<!DOCTYPE html PUBLIC "-//W3C//DTD HTML 4.0 Transitional//EN"> <html> <head> <meta content="text/html; charset=UTF-16LE" http-equiv="Content-Type"> <meta name="GENERATOR" content="MSHTML 8.00.6001.18813"> <title>Nanoprocessor Challenge</title> </head> <body> <!-- NOTE: Break this lab for a group of 3. --> <p class="MsoNormal"><span style="FONT-SIZE: 18pt"><span style="COLOR: rgb(51,102,0); FONT-SIZE: 18pt"><strong>The Challenge</strong></span></span></p> <p class="MsoNormal"><span style="FONT-SIZE: 18pt"><span style="COLOR: rgb(51,102,0); FONT-SIZE: 18pt"></span></span><span style="COLOR: rgb(0,102,0); FONT-SIZE: 18pt">T</span>he fully digital Silver Cloud was a smashing success, and Banana Electronics&nbsp; has decided to&nbsp; embark on <i>a nanoprocessor design</i>.&nbsp;&nbsp; Examples of programmable processors include microprocessors in your computer. Your task is to design a nanoprocessor that can execute simple programs. You have already designed many of the modules required in previous projects, e.g.,&nbsp; adder/subtractor, multiplier, register bank and ROM based SSD decoder, which will be reused in this design.&nbsp; After completion of the design, establish the functionality of your design through&nbsp; simulation and hardware implementation.<br> This is your last official Banana project, so this is your last opportunity to prepare an excellent report as explained in another link of this website.<br> </p> <p class="MsoNormal"><span style="FONT-WEIGHT: bold">BACKGROUND</span>:<br> </p> <p class="MsoNormal">A microprocessor is the core functional unit (often called the brain) of any computer.&nbsp; They are also widely used in many processing devices, appliances, automobiles, etc.&nbsp; A microprocessor is a programmable device that executes sets of instructions (software). &nbsp;&nbsp; A program consists of a sequence of instructions that the microprocessor carries out. Each instruction corresponds to a simple operation such as addition, multiplication or data movement. <br> Example A: The&nbsp; instruction <font face="Arial">IN R1,5&nbsp; </font>causes microprocessor to load the value '5' into&nbsp; register R1 <br> Example B: The instruction <font face="Arial">OUT R2</font>&nbsp; to displays the value in register R2 on the seven-segment display. <br> </p> <p class="MsoNormal">Using a series of such&nbsp; instructions&nbsp; more complex computations can be carried out. <br> You will be designing a very simple processor (ECE102 nanoprocessor) capable of carrying out a small set of instructions.<br> Examples A and B above will be used to explain the architecture and operation below. <br> <br> PRELAB:&nbsp; Answer question Q1-Q4 given below.<br> </p> <p class="Section1"><b>SPECIFICATIONS:</b> </p> <p style="MARGIN-BOTTOM: 12pt" class="Section1"> <img 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" alt="" width="508" height="302"><br> <br> The nanoprocessor to be designed is shown in Fig. 1.&nbsp;The instruction to be executed&nbsp; and the data to be processed are specified&nbsp; using fourteen toggle switches on the Altera DE II board.&nbsp; To execute a specific instruction, the binary patterns corresponding to the instruction&nbsp; <i>Inst[3...0],&nbsp;</i> any associated Register&nbsp; <i>Reg[1..0]</i>, and any required data&nbsp; <i>Data[7...0]</i> are&nbsp; provided via these toggle switches. The complete&nbsp; instruction set is specified elsewhere in this document.&nbsp; <br> </p> <p style="MARGIN-BOTTOM: 12pt" class="Section1">Example A: For the instruction&nbsp; <font face="Arial">IN R1,5&nbsp;</font>&nbsp; the first four switches&nbsp; will identify it to be the "IN" instruction, next two switches will be 01 corresponding to register R1, and the last four switches will be set to 00000101 corresponding to 5.&nbsp;&nbsp; Let&nbsp; '1111'&nbsp; be the&nbsp; four bit pattern, commonly referred to as the machine code (MC), to specify the IN instruction.&nbsp;&nbsp; Thus the toggle switch values are '1111 01 00000101'. <br> </p> <p style="MARGIN-BOTTOM: 12pt" class="Section1"><b>Q1: </b>What are the toggle switch values for Example B?&nbsp; Assume the MC for <font face="Arial">OUT</font> instruction to be 1110. Data values are not used thus they are don't cares. <br> </p> <p style="MARGIN-BOTTOM: 12pt" class="Section1">Application of a clock pulse using a push-button switch causes the instruction to be carried out.&nbsp; Instructions that display a result, will display the value on the Seven Segment Display unit.&nbsp; Thus a program execution consists of applying a sequence of binary patterns corresponding to each instruction followed by a clock.<br> </p> <p style="MARGIN-BOTTOM: 12pt" class="Section1"><b>IMPLEMENTATION:</b><br> </p> <p style="MARGIN-BOTTOM: 12pt" class="Section1">Figure 2 illustrates the architecture of the nanoprocessor.&nbsp; It consists of the following components that operate on data (called data path):<br> </p> <ol> <li>Three 8-bit registers: R1, R2 and R3 </li> <li>An Accumulator (denoted by A). This is an 8-bit register that has a special role in that one operand for addition and multiplication operation is always in the accumulator.</li> <li>An Adder/Subtractor unit</li> <li>A Multiplier unit</li> <li>A 3-character 7-segment Display Unit</li> <li>A Control Unit&nbsp; that generates the different control signals.<br> </li> </ol> <p style="MARGIN-BOTTOM: 12pt" class="Section1">Take a careful look at each of these components&nbsp; and how they are interconnected. Notice that you have already completed the Adder/Subtractor, the Multiplier, the Display Unit and the Register bank. The ALU is slightly more complicated than the Tally Unit.&nbsp; <br> </p> <p style="MARGIN-BOTTOM: 12pt" class="Section1"><br> <img 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oAUgs66s0+bq5st8/tF68H6HtU3muPlx2aqS9ZDL7SFtKkz5A2dofrKqFQqc3Nz4+PjqCmJOW3m12q51WO1C2+ZYw+t+5pyyT+9Q7OQNiOGtAlyC3pEMfu0SQgxj4xYfvu038fm12r0sfMnX4qjbXJB2tQZxqY6Q/VlV6lUMplMIpGYmZlZXFxst9uoKYk5bTpp3deUM//0LnCwA7tyRgVpE+Qmz9wmsRysP33sgN/H0pMMGU8+Ujn3ehxtkwvSps4wNtUZqi+7YrFoOyATNSVIm+wNzT+Y24wY0iZIL9ARxVzSpnmwfuLArvbNa94f2Ll7xzzJ0NbtW/G1UBZImzrD2FRnqL56Rtc00FW15YK0yRrSJktIm6AnLmmTWKYofR1+Wd9o0kfhAioU0qbOkDd0huqrZ1RNA15VWy5Im6wh/7CE3gY98UqbxVePBzgzrfkoHLRJIW3qDHlDZ6i+ekbU1P9VtWWEtMka8g9L6G3QE6+02bi0QXNj8tCC90fNHf8ufZRWV8MaAmlTZ8gbOkP11YO5TcIlbXbu3pk/+VLl3Ot6Hp+D/MMSehv0xCttEkLGlnI0OrauX/b4kKkXi/Qh9Q0lP2d9Q9rUGfKGzlB99XioqaerakuNQ9o0D9Hx9eW3MpB/WEJvg544ps38Wq346nHzIstejJcfox8Kvs4tpDCkTZ0hb+gM1VfPiJoGPfO8XDikTfO6at4P7HnnnVuHD29yWZ5//scnTmxFuOzbd4x29G//9r8beed33rl1/nyHy3Ljxt343gfMIG2CnjimTb+2bt+inwhjSznebREF0qbOkDd0huqrZ0RNg15VWy4M0mbx1ePpo/vHy4/VLrxlEEJmqkt+r6t2/PjW7t3n1Vj+4i+epx398MNT3Bsj5rJv33tRfVnwla+8RHv7X//rFJcvF3wt+HIBoiJR2lzdbNFPhKkXi7zbIgqkTZ0hb+gM1VcP5jYJk7RpPQGEQQiZeO5x+vv6lU2PT/H1r7/LPQJFtfzn//wM7ejf+I3Pcm+M8guyvfhLmC8XDh682GjcOH++s739UbSbLdlJlDZrF96inwhzx7/Luy2iQNrUGfKGzlB99YyuaaCrasuFzdymeXJ7o3P3Dv3FePKRzt07Hp/iG994jw5M33zzJ4znfN5551a081df/vKTtKP/w3/4k5F3fv75H/PahXjfvve455DwC9KmJsvVq9vRbrZkJ1HapNo3r3k/q5DykDZ1hryhM1RfPagpYZI2zW+up48dMNavbNJfJp573PtTfPObG8qMKcvlMu3o2dlZ3m0R1I0bd6P6suCZZ/6J9vZnP/sHXL5c8LXgywWkzajMz8/Td36hUODdFvANaVNnGJvqDNVXD2pKmKRN8xy06aP7jcq51+kvM9Ul70+BtAnBoLfFF+bLhVLpPWW2DNGanZ2l7/xyucy7LeAb0qbOMDbVGaqvHtSUMEmb5nRm+uh+o3B6hf6SWz3m/SmQNiEY9LbaVNoyRAtpU2pImzrD2FRnqL56UFPCJG22rl82r69pzL7yrHnKIO9PodKYEvmHJfS22lTaMkQLaVNqSJs6w9hUZ6i+elBTwjFtltdPeX8KlcaUyD8sobfVptKWIVp802b75rX00f3po/szP3iG/asrAGlTZxib6gzVVw9qSpikTfM0tGNLOSN9dD/9pb7h4yy/Ko0pkX9YQm+rTaUtQ7T4pk3rV4zsX10BSJs6w9hUZ6i+elBTQsjMzIwtbVYqlchfxbzoiVFeP5Vfq+XXar5Odq/SmBL5hyX0ttpU2jJEC2lTakibOsPYVGeovnpQU2IZk5jiGJz00mawx6s0pkT+YQm9rTaVtgzR4ps2rddVZv/qCkDa1BnGpjpD9dWDmhKkTfaQf1hCb6tNpS1DtLifJch72kQudULa1BnGpjpD9dWDmhJWabO+0aQL0ibyD1PobbWptGWIFtKm1JA2dYaxqc5QffWgpoRV2jQhbSL/MIXeVptKW4ZoIW1KDWlTZxib6gzVV8bi4mI+n8/n82ZN6a+FQoF30zhA2mQN+Ycl9LbaVNoyRAtpU2pImzpD3tAZqq+MYrFouJmfn+fdNA6QNllD/mEJva22paWLdMuwufkh77aIBWlTakibOkPe0Bmqr4xOpzM+Pm6LWIlEot1u824aB3KkTTqg3L37fLSt4aJQKNCOzuVyvNