNGEPDuaKENnljn5lo4r+5/OEHZlHajH4ysvGnEtWPivhN4pGkCi8O49/b27JZwYkTCk6elIt71eVOXCkI/+LYMx87pnh8QqVf/1oRWvhi6V6dKXYIAab0C8cqLv/uyeYYjx/u2nUKXngumez0blj+ZAe58AzCGDt6xLwNIxR4eIH72Kxw6Ea2yn0sy4LFWUBRlk1PHQKWJD91XW4bbBFYBgJo1NbxoHrBEKaS58poISHKPFSIWodbJgIi1NfLqak1IZPRJGGeYSLjUV3F/6y/f5+CF1+Uv2+vuW4ZkszMamyAsU0+aB7+camo8JtvpMkJE13NLOzJZJPX/3gyQS4CGkxOKB4dMUTRkIYga8ijt327gueOm3YaH6w8wFeSjKavLiHcb76pOBMoPHVK8dCQceFmJgosIKupTbR1tfVmsVScm1Q8MqwYrxi4CYNwNDbKXb/eEFEIjMsrcKL6rTTh4WXTJgUnXzTP//JHHxpTFUJWwwdM1DT6sq7e+MglgIXyuYQYjo8ryYcmE/+ziSafvvS2bVsZeUnbAYHvXCf/+eeMT2m9/VtF169LYMEYI6ofQT7q6hPXX7gIxXfxxJji4ZHpMQapddZ0yMdu+/XX5O/ZU1kUt0Kyg1yYHB17xozpUjajEPt8AhmFkZkoGNdtRO0kuAtvHnDVbeQaTiaTkFLMGJpb5O3coeDll+VjU447upWOMehbfb283bsVQC7hmZ98onh42ITeplwCbpjALvwmCS6Fv+3JyaQvWSBJvADytbTI27zFmD0x/umHFRHkSl9iMw2Bz3zvVXO/wOwi6u+vjB0lizoJOFPfQCSo5HuxYN4IxZgBIRe/IXw09/TIP3DAlOUR+MkQ13TQLPOT+xgE/sSJZMLqOYouX6lM+JM+crhf0If1DXI7Oky/WaK8TJy/g9ktSf4OdqptkkVgNREwr/t5Zf3yyxI+cLFPvn5VcblkTCd4oLjd3XI7u4zGRsWCWYQVnj1rHpAQHV6ZBs8eT2xqN/YlZGcF2r0Z7YLEUO6xY4YQlN5+R9GVy4pzU8bO2UGudevMw9ZtalFMgIObN2TkwtygWEw02/v2y3/mGfm7di3Zm8UMOWZ/4SGP79ijR4zLutKaDpVPn1Y8cteQAuyxnc4u41cZF1WEoo7uDhkyHX5zyZi2YLeKT1z/2DFj4+y2tT0YEa3IaMwudu4wrr0weyl//ImigduGGEHkDF7d6+Wu7zLEFBIaXrigMm8QBgbMpMjduMn0Y3DkqNEmL+bjdzY8c303cvX0yH3tVWNDWv7oI+PxwowxCNOaDrk9G+QhV12d4qmcwmvXFH79dfJan7HQ3S3/wEH5x5K+NKR/hfx4WkbKxYTmheclfHkTZITX9YwxCGhbm5GLyQx+jPGljNcVPJxA9M0Yg4ju2aPMyZPytm8zniAehCAb2Zgk4rXk4IHkt9TYrPCrL8wkEHtqp6XNkELeQhBMg98wZhnls2dNf2p8PHGnuP+gIcjIZwJvrESDPA0W7B2vJbXyt2013ksgu+Uvv1Q0OGj4ptvaKrTD7oYNpk+RFZMkTLnCM2cMiWeC6G3ebO4XPosuu7vNuKPsB0npfYw3H2jxSx9U7mNhObmPrVmb3Me6uuS2tlVMTh6kRnvtdwEBJ55+p/VwmpMv5/W/T/9Yf3bmJ/qjHX+of77rn6k+SEIpP5wabakWAYvAfAjwmn2yOKn/+x/+H9X4NfrnO/9IL/WenC/7zONoYiEnd+8qHhwyPnfRRPHAwR7RaJSNuUVs3HmhQWI1OdHKeAD7G3oSzR55HvCBN0MwQu8WS4ru3k0exvm8IakEA4FQGQ2j55moi7xijdDq3ripaCpnAjmwSMlpbUk0qaspF2+4CQAyOqZocEgxxMRPfLei3TNaK8JyV/JFwyOGWEWTU4mmsLtLLoETlhCCdwYeS/nChAHN4hCYDSXaWgJI0Jd1tRIaZbSPRHQbG1N0K+lLtKLY+BLQwUXr9qCkarasjDGiAg4OmX5Cs4gNtttCVEbeVNQYDaiJMjc1ZbyuRNeumaiIjDG0hcbn9kpMP2bLUv2dMVYoJLa2jOmppI/wvcyEBnd2xiMCmuRCwUwOo/7bZp+xBWYQRIPXao4x5DJ9NKGw/3byJoVgQMjV2JSM/YrrOyPX0LBCNLsjI4Zc4z+aCZjR0pq44tWNfsD9OFY0OqpoYChZ9Ks46UfGGG+eCE3uuon8o2MK+U3eHZZDSPGuTrld3QbXVb1X0KT0PjZ017zhUaloSLLT1JjcLxj7jOvVHkMPCKe9/NEi8PmdL/Vnp38sq0l+tLjb2iwCTy4CvJ6tq5WX7ZR4HcmrcC8JZ2s0Y+nD31PykGYhT19v4m4MswyiXZInzbdaSKC9ygRGq4x2zcjFMcJJ8+CvvNaGjEJkIDQirDk2mnznYbjaxL3SNlMfBLyxIbG7pO3YSKb2mBUsjJeItWsTIsUrdM6DGbKtNl7IxuvnxkbFLNjq6kykTeVKZQMvjkGimpqM3aqRBWKPXBVcV6sbTTmMsZqs3K51cteuSfqSY/TPbLl8SE2tCWBi5Er78mHIxXiCPPEWAJtd00eeWSRo5Kqqk2iNRKvEjZyxAQZDiGqV/KuGGXLR7hbIet29McaCNxMQA7vfpDYmZV4XYbfbEzdoyBNkhP/lhzLGKvbmJmpfWLHTBov0t1Y19lnwamy0ycfxhzn2q+9ja9P7WFVfUv/D+M2tWqfbgh4lApYkP0q0bV0WgScdAR4w5uG6cBhdQwR5GD6IHeFysKqQhUW1P+RDM8v2KBIP25QYLFQfchlcH9EtuUIEDBYLycW5lHwulm+1zj/GY2xJWDzGYwyibiarq9VXi5WzlLFPGY/rGFusffb8dx6BR3RHTnD8ZuSS3r72tmr8JYS6/M5DbxtoEXj0CKD8zYd5jRZGlSvl9NXA17zsf/SC2BotAhYBi4BFwCLwmCJwaeSK7kzdebTmFl/c+UL9k/3ynAdYof2YAmrFsgg8KQiEcVkDU4PyHFdvX3unQpSfFOmtnBYBi4BFwCJgEXi4CEwUJx49SS6ERU0UJ+WuYrjKhwuTLd0i8F1DIFYURwqjULETK1fOySs+0hdK3zVAbXssAhYBi4BF4DuGAM/GUlR+tJrkH+36Z2Y1fV1Q/x2D0zbHIvBkIBAr0lRpaoZ3i5Mblujd4sloopXSImARsAhYBCwCD4QAlg8/PvOTR0uSiTrkOK5cu3L0gTrPXmwRWCkCsVx+hTP+PdDvMYySAAAETcCTRPCQvB4st8F4HyAoR4jGPPF+YbwLLLec1c6PUTgBE8CNhGcB62pqtVG25VkELAIWgQdCAK6Kaxj7nvWBYLQXWwSeYgTCUOUbNzV19bLKkxPKtrWrdvvOxE/ttzkRRq7BIRWuXFFu4LYy9Q2q271bXlt74u7q2+qykIh/k8p/841yd/rleZ5q+jYqu2WLdTn1bfWJrdciYBGwCCyAgCXJC4BjT1kELAJzI0AAg+LFizp19h1dGLmgfGlKXXc6dKCUV/vhY3Jx/QZRJthBGCoiEANBFkwIZEcOflBxEYcGuuKOzARoINpWa2vih3fuqhc+GscqXL+uq+c+0qlbn2swHFF7IavD8aQ69xxVZu26e9cjV7GYyFYsKo6ixOcs2vBULnx/oPktFOR3dNzz9XyvlCXvlcZGNPTp+/rs5ie6Ux5SbdHRjsn92pWtVbBh/XQ54GWCkFRkM5rn1G+siUGcYGbkKpflEZGuru7h+C2elsruWAQsAhaBpw8BS5Kfvj63LbYIPBgCUaRwfFyXP/mt/m741/qiYUj52kibRq/I+zin45u2qGbNWkOQS2OjGh+8pcGBaxrPj6pUKigmvkeQUeD6ckOsNBx5Uaym0bJa1/Wq/tChJPjGCqQkot6t85/r7XO/0D9mL2mkWWothoq/CvV8U6vWtbQZs5AwN6WJ2zc1OHhdY5N3VShOmQWNbhDI9zLywsQwxYuk2kKkNtWr6fkT8lqbk8Ajy5SN8MRj/df03od/pZ+1XNHt5ki1UaQXb06o3W9WN5H1gkBRPqfJgX4ND1zXyPigpgrjiog6l0GuQJ5cucQakaPsZEFtfrOaduxWpq9PTobXgzZZBCwCFgGLwGohYEnyaiFpy7EIPCUIoOUsDA7oo+sf673OUd2qj43d71g4ocbzH2jv9d9TpqZOxckJ9Z//QqdOv6tPb3ysa5kJ5QMpch355Vg1RSkTuaoJpTUTkY7UbNX+o2+qfs+eFSMZD4/obP9pvRte0am1kl+WbnZ5Wvv5F9pwY6/W9GxV5Lsa+eacvvr8V/rsxse6HA1qNBMq9Bw5UazaQpzIVXbUnne0PV6j41tOqvHwESlqXBlJnpjU4M1L+vnEF/p8a4PBIKp1VXP7lrZeeE+dB58VYXHHrlzU2S/e1ueX3tf53DUNZksq+46cOFa2GCtbdpSNXNUXHW0by+iZbS+prnO9Miai2SIBXlaMqr3QImARsAg8nQhYkvx09rtttUVg5QhEsTEHGI9jTYVSrkgwEkeRXH21Rho5c0r1mQZdvfSV/vHCL/Xz4Iou7fUUBs3TIXKTK2Q0tmuHSvqD8fXacOifqO3IS3LbWlcsGwQ+F0Yajxzlio78UqQodHWm1dHN0X7tOntWYyro3Xf+Qv+r5rwubXaUr6lX7DozQqoQybf9bkkvTXRoy9oTWvfaH8nrWLNyk4YwVKlU0ojjaqpUqcuV+r1Ip4NxvXD+vAmx/PF7f6W/KH6pjzonNNFQo9itM5p3AKlEF1Z9LtKeW47e2npS60/+UHUbtyShtleMmr3QImARsAhYBOZCwJLkuVCxxywCFoF5EeDVf3btOj3buFXvTgzpTrmoYoDDBkd3Ake3L3yt4sS4flm6rL8P+nWpwVO54CguVjw6UDLRmsNYLVOx3hpep1cO/Z7W7z4it7lp3nqXcsLtWKMdzX3aeee0vh65pTKeI4qxBn1Pd/qv6urt3+h0bU7/K3NF5xsdFUNH8VQs/pnkSJEjtY6V9PxEu97oOa6tz70hrx0zjZWbM6Albu/s04vlbl0cGdZE1jHEfCyMdCs3osEPf6dLQU4/ic/p04a8Rl1PyiFRlEpm8tfnyto9ktUfZ/Zp98s/VH3PRjk1NoLpUsaGzWMRsAhYBJaLgCXJy0XM5rcIPO0IuK78xkZtOfiC9v72tC4XRnWt0ZUbS8NhpGsXT+vL0Wv6bWdR5xtLKpQlpzQTNHSprSVXL0626bWdr6lvzzOqxY6ZxXwPkJzaGnVv2avdg+f1uxtXda7bMza8o2Gs6zeu6MOpW3qvx9WptoLyZVcqV4Xkrqhqs+VIR8db9Mr6Y9q9/4Tqutc/sJs2J8ioaW23Dm1/Xr+8+lN93RapEHiaKEa6OTqkry69o1/1ufqsvaDBOFJUSEwsUiiw464ph9qeq9MbtTt05NgP1LBhk9yaWusZIwXJfloELAIWgVVGwJLkVQbUFmcR+M4jgN/hIKOGHTt18OM+fTwyoCvelMpoWsNIp+IJXXSndMYJNB56csqwz3tkFMLXUoy1q9yk7685rC2HTqi2s1sOHjEeNLmuGno2aPPlbdp18SOdmZhS6LrGWcXFaFJ3nFifeFmNRp6cQlhlxEDFsYJY2jLu6aWOPdq387haNm6VU1PzoFKZxYLZpmb17jykvRff1aXJuxqvCTVVjnUrLOvdeETv+TW6HfsqFiHIqXFFUrUXR1o/FejZ+j49u+OE2nbvl1trCfKDd4wtwSJgEbAIzI+AJcnzY2PPWAQsAvMh4DpyWlu0pXun1o+eVzA2qok6bC5ifbLG09VmV8OOo7AQGy8XaTGEwg7CWL2FWp1s6NOhfSdV29uXuFZLMz3gp9vYqLXrerW9oVc1I19qrCFALF1ocOXUSzcDqWzkoqJ7ZhZ42Ggpuno56tKRbc+qY9MOUdZqJS9To6buXu1u3qTfTI2rP8op7zrq96X3On1dzzoqlGPFZcSqnlTEWpuXDjtr9FzXfvXsOSK3sWG1xLLlWAQsAhYBi8A8CFiSPA8w9rBFwCKwMAKO46i1b7M6Lraq9vYl3fU9RaH0ZUugousqNAv67pE9U1ocq2tKOlbTqZObj6l+//6V+0SeRzzHdVXfskZrO3rVdOpT3cXvsaSrWc9Q4lKRb1X20XyNpaaSdChfr9f3Pqfu7fvkt658AaGpcNYf/EJnGhrVubZPjefPyClPKpdxNeA6ulsfqFR2FBvzj5mYQd73TtbrxKY92rHjsDLr1s4q2X61CFgELAIWgYeBgCXJDwNVW6ZF4ClBIGhboyanTrWTkUr1oSGbE7S9hCnDzISCdO14Sa8XO/SDrc+o78XvPRyvDI6joK5ejY2tahiPFTaWjYu6aYmmdxL5+NqUC3UwV6//q2Ofdrz8ljKd6x7YPnpm62VMLtxMVk1N7aoveXLweOHERstt8hryfu8qaHwcx9p3p6QfdR7Rc3tfVPO2nQ9sH32vBrtnEbAIWAQsAgshYEnyQuh8x87xwGVDA8hmk0VgWQhgAhBFik00OpmIeU6xpEw5VlCW4mLI6RnJjDdJdZGjfcPS/7Fmr06eeEWbjz4nt7VlRt4H+oJcYWS8ZjC23XIovxgqE0lxITIeK6pHPE3Bo0VNJO2ecPW9mg168+AJ7Xv5+wo6cbC8SrdGAMFlXmo+EUUKiqGCkMWMkeJ8PFunbeTifE/e0fNTtfqjPW/o4KtvqWXLttWxj34goO3FFgGLgEXg6UFglZ4EDwZYGIaamprS2NiYCoWCIXCe56m+vl4NDQ3KZDKrQup4UOGrlPqy2azcRVw6RVGkYrGowcFB1dXVTcvyYK39dq6mLQMDAxoZGeSFQNIAACAASURBVFFNTY16enoExrMTGE1MTJh8YNTU1GTyp/koZ3h4WLlczhxvaWmRv1qEIq3Efj5WCMSlsuKxcUXj44pGxxVN5QxBdpsaFd64qfLkpMpRpKhsOLQxaXBiKSOpNfS1qRTomYmMjudrtXPzZq1r7lI2U5vke5CWlsuKJnOKRseMbPHYhHHT5tbVqjR8V+XhUZVD5HIMSU6rYnFefeyqt5TV0QlfzxQbtK+pT73tfarJrMJiOAh7vqjw7rBiMJuYksJQTiajyPdUGrqrsFgQv6UoZJFeYhmNd5C62NGGckZ7p3wdydXocO06bV23VU21jcKMxCaLgEXAImAReHQIPBYkOZ/P69y5c/r444+nyRnaIAjapk2btGPHDq1bt+6BiTL1XLlyRbdu3dLBgwfVuojNIWR6aGhIv/zlL40cO3fu1Jo1ax5d76xiTbTlwoULOnv2rGkDeDJJmK1RLpfLJs+7775r8H/mmWe0pyoC2ujoqH7961/r6tWr2rp1q06cOKHm5ub7yllF0W1R3xYCkL1CQeHVGypfvaFobEyEfSbEsuO4Uk2NysPDyhTKasrWqykuK44jZRxP7V6NNnr12uk2aq/TpL2N9eqJs8rWNsu9NaCSXMVTOQV9PSvS2saFoqJbt1W+dkPhnSHFhbzifCEJuJHJqDw1KffumJrqmtSkoopxpMDx1OxmtN6t1Xa3UQfqWrS3vk4bnFo1NbXJG5lQ8YtT8scn5Petl1tfv2z3agQziYZHFV66otLN21I+LxWKiqPITCwiJqYDQ2pwMmryalSMQxNius711enUapvXqINus/bVN2hjVKP2mkZ5uZLCM+flTObk9a6X1976QD6bv63hZOu1CFgELAJPGgKPBUlGewyBg3yhlUTLCak7c+aMTp8+rbt37+qHP/zhA2ssJycn9cUXX+iDDz7Qhg0bFiXJqeYZzenatWuNTE9aB6fygmd/f7/BNMU3PVf9mZLpv/u7v5sm0ZBhtMqk8+fP6+c//7mZ1ECQmWwwmZlNtqvLtPtPIAKY5uQhyNdV/OxLhQNDiTYUkkd0Os6Pj8udzKmvrl0namOt06RKUaRGN6O+oFG7/BZtz7Sou6ZRdRXNcVwoKbp7NyHcY2NyMxl53cu0/y2HCm/2q3zqrMpXrxvirsAzmlZj1TAxITefV4dXoxfWbVdzPKZ8HKrWDdTt12mb36zdQas21jSrLlsr13EVlcoVmUYV3R0249np65FTX7f0ziuHigaHVT53QeUz5xRO5uUQ6rryxgaiHJdDNcjX4ZZeeVGTBuOifMdVu1+r7V6TdmVataWmRW2ZermerzgKFedyCi9fVTwymkxQshmhxbfJImARsAhYBB4uAo8FSYaY8YofLeaxY8d08uRJQ0jfeecd/fa3vzUk+dVXXzWkbXx83JhA8JDGXKC2Fi1Qk4IgMA82CDdkGPMNyiMPphKYGEB2Id0ffvihXn/9dUP8UjMKtMyYVlAO16XXUvbRo0cNScb8g3o5Rx3Iwj4aWcppbGw09ZCH+slDubxWhfyn5iPszyaVXIMJA2XyyTVpuZicID/XmNC2IyPmHHUjM/hxHs04pilcxznKSU1Y+M5kg/wLJeRI++LmzZv6/PPP9eKLLxpNOnW/9957un79ujGLAU/qrsaEa6kDWVNMUoINFmiiOU5ZyIS8tI9+4lrazznaQJvQUnP9bLwWaoM99+AIxGGocOiuCh9+pujaNTl1dWaRneO7VdrVWG5NVofCem2OujUaFVSOQtV7WbW4WTV6gQLXU+wlYZixCXZqAyn2FU1MKvzmiop+oJqWJjlobd1qq+F52hDHisYnVPrytMJvLhni7tbXyclgOlS5Po5VU5vVxqYG/XHUodfDvEpxqBrXV5ObVZObUQ0E1HWnQz67WV8xZRRLCq9cVamu1oSJ9olmN4dZ0lzSRZidXLyk0udfS4WcvIYGpeQ9ze9EsTrqavVW1K7nw5ym4rJ8x1Gjm1WrmzVyuR5ygVlsiL/TUGvIcXRnwMQ+ISqhuxO8rPlFiqv9tAhYBCwCDwOBx4Ikpw2DDK1fv16YNUCQ+A4hQ6N87do1Qdr+4i/+wmgzIVKQQgjsH/7hHxoSB7FCI/2P//iP0+Qam1mI94EDB4wpB6YT5PmP//E/inPPPfecIOBff/21Od7X12fqvHPnjinzlVdeMZpTzA5SEoy5BnX87d/+rdHOQqSff/55/eAHP9CuXbsMSfzoo49Mni+//NKQPzTR1PPaa6+pu7v7Pq04xBJzE8rkWkg2ZPLZZ5/VG2+8YeRP8fhv/+2/GWKJKQjmExBh2vcnf/In2r59u5k4cI7JwJ//+Z+bPMhIHZDOzZs3p5DP+4mmnfohtb/61a+Mdp+++OSTT8yEgfNpgiRDwMn393//96Y+yC+Y/MEf/IExlyEPhPvP/uzPjIkG5ho3btzQli1b9Oabb5q+QHvNxjnqPnz4sH70ox8ZTK3dc4r2I/pEi3z9loqff6Wgs00YHMeTE8aOeLYENXJU40jrnBphhREb129lxSoJjxZpwqYWbSpk1mEBaRipfO6iytu3yN+4YWnhlcNQ5Rs3VTp/UcpNya2rUTw1qXgqreXeJze3Njlqd7OGPxv3aqb+vJDOJLOINXEBxxgleb6n8Mo1hZ0dcttbl+aTOIoU9t9R+dIVoyl3m+oV56ZMaOmZDt0SKt8sRy1uIDmB8UYXl8hVUKT89EK+dGKIXOw75VDxwJBKZy8YswsmB7ILcJN+tH8tAhYBi8BDQOCxIsnV7Uu1y2gfIVxojCHO+/btmyaMkFVIGxrJf/Ev/oW5/B/+4R+MOQXaaMgoxJoHDJrZjo4Obdy40SzEgzhD9CCMnL906ZL+8i//Ur29verq6jJ2uxBKyCoEGhMF9ln4Rh1oVNGwYtsLqYN4//jHP9a/+3f/zpDsn/zkJ0Y7CgGEXN++fduQVLS7tG0u0kf7tm3bZiYK1A3R/d3vfmfyo2ndv3+/IcQc4/vu3buNDGh0weGv//qvDXlm8vD222/rpz/9qWnbv/yX/9J8QsIhvUtJTDiYgKCZ57ojR44Ycxja297ebrTyaH55gJOHusAErTBkHUL+m9/8xpBiTGUgw/TX3/zN3xi7cPqmra3NkGOwgVzz5oB6fv/3f19MUsD9P//n/6z/8B/+g8mbkoalyG/zPAACcazwzqDK5y/KI7IFC/UMGVtc02sCxaX8cw4R7pUQK2alnxyFV6/KW7dGTjazMOmrmICUvzojjY/JCUtSHFb0x/dKnl2tEYfTVWx1rtzJMfS3kTQ5pqi/X/HGXqlhcdtkbLXD6zcV3eqXUypIk7EcLazpXZ5cyI/pxYSia4nphYi4583VktkI2O8WAYuARcAisBIEHiuSDAlFawxBhByjCYUo7t271xBcyCbnIIVoT9l4eLPoD00mhA1yBUGD/HIdhJQNzSSkjoWAEGI0yCxIg5hCHCHa7KP9hByyQA9yzut/ZEFzjXwQYkw2INwQ2tTEAa3oN998Y8gwMmP/CyFHswtB5HrkQKM8F0HGzAOZMcnAmwb10g7aBImkPDTskH2O0TZMRlLyCfmmfrBBzosXL5o2/dN/+k916NAhUzdYffXVV0seJ2j1qYvFjmjwKfPll182RBjsSZxn/9NPPzX4oXmH6IIZ5+hDrgOv1ISE8+AM4abdYPr+++8bbMCASQpkm3Zjpw6e9D39YdMjQKBYUnRnUNG163KcSHFuMlF/rnLVRqsM8b1zW/HkpISd7UKmDZj2jI0rvHRZmkIm3L4tbD60EpGNqQMLFIcGFY+MSN2dC5N3QpOMTyjqv614+K4h73GMXKtLYM0EpFiSRj1Tl0dQEW9hIr6S9ttrLAIWAYuARSBB4LEiydjw8kqeTwgWRAvNMYQWMoXJxWeffWaIMISTfHySD20mBBrSCrnk1T/kDs0wC884R4JsYbYAQUM7TD2Ug+aUYyxEg1RC0igXDXGaIKJoQy9fvmxINIsAIW5cD7ElP+QW0wbkQIuNeQdyUBeEGSJOXbMTBBIyeOrUKUPiaRcbbaFcNvJAdJEfsk95EHHKpJ2YQ5APbTeTBjS+EFLILiQdgg4JX2oiL+QWje4vfvELo3lPCX9aBjIxyaD9mJrgiYT6kJu+Q7uMLBB3tN/0Q4oxGHEO4s7EBVyoC3zBGpd1lJNOYixJTlF/uJ/x5JSigUHFQ0NSVJDCQrUSdvUqT5wVKxq6azxdYAedLnKbq5LYkPcBxXcGpDCvuOLBsEpBPNdlKzjmGNvkaGTUuJcT/pfn+M1WFxzThoFBo+GOuaui5K7OsFr7YShN+Ypu30k8ZqxWubYci4BFwCJgEbgPgceKJEOSIGbYCvPZ2dlptLXYCUOUfvaznxnSynmIGCYYEEE0jpBdSC6kEKIKmUWLCalG64onBl7vp4n81QnySZ1sEPK5EtrmlLBC+CCelMM+GlCINbJRz0svvWQ8aaBhhrwiKyYeHMfUYHYdyIzbNTxvQAYhwVxDWRBRtlRm6kMbDV7IzT7EmfPkg2AiK21BJvKsJFEPOGPmwYQAu2fIPlrt6gSRpV7kRg4SdSI/n6kWnX0IPRMV2s/3dJIDrrQHuZnwcI660eiTn3M2PRoEoqkpxaMjiifH5ThECTEduuqVJ+PZSbxK4CoNMrpQwr3a4JA0Na44KhnPEUn2lY3vhaqCsOO9I56YXBIZxSOGwSw3qWRxI6U/BLmwqXZ9s6hS8SJ4LdRAe84iYBGwCFgEFkXgsSLJEMLvf//7ZiEX5hGQNDZIE0QTW+Djx48bm1U0lphW8KBNTS0gZalfX47hrgxbWV7ZQ7pYOAehhNBB3Ng4npLPxdDiWuqAjKPdfuuttwyBowzIHeVATCkfu1oIMSQZoo5GGTtlTAnQoM4myWiR0aJDOLGvZtEaZBfyiJZ1OQkZIaxcD/mGKFMuOCLnUhPtok9YPAhJRTOMNhoNb5rIA/Gln6gPkxbqYMMMIyXPYDdX4jquR8NMPZhrUAflQqDpIzTzs/Gaqyx7bHUQwA9ynM/JKeUUlwlZl4RUXp3Sq0uh4FgaGzf+mO8L11ed1Zjkhoomp6RyXiomoaZNlhVOAmcVP/NrVEpIMovvZk2oZ2ZMvuGmLS5MSYWC4qKrxBx59UmyIoJoO8Yd3GJ4zSWnPWYRsAhYBCwCS0dgbuay9OtXNSfECDIEaYLk8T1NqfkBZIvjkDEIKK/mU+IHeeO1PteihUQDDUljURjH2YeMsY82FJINgeT4UhLEHS0wpI3Fc9g0Y34A0cPcAJkwf4AcQnohmNgRQ6qRGcIOUaUtsxNkEJJN+ygPckz7sNeF6C4noX2FrDNJwLsGmCIfNsvIhYxLTRBuJiRspNlY0S7amWr0sQ+nvRBmFhOSOIc8cyUwpa+YPKBJR4NOnyAz9tWYrKDJBhM2mx4BAuVQKhUVl0tSsfDwKqyQz+kgJVG6CG+eKrFfRh4jX26eTKt0GP/EkxOGlMdhWY6SNyTzlW6wKhWlMnjNfEs13zUrOs4bJUWKRkeNz2W8hFgPFytC0l5kEbAIWAQWReCxIsnzSQtxhIhBliBeaFYxa4CUYqecvorHxAIPCRA1TDV49c957GoxFYCMoVGF+P3P//k/jbsxTCAodykJ8o7dLWQcwvuf/tN/MlpProXIogH9N//m3xjijqcM6kJrDCmGkKMdhqBCDGcnZMTbBn6hKRcyDlGmLbR9OQk5ILXY9/6X//JfzGSBiQRYzKfRXU751XkhyRDg733ve0bTj8s5PGvQZiYwLNBDA43JxFyJPsJUBfd5XPvf//t/N+1FTvqXcv79v//385Lsucq0xx4QAXwhMyEpE3EvP3dhEd4p8JFtZk5mgsfUj6+px2LGBra8Lv6P2fAPV50qXDLxUrGEiSrlBYGMKQT+vucyN4BIQyQx3WAfEyRErMg1LQFyseitImO1WGYfwg7pXeIEWrwpiR3jzxgvFPen2JQVGbkSzMiFXKgCpm/ErpP4Rsa8CNnYqhPu4Dhn2v4QyXh1nXbfImARsAg8pQhM35u/zfZDsrAlRgPKYjS0iOYBWxEKDSLaSDw1sMgLTS1EEwIKQSYvRIuERhZSCUHlOJrJdJEbGmDy/emf/qnRqJIfMgpBxWUcmmFsblMiySeE81//639tFv9RLkT5hRdeMBpptJxoTJGP45BwZKJeyoNMQ045z2I1iCtEmPbNTpBITA1SjSzacIg+JghoVll8SJvRuP6rf/WvjK02EwUS5yH7tIO2Iid4Ui9+lEm0A8LKBAEN+2xNvckkOEhgrqUe6pwtK22jDfh7hsTTXsrCzAX50FYzYaBfmBQwOWFiQDngC/bImNouk492IBvXgykLIakHTCmffksnQqmc9vPhIeDgRYQtjhRjKwzBjWU0l2GpLLOVy4rw25uSUkgzJBk+PK3cJNpcQkYhdl7gywsCeRnfHE9a4ErhEsme58nFHVuqUYYoIhc2+8WywnJlK5UNSUY28kZ8wDfje1YQyOP6SZQ+l7cUFbncoHJLpGxjI7002VzcsfkeNyDFuKaD24aRolKYyAVuRr7KVCKqyFUx9wYzc42DXAlmruvJY+1BNiMv8BLCjFx+kExOHt4QsCVbBCwCFgGLQLUC49tEA8IEIYN8QeIgd9UJwsRxiCZEFA0jBBbTCQgaJgCQTPJBqCgLokXiO/kg4pTLPq7TWAiIlpLvkDTyQbCrF4mRH5KGLTP1Q9o4BpHmOF4kUs8YnOdayqEuiCtkHvOKtF7qoa1zET7akZpmUC5tgjBDLrme69ggwNXy0EbqZnKBhwtk4BpwYp8ykQF5kR/cqCudCFTjzD514doOIp3mr84Dxqk5ByQkxRVCzz7YpyQZ0g6+yE1CPuQAh2ryjTyYaLC4EhOLtO9oFzhS7lyYVctl91cPAaLruUzAMrXG3CCMYkOMI7xLQPrCstCIJiQUHmrosSHJSHFPJ+yY32SiQHYEGYWYQpK9TDKuvWxGLtEkiarozvzdz26REwRy29ul2nrFd/oV4nOcENUs6CsiU2jkMiZBEGkKMLIlGm7DW02hyIViO9Erp4TZkPgsvw3PaL+9tb4cFp8uIhdFuq0tchoaTXXl8cTrTkQI7goxRja021FFHkPupxFL+HEiWopZ8glRdit4+UGyWNfL1Imoe0bbP1vTbAqxfywCFgGLgEVgNRB4LDTJEDPIENt8CXIGWWJLHsooVma9ipSmieR8eSBbkDc28qRlQAhnJ85B5shbnTgG0WObq55UA432trqO6jJm71MXmlQ2tNukVLbqvGA1W5658IN4QmYh2vOVVV1uuk+dC/UD+VLCnl7DJzKAB6Q4TbPlT9uXnq/+5HomGGxzYVqd1+4/XASc+jq52NGvWaPyp5+olBJRNMeoZSvkzp1tPnGfWIammvz0aWL24Cj0XBPVzueNSmO9fEMwG2RMFu4ro+pAJpDbsUZuV7eKF86rODymcgmNdjmRq0JAGXf8mz+lciVEHzqNNXTkOir7nqLAl5/JyKtNJgsOGuJFkrumXe7atYr8rEoj44lcTCow10jYulEVe3Pcs2YWnciGTGCG3jmcchQil49cTBQ65K3vluM9FrfvmeLbbxYBi4BF4DuEwBN5l51Nvubqj9XKM1fZ1ccWq2ex89VlpfsruSa9dvbnapY1u+y5vq9GfatRxlyy2WNLQwBzC6+rU05fr8pTecWlklzixxn1K+RzIQI6Vx2zbGsh2sWS0QI7tTWq7VxnQj8vRkbxoey0NMvbsU3RO+8onsrLjWMjm5FpUQI6h2zmmkp74KeQ7lJJZcdVFnOuNe3SEjTJTnOz3J71vLpSNJmTE0Xy5JgtgesBMcM+vFQwlilRTa28vh4bSGSO7rSHLAIWAYvAaiLwRJLk1QTAlmURsAjMQgBNbEuzgo19CtpaVR4cEFT0vkVksy5b3tdYTiaQ394mb+NGOY0NiwbsoH5CV/tbN8vvaFd084ZZKBcvqtFenmQsvAva2+T3dMttb0tsshcpwkwsOjvlr++SX1tjTEHuW6i4SBmLnXbiSF5Tg/yeHrmdXdPmIotdZ89bBCwCFgGLwMoQsCR5ZbjZqywC32kEsEv2Nm1U9rnjin/xD4rx9LBsDfL8EGEO4TU1KrNrp/zt2+TU1S+JhKNN9vp6lTlwwISzLt+8scpywdUDZbZvU7B1q5zWliXJRXhob32Xgt27VP7yS+ncuaVdNz9Es87Ecl1fwYb1yhzYL6+tdfFJxawS7FeLgEXAImARWB4CliQvDy+b2yLwVCDg4K973VplT5xQdOG8ouvXRVjo1eLJDotIt2xR9rXX5XV3Ga3ykoB1HLNILnPksKIrl+WMj5mQ1ku6dgmZWKQH2c288Lwh78ZrxRKuIwsmF8HOnQoPHpT6bxlzkNR+e4lFLJjN6+pS5sgRZQ4fEmYqq6vZX7Bqe9IiYBGwCDyVCFiS/FR2u220RWARBPDX29Qof/8eBYcPqzyVU3z3buItYrnmtdVVsbgO92sbehQ8f1z+kUNy6+uWrhU1JhdZ+Tu3K3Ngn9Tfr+jy5eoaVrZfkYs2B88/r+DIYbnr1iYeJJZYIqYgXu8GZY4eUXT2jKLzF2Ui5K3EVrq6TmRrqFdwYJ+CZ4/J69uwLLmqi7L7FgGLgEXAIrB0BCxJXjpWNqdF4KlCwNjZdqNVfU7x4KDC06cVT8wT/bHiWWIaoLmIYUpE17TLP3pEmRMn5K7tWD7hcxyj5fYPHlTUf1uliQnFw3fnIdo4SZ6Wam7tq5HLkdPYKG/PHgWvviK3r1dou5eVIPCtLfL37FbwwvMqjY4pGhlOiPJ9KvhZclHRfZhV8gSBKdN//nn5u3fJmSd65bJktZktAhYBi4BFYFEELEleFCKbwSLwlCJAoJ66OvmYNoyMmlDVZWxt5whVPc2RTTS4WM4MZpril5DI4NgxZV59Vd6uncLGeEUpm5W/a6fiqSnFk5Mqv/9+EkZ7VmGJO8Ek8h+nWPx2f3LkNNTL27FDmd//fQWHDi7ZRnp2WUws8HKRef01RXcGpU8/UTQ6cl/kvmm5IMZsuKOcCzPPT7Tur7+u4Phx45rvfjI9Wwr73SJgEbAIWARWAwFLklcDRVuGReC7igABQNasUfa17wmvD1G5oAiijGYUrxKVEMzGZy+a19p6OaWC4skJqVwmzEYlr0PUGwUvnFDmjTeMZpQAIitOxgNHi4KjR00EumhsROHZM1IZz8LYg6A+xg+6L9Vk5NQ2SAT0yE9KhUJFrqR2MxHYt1+Zt37PmFo4dbVzaHWXLikBSPxt25T943+ughsr/uQTxSMjFRwQK5IDdpmMnJq6JILe1ISUy1UESiIcKsjI7epU9kd/bGyk8RGNqYpNFgGLgEXAIvBoELAk+dHgbGuxCDy5CFTMCDKvvyG3p1elDz5QeOG8ROj3tWvldXcb8wRvfY8xWeB4+fRplT//XNHVqyY8s4vnh5dfNeTY7eiQU/MABDlFErmwIWYhW1uriu/8TtH5s8YkxGloEPK463uMlw6HIDWE0r52TeEXX6p8+pSUz8vp6lJw9Bn5hw8Ze+JVWxCHicSO7XL+5P9Uee9+4/EiGrgtEzUQvHp6DWYQXyL+RUN3Vf70U4WnTikeHTWLAL3de4zZhr95k2iPJchpx9tPi4BFwCLwaBCwJPnR4GxrsQg82QigUW5rlX9gn/FGEQ0NGfMGyKfb2GT8HKORNVHzoshEn/N37jTkT1Ekp71VXm+vCd1sgobcZ3+7QngwCWmoN5pbhwiYg88kmuKaGrnNzYZcGoIZ+FIUK16/Xt7WLfL7nzP5nNbWxLtGW7vxwbxqpgwQeMLY9/UJjLy9exLyDo4tSQhr5BbadGysNxTl9fQoOnpUcS5nwmG7BFnp7Exso1cLrxXCbC+zCFgELAJPIwKWJD+NvW7bbBFYCQJ4pWhqkhoa5G7YkNjZ+r4c7/5AIw4a0tYWeaVSYvmAaQFE9WEkiHJtjfwNPYq7OhO5OOb795lNEMDEaW6Sh/xhJPGdfA/JjMF4vFi3NoncF4ZGnjnrCwJ5dbWCGBu5PNdonbVSm+2HgbMt0yJgEbAIPGUIPKSn1twoxooVx5GSRStz57FHLQIWgYeHgPkN8jus/je96m6J9aLVrCK8xnnEXGVAPtkq6ZH87qvro9655IIQV3mumFf+VPDV+ITsVgjvvPWBa5Wd9rz5VkMeW4ZFwCJgEbAIzIsAXBUNz70n2LxZV+/EwNSAzt09rxp/ma6VVk8EW5JF4ClHIFaunFeulFMYRbo+fkOnh8485ZjY5lsELAIWAYuAReAeAlfHrmqsMCYnfsjqnXw5r/99+sf6szM/Uf9EvxxrW3evF+yeReBbQiCquELj98g/mywCFgGLgEXAImARSBDgbSv/H6kmeUf7dvU198l3H2m1ts8tAhaBaQRilaOyPrz5kVzX08bmPq2rXzd91u5YBCwCFgGLgEXgaUdgODesy6NXHi1JPrTuoN7Y9LpqA2tu8bQPQNv+bwcBXhzlyjnz4896Wb3c+5KOdh3+doSxtVoELAIWAYuAReAxRODs3fP6+Td//2hJcnttuza3blZ9UPcYQmJFsgh89xHgFdJkcVK1fq1ZG9DV0KmtrVtX3vByWXGxlIRe9jyZACEPyVPEsoQkcAhyEdDEuGPLJgvnvm1zryi6JxcNwrtGJrOspj2UzHGsGE8kpbIJdsKCS9OX3zZeD6WxtlCLgEXAIrAwApOlnBozjY+WJC8skj1rEbAIPDEIQKryeU3239DEwE2V8znVNDSruXeLgrb2+12q4WUiiu55m4B8zSJgMeeJS4cXiFnnloMLcuWHBjR++7ry4yPK+lk1b9yu7Jq1iS/k6sKQy8iGL4k4qXd23bQVX894zph9rrqsRfYhoeWRYY3dvKbc+JC82FVj5wbV9226nygbcSLj29nIR71mq6oEuQhnzaTkj5wgPgAAIABJREFUQSYmcazyyIgm79zU5N07isOS6hvb1bRtl1y8gMwue0Zfzi8X8q447HhVM+2uRcAiYBH4thCwxsHfFvK2XovAE4wA0eumrlzW2a9+rQvXv1AuN6quxh4dGH9dHc88L6+2Eto5DBURgS83pXIpr6gcmoDRru/JcTxWDidBpCGA+YL8TFZBe7sUBCtDJ4qU77+lK6fe1+lv3tfA2C21Ow06NP6Wug8+p5p1nQnZhGCmchULCsv4c44MqXNcT46RsrKgsRzKK0UK1q1becCROFZpfFR3Pv9AX1x8V/2j11QX+tq5+VntytYqi9/mCgFHrjCfV7mQU7lUTAi658pFUw9akFTHUYxckeQTrGSlEfniWFGhoKFzX+rc2fd0ZeCconJRmxs362C2TnV9G+XSl+BFX6ZyFQuKI/w+uwlmEGIjl2u09w4LXmrq5Le23E+yV9az9iqLgEXAIvDIEbAk+ZFDbiu0CDzhCISRymNjuvL23+rPc7/VZ+vGVcg42jw4LL2b08ltO1WT6UzCLY+Na+raZfVf/FqD+SEVynnFriPfC5RxAnkhfig9lb1YjUM5reneopaTL5nofitBKc4XdPOr9/WLc3+tv227obG+QC0Dd1T+4md6qaVNne1rjO9miGjh0mXdvnRaQ2O3NFmaVBhHcoNAWSeQH8loeiHOfilSR7lW7W/9QH5Hxwwf0UuWsVTS6I0revvX/6/+v97bGtjmqXYy1KuDoda836iezh8l5YahijdvaOTSOd0ZuKqR4phZaOlmAmXcQEHoGtkc11GUy6nDbVLbwWOq3bkjicy3ZIGSjPgCLQ0O6pOP/kZ/G36h0xtKcl1XO28Oqf13a7Sp8Q9U07VeMX0+fFcT58+o//Y3GsmPqBiWJM81fRnEngLDmR05ubwa3Tp1bNylhuPHVz6xWGZbbHaLgEXAIrDaCFiSvNqI2vIsAt9xBOJSUYWB23p/8hudag015LuK5OhSbVnvlr/R4RtXlalvVHj3rq5+/YE+vPK+PoquaTBTUMmNFWMdEDvKlCGijlw56r2R00sN+9W54+D9pgfLwDMaGNCZ8av6uGZUtxszUjFWrjWj9+9c1+ahK1o7vEeR42js80/02/O/1CfhVd30J5XzQoVYDhQcZULJjxLXeJ0joY5OrVH3/t+v2FuvzF1eNDqugdtX9Iva27rW7KscSRN1gb7OjemroTPqHhiS09aiqU8/1YfnfqP3xk/pijemcb+skICGJckPnWSLHdWE0vHLjlr2vWki9aWBSpYBlcmKdnjy8jf60OnXmYaSRjxPXhTrbHusT2+f0pqh48o2NmvyxjVd/OhX+s3wpzrv3dWoX1bJQ6MteZFjCDLmI9lSpL1DWT3bfkCdjQ2GRKca8uXKZvNbBCwCFoFvGwFLkr/tHrD1WwSeNAR4te4HyuQiFRqlKVgc5rOOo9ONZQ19/ZmysaeLN8/oVzfe0zveLfXXFVTwYsVYCxijgVhuIAVhrI23Q21u3qENB15U3Z69JsT0SiFxgkB+yVGcizUZuUZTHbmOzteXdXPgqnZ8/pnuekX96uuf6+c113Urm9cUBNlN5KJeN46NGcP6wVB7vfXasf+kGp59Vi6kb7Z97lIF9Ty5ji93rKSpMKPQhNNzdNMp62x5UC+c+lphxtOvzv1Sf186pzN1Y5r0QpWRy5hhxHJjZJNaJmMdGfC1Z/+baj/6nIKursReeqmyVOVjKuASMjwXqejg+cSRGznGouNMdFdHb15RZnBUn/d/pb+++4E+rR/VhB+ayU5UmS/w4RrNu/TcgKdNnbvVc+BFZTdvXrFcVSLaXYuARcAi8K0hYEnytwa9rdgi8GQiwAK2TGub9q3bre6JQfWX85rKuCpHjm5kHPWf/VLj46P6dXRNv9Q1XcmWVUblmLIq02xHmUhaM+nphL9JRw68pnX7jspf27FyIsqiv+ZmbWzfpK2DZ/TZ0FVN1fjGvvi27+rWzcu6eKuorxsL+svyRV30yiph24tchrSm/eGoeyLWAXe9jm98QX1HX1Zmffd0WOk013I+nfpataxdr2dqtujruzc1XOsYYj5ajnQ1N6xbH/xW5+tK+qnO68vacY26rCMEs7SWhJG25aVtuUa91n1QW55/Q3U9vcniuoo9c5p7yZ+ua8wpdtX16VRuVIPjeRV8V3EY62o0pf4vP9F1Sf/gXddvaoY07FWY8Yy+lIJI2j0U60THYe07+Kpadx2Q19w8bWe9ZHlsRouARcAi8BghYEnyY9QZVhSLwBOBgOeZxWLb9x7X3l9/qYv5EY004rlCGo1iXb3xje5O3dRvO0s611RSWHbllGawUPGmvqXo63ihXa9tO6kNe46ppmPtAxFksHPq67Rh027tuX1Ov7t2SV+vc432dSySrg/ckD/Zr3fXS192FBWXXGmWXFDA+lKsg1OtennDEe3Z84JqN/Q+EEE2cmWzaoYkb35Wv7r0lxptDZUPHE2WpP6JEX196SP9oifWJ51ljdCO/P0job4ca2u+Qa/W7dCxZ95U/cbNQnP+IAnPGNmOtdq7fq8+v3BD34xc1UB94lRjsJjXuetf6GpdpHe6yur3JDc/sx+pm8nOuryr14sbdHzfK+rcdUBuS8uDiGWvtQhYBCwCjwUC6CtssghYBCwCy0IAbXJ25w7tr+nRunxW5XyoYinWVCnUudJdve0O6KKb01QklQqRisWqrRQrOxlpe65Ob7YfUu/RE4ao4Zt3NVJNT496123Rjql6hbmyqTtXinSpPKYPNKTPsUEONVOminxxPlLfsKuXWnZr167jhoiu1N53dlsyDY3q3H1Qu0stqskl9edKofrLOb0X3tZHNRMaDssqVWNV2Q/zobrGXD0b9OrYzhOqxyxlNfDCdCaT0dq+7dpU16X2nK9SMVShGGmkWNTH5Tv6MBjVDbescr6qD/9/9t7rOY4kux4+WaY9Gt4SBA0IetD7IcdyRrszu9pdSSH9pC8UG59CIb3pYf8G6VGhV4WeFHpQSN9GrBSr365mzezs7ng/tENPAAThPdp3mS/OrS6gAcIRZghyKid6ursqK/PmyWLj5K2T9/p25R0kU8Dp6SReOnARdXs7odGDHJQAgQCBAIFnAIH1+av0DAARDCFAIEDgMRAguUrEsXPLHrRO3kJ4chLTcRPKdvBRSwQPKw1MQYObdWDPa5YqgpaUgRdDTTh06iJCzS1Q5vr9FKlYDA31reio3IboxCVMx0Oisb1V6XldhygnWMAu6n0jtsIrmRoc2XsWNTs61qSPnjds0f4mGpuxt2o7qjKTGHSyyCsNAyEN72+NYsDUwXwebnFGYzHTRDzv4LDTgNPNnWg6eAwqEp45t+YPmkJFXSPakq1oHLqFq5kRWJqGMR34rDGCqYgmiwpGuJhfYgUHO60KvFp3CC0nz8GsrAokFvNBCr4HCAQIPLUIrN9fpqcWgsDwAIEAgVUhoBSSO3ej7m4tomP3MGzosFzgekJHEQr2PCkD+3CUix3jNl6uaMfFY99CuGMXlKGvqvvFLqKEIFZTj/rGHUhe+hyjJvMMAg9M78GZhESeK0IGa9QUgJcm43jjue+gafdB6MmKxbpY1XEm1jArkmhsaUfyxk24xTQyYYW8UhiP6ijYEC1weeO0m7a9Nh7Da3uPY2/nGei1NeVV1uWzUVmJ2pom1BiVUOkh5CIKRaVhPARZ5NiFuTILfuOmy/Z8FG8k9+DomdcQrq1fH+/2uowoaCRAIEAgQGDtCAQkee0YBi0ECHxjETDjcSTdEKIZB3bcloQSWTIopl+WNCHenjhqfaNFoKMYxuuxXfj2wZdQd+K0F9t3tZvOFkNdKUlKkgjHkci4cHKWRN7wqDLgWqXNZ6XrwzbQWjRwwWjEn+87g9azFxCqq1uzDvkR85SCZpioCCcQKyholi0ElHZxPeFavMJLY8JP3AxXWVQ4ZSXw5zvP4+jxFxBjdr71kFnMM47a5pgRRcIxoWe9cHjMDVIyaWZJwamlxz1eBE44Ffhew0G8ePRlVOzZCy0cDrzI83ANvgYIBAg83QgEJHmZ+WPa12KxCMdxYJomdKbM3QTFsiyxiYH/jQ34o7kJhhiYsNkQIPEtFOAWirLBjo/8NceVGLmGxQx2tsgafJ+jkFLHlZi+TXngQMrEhS3tON95AbuOnoFRV7s+pIrZ4IpFMJEIQ7RRuqEcV5JuhMQuZ06gCNrHJBqGzQ1nwO6cidPJZjy/5ywOnX0F4TWEVJs/ZWIX8WJaa/52EC+X8Y4Z+9iFq9szASw8u2i3i+o8sD2n4QgqcXH/WZw4/QpqOvbIxsT5fTz2d7Jf25Z5ZOZEkm4uGwxmyRO7HKBQFlhD8HJlARS3gNaUi0NOHK/s6sTZYy+j5dBRaBXr63V/7DEFFwQIBAgECGwAApuOJJOMDg4OIpvNIpFIoLKyEmF6KJ5QsW0bN2/eRDqdxvbt29HU1PTYlpBoFwoFDA8PSzsco1JKCHc0GkVNTQ0ikYhkulpp4z09PZiamkJtbS22MqVtUAIENgIBeji5SByfgDM5BXc6BTebEy+rFo/BevgQxalpWI4DxwJsxtiFCwoboq6GWsfETiuMI7kwThYiOBhtQ2OyCaFwVLK4rUVqQYLnTqU822hXOu2lSY5EYI2Pojg0AstxJRW2JArxcl8ISa10dWy3IzicD+FYIYrDRiu2V7bCiDO0AyN1eKmfVwUpFxOZHOzhETi0K5OVlM7M5ufoCsX+QVj5PGzHgW2V0jmLh1ah0tWwzY5gfz6Ew/kwjofqsbtqBxLxSrhcADgMljzXE/44NtIWmcuJSTjpjBBl2kWiXHzYDyuVhu24sJnthBjQLkb8cHQ0OyHstsI4nNVxXK/B/thW1CfrJYOhYLbaGNKPM4CgboBAgECAwNeIwKYjyblcDr/85S8xMDCAvXv34sSJE9iyZcvXCMncrkhuf/vb36K/vx/f+c53VkWS6fUdGxvDb37zG/T29oLEm95fvrgI4DgPHjyIqqqqFRPlTz/9FPfv38eRI0fQ2toqpHuu5cG3AIE1IuDQO5yH3TeI4o3bsAeGPCJqeVvx+Ii+MDEBNZVGxIwi4XqeZB0KSc3ETi2GY0YVTkdqsJ+aV9eEoSJw73YxER7Mg3uhNzesSj5Ab7YzPILi3S5Y93qAVErIvIxYN1DIpIGhIUTCUSRgS3/M7hdXOlq0KDpVEhdCdTiQSKJRRaSe6htE/pMvED7aCb25ESoafXxCyic8k9OwunpQuHoTbpp2WZ4nWSnJTGg96EXEUogbJnKulyQkpDTUaWEcRBLnQ7U4Gq/CFhVFwoxADY+j8OVVIJeHsaMNWmXF44fK41xms7Dud6N46x7swWGG14DLBTsTiigN1tADGNkCEloIaTnuwlQ6qpWJPUYCZ1QNTsVqsb0iggozCiNro3D1hqTHNvfthl5dBayzvnyNd3BweYBAgECAwJoQ2FQkmeRxdHQU//Iv/4KhoSG8+OKLQiLpvfVlDvTKlhf/Oz2zfPnFPz7/+0L15tctr8NztIne7Uwm4zcHHi+/zu/bf5+pCD7ZtDEyMoI333xTyHJ1dTXi8bh4gukRpmf5H/7hH/Dcc88hFos90jbbKreJ32lPd3c32traZrpayJ7l7Cy/hg3x+/wxlH8vr19+fMaI4MOzgQDvb3o7e3qR/9VvYaeyUMk4tKpKcGOcKI1dF6au4UBkL17NJtFYHEXOKqLBTOB4tB4noo3YEa9FPBoHNF1SGDNCgptJo3jlmhDJ2A9eh95Q93ikj17rvgEUPvgEVncv3FgURg0TV3gb8+jVDEdNbAlvxx9kDVTnhjBtF1FlhLE/XIuT0UYcjNWjIs60yYaX0Y4kMp+H09OD9P0eRL/9CsxdOx4vugXtGhlH8dIVFN7/GG51DfTKBJRE1WBiEAeqWERd2zaczxoI5QbRZ6UQVgZ2hCpxLtKEzngDauOVMEIhT5/MnzvHhj0wgPzQMOyxCYTPHIOWiK/8PpO5zKFw+TqK737gOclrqqFVxGflLsUiqs0tOFalYypXhVv5MehKw9ZQEifD9Tgaa8LWRA1CkYhozUUaIguCKRQ++hTO0CgiL5/3CPwmkaStHKCgZoBAgECAwMIIbCqSPDk5iY8++khI46lTp8TiW7du4fDhwyCxZGEdygxILH1pBolbY2OjvCjRoOeWdUi06amdnp7G+Pi4kL/6+nohliTd9BLTw0uvNeUUbI/klaScMgbKPEgEKyoqZiQR7IvXkTjzunw+L1pl2se2WXch8uhfRyJ88eJFtLe3i42ffPIJ/vEf/xF3797Fvn37EAqFxF56rjlWEmzaQXs4Rtq3UGH7ExMTIulIJpNiL8eYSqXEe822aBftbG5uButwvCTvvmfb93gTQx6jBpv48eUXH3/KQ+rq6lbs+favD96fEgRsG3b/IHJvvwsnlYIWi3kcNJua2cTFkTCo2pFYA/bGapBzLVBhG4GJsKbDhAbNduCkp4XwcQ3L+xSUGkVDcLMZ5H/7HiLfegVacoUpn/nvfmwc+Y8+g90/ABU2oZk63ExqDrDc9LY9UoX/J5zAD9xdYpcBHRGlI6R00Kvs0NtMPyrX1rL2dqHFo8DYJKzL1yWTnb6jbcXRN5zxSRSufYXi1a+gqpPQQgZQyMEtzmYGUS5QG4riD80deDW5FQXXhgaFiDLkRSWFymXh5GevoXFaPAx3Mg3nfhfs2ipoh/aveGOhm8mI97jw3sei19ZCJmAV4GYKs5gxuYtu4nxiC44nmpBzGZ9EIayImQGTCxA+VSjm5XfE91VohoJr6rBu3ILV2gTzwF4opu8OSoBAgECAwDOAwKYhyfzjSeJJkrxnzx6QJN+4cUMIHo/7JPmrr77CBx98IHVJHknaSA5JIr/73e/i9OnToGTj6tWr+K//+i80NDTIxjuSYR6n/vev//qvRaLAaylbYHvcnMfCd8oXzp8/LzaQaO7YsUP657UkndQoU4LBzySTvIYEln3T7vkb6YQYlLy01CBzLLSXpJXtcxwkrXynFpsLA0pO2D6vZR8kqkePHsXrr78+41X37z+SW2LEa/hOO9gPx/zee+/h9u3bQohpJz3V+/fvx2uvvSYE9/333we92ST+fHExwfMk//x+6NAhvPTSS35X8Otzjp5//vmZ48GHZwsBJ5WB3dsHu/uB5w0tFoRYPTJKbvbiQhJAhTzI0QCX8XTtEpn2Y0rwyhk2KhvYlGXB7uuD/bAPKrzNkzc80sHcA65tw+p+KNcgnQGiIUgQ37nV5BtlHzEAMck6rUGJXbStKLrp2WdSZXaRGvLfXH+/vLSGWqjK5AKtzz1Eu+zBIcGMum2ViAJ26cmT4DJbn+QzAiBSsoskWEloC2uOXazHIgiSydsW3LExkZjo7duhkYyWPT2b7aHsk23DmZiCdfsuwEVBxJR2ZC4esQsIQYE+7KQidacgndIaby5nZ9K/0ENQWTZUMY/ilevQW1ugx2OP92SgzNzgY4BAgECAwGZCYNOQZEoZHjx4IAT0jTfeEHJGLydJX1dXl3heSSopM7h06ZJ4i0lISU557OOPPxYPMT20JJv0xJL8kuyS5NLrST0wSTF1vCSdJKjUAfM8iS0jRVDCQILNNqgTpse0s7NTSCP74ua7L774QuqcOXNGyC2JLT3AbM8nxItNMtsm6SV5J0m/fv26eKBJzOkl5vV8pw6b46VN7PPOnTtSn55o2uwXEmR6zN955x0Z2+7du8UmetKJExcdHB9t5yKBHmtitXPnTmzbtk2wJSYk1bt27ZIFArEi9leuXBFbjx8/Lh5yknaSZNpIIk37gvIMIkBv7egYrPs94glFwYBbzJcG+uic+2TTP+N/n4/M3OOuyAiQywpRFg1wJLI06aP7MpeHdesu3KkpKJsLWxJLFr/32V7n9MfTcw4sVK9UgfKEiRSc4SHZqIhkcqHmZxtg09mcaLedwSGmGASyPqVcD7vYFQmrC9ms2P9Qxg8+VdIfbb/cMEb8cIZHYfc8BIoFuK4XmWShAc2Bx292zkGv5bmHaBeP27Dv3YUzcQJaY31JklNuSfA5QCBAIEDg6UNg05Bkej1JBEnESE5JEil7ePjwoRDSF154QR7/0xtKYtjS0iKyBXp36Um+du2akGASRhJOekEpoSCZI7GkhIBe6MuXLwv5o7eVxJEEkkSYkgx6T+lJZRu0hUSTnleSSRJDkuC+vj6xiSSSNnR0dIhdnHr2wTpLFUo02BbHRfvYFwk22+U4SFA5bm5Y5HcSW46XdXkN+/XlD2yHC4QPP/xQyCvHw3EROy4sOFa2T+yICbEj4eZxYkH7OWYWRsigx5iSEY6Z/bAONwfSs02PMr+zXZJmRvoggQ/KM4gAN8UNDsPpecCUIJ6UYQULornkaQW4kPSS+A0MAIxMQTK61MYvekWnpmHfuw9QXqEcuJZP3lfQ30qrcKy5HNyREbgTE0BzE6Avfa+7U9Nw+gfgjo1COUW4TpmUYaX9LlePdnGz3bgOZ2AIemPj0nYR23QGJO7u8DAUCTIz+q1gLpczZc75EqEmVuwHW1uBUnbDOfWCLwECAQIBAk8ZApuCJNOzSvJIMkbiRa8ySRoLieKXX34phNWXXNDTyg1rfORPDzBJJckdCSXJLgu9nDxHkkzvKr+TgFOPS+80ySFfJI2UT5D8+f3yGIkmv/M6kli/0ONKTy6vpUeZfZKc8kWyvZx3laT82LFjQlBJ5Ely3377bfzsZz8T8nv27FkZM8kpZRIk6iTuJMgkxRwftcQsJM7EhrIUEuC/+qu/krHyHNulV5x9UE5BPGkbvdck8lyUsD0WjpU2Uc7hj5VknVE36I2n95gkmhIT6pSJO68JyrOJgJPJeARxlMSq4KVc24ChugxnRofy0AicVBrKZszexReZEtFiaATu0CDgMCYyBbwbYBibLFjiTaf+2XVsqOVIMuuNDAHTE4ChbZhdLiOL6DrsBw9hdO6HwhI/4STJqTScgUFgahwIbaBd/ClhcpT+QejT09BXIFHZoJkLmg0QCBAIEFg3BJb4hV23PpZtiGSPRI6kkITwX//1X4WMkRCSLNKzSQJN7yoLyV45GeVnEmK++wTS77S8Lgk4iSwJJetR6vDjH/9YPKskp5Rq0ENKQsn2fBLpt8V3ksNXX31VvLuUMjCsG0knCeb3vvc9nDt3Tq4tv6b8M/u4cOGCEE3aRhJL6cM//dM/iT3UJtMz/JOf/EQ8tiSk9GTTZspRym2ifISLCxJ0Ski4eKAtrMt2iSsxpPTEJ/AkudwISQLse7357uPn28rvbNOXZ9AOEmZ65TkG/1q/fvD+7CBATa3DRVQ6BVdjruTS2NabkMoiTcFNTUuSEibaWKowkQkJn2zSo7fWJ67rbReNYLKNVFpiHC9nF6szHJ07Pi6bEV0S/Y2wSTpyJCKHMzkpuu4l8XJd2XTpDA15dlkkyRu0sOBcWrYXFzq/AV70pQYanAsQCBAIENggBDYFSaZXk4SPpJF6ZEoDSMJIZPmIn55SklE+8l+vQiJJ4k1P7SuvvIK//du/FWJOQkndcDkZ9fvkMXpaSRLpteVGQdrNzXH37t0TXTA9siSrHMtKCtuknMJ/Z3v0ah84cAB/93d/J/IL2sgXPdzlhbILyj1IYN99910h/H/8x38sXmraQO866/zwhz8UIk3iy0LbiC/7XarQ681FA0n7v/3bvwnhJrkmKQ/Ks4uA6F6tApSdh5svkeSl1QarA6P0JEOSlORynkZ5qZaYpINRHyhlYBY7MlH+M1vZP7WlWn70HDfJ8akNNweWntw8Wmn2iEu9Lzc3FrjBsQTWRtgltmhwJiaZuWXWgMU+cRyFPGDnAUv3MoNshF1cSTHr4dSU6Ma9OHMb0tFiIw2OBwgECAQIrDsCT5wkU2pBPS4lEHykT+JJ+YTvqSRRI6n77LPPxMO7HLFbKUK+npZyCUoQ6HWl95XSAnq0F8piR9JO2QP1yiS1JIwkzPzuxztern8SXbbPvijZ4Nh/+tOfip6ZY6UnmQSeMhPKPehZJ2nnJjzaWV4YIYMLB3qmiRfJOnXRjFxBDOn1pkSCG/XoASZhppecOmVKRspjLJe3639mWyTJ7IdEmYsJLmDo2Q/KM4wAPbpcuFlFCfu1cSP15BZuNi2kl/KLJWmVbFyzxTaUhVXbEPvoSc5lgHyulHBj6V4Y3QLEy6IXdWmP+NItLXOWCwX+l07DdW2JxLFohAuawfq0i9F7KJ1ZEuBl+l7mtCwUKNUpRQpapnpwOkAgQCBAYNMj8MRJMskivbckv/SekniSnPmeWJI/6msZaYHSCxJVnvflAz7CvveWcgJey+gUJIL87he2RYJHYk6PMLXKJKz0KP/zP/+zSA4YqYIE2Jcu+Nf67zzPa2gPPbVskwSfWmduaPM1vX59vvueW8ZQ5rX0nPtxikmIWb71rW+JZIPjIw6//vWvxXtLe1mHempe78siOH5qtOnV9eUPJPr0vDNyBj3ajL5BUkyZBPulbSTmHBs387FQY832y3GSE2C2WUO80pwTjpfjY9u+R9qvF7w/YwhQU8sNqJYDN5f1HtGXvL6y0Y7ky3XgkEj6RIyP9kv0kKpi4WKURWmaF+nA/8wT8shfgiYLcKrAjW4MNbYMuWQbpiEeVCb+AHv0LyGBZmul+Omid2aCENpZapn+3RmHuKZB03Uo0TWX5Fu+XWzHtqEK+ZXZxSGVntJQEuKFTWOnfuQHL/EQE6nw

picto or picture graph (why?)

100

Using a number line as a ruler. Create a number line from 1 inches-10 inches. Starting on 2 inches how many hops ( in inches) will it take to get to 7 inches?

5 inches

200

If you want to measure the length of a classroom the BEST tool to use is..

a) Yardstick

b) Ruler

A) Yardstick 

200

Caydence jumped 24 inches and said she jumped 2 feet. Leo disagreed and said she didn't jump 2 feet because that is farther than 24 inches. Who is right?

Caydence, because 24 inches is the same as 2 feet.

200


11:15

200

This is an example of what type of graph?

Bar graph

200

Using a number line Anthony measured a gummy worm that is 1 inch before he stretches it. After he stretches it is 5 inches long. How much did it grow or stretch?

it stretched 4 inches

300

What unit would be used to measure the height of a school?

a) inches

b) centimeters

c) feet

c) feet

300

Abby looked at the line plot and said most of the students were 53 inches tall. Susie disagreed and said actually there are more students that are NOT 53 inches tall. Who is right?

Susie because there are 3 students that are 53 inches tall and 5 students that are different heights.

300

What time is this  8:10?

a) 10 seconds past 8 o'clock

b) 8 minutes past 10 o'clock

c) 10 minutes past 8 o'clock

c) 10 minutes past 8 o'clock  

Remember lady hour and minute man

300


What was the most popular fruit?

Blueberry

300

Using an open number line to help you answer this question. At the beginning of the year Gwen measured 40 inches. She is now 48 inches. How much did she grow?

8 inches

400

Using a tape measure is the BEST tool when measuring a second grader. About how tall is a second grader?

a) 48 inches

b) 52 centimeters

c) 2 feet

a) 48 inches

400

Maci threw a paper airplane across the room when no one was looking and it went 44 inches. Nick threw a paper airplane across the room when no one was looking and it went 29 inches. Mallory laughed and said "Maci's plane beat your plane Nick by 25 inches!" Is she right?

No, when comparing you should subtract and remember...you may need to regroup. 44-29=15.

So Maci's plane beat Nick's by 15 inches.

400

What time is shown 12:15?

a) 15 minutes past 12 o'clock

b) 15 seconds past 12 o'clock

c) 12 minutes past 15 o'clock

a) 15 minutes past 12 o'clock

400

How many banana's and kiwifruit do you see? Write an equation of number sentence to prove your answer

10+25=35

400

Using a number line draw how you would solve the problem. Kylie and Jazarah are covering a table with butcher paper. Each sheet of paper is 5 feet wide. If they tape their butcher paper together how wide will their butcher paper be?

5ft+5ft=10ft

500

Abdiel looked a meter stick and said "1 meter is the same as 100 centimeters" Is Abdiel right?

yes 100 centimeters is the same as 1 meter

500

Logan had a pet snake. It was 13 inches long and it grew to 34 inches long. Logan told two friends at school about. His friend Billy Bob said "It grew 47 inches!" and his other friend Jimmy John said "No, it grew 21 inches" Who is right?

Jimmy John (why?)

500

If you play after school are you playing at 3:30 a.m. or 3:30 p.m.?

3:30 p.m.

500

<img data-fr-image-pasted="true" src="data:image/png;base64,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

5+5=10

500

Use a number line to help you solve the problem. Lauchlan found 11 feet of rope to make a Tarzan swing. Macelyn found 13 feet. If they tie their rope together how long will it be?

11ft+13ft=24ft

M
e
n
u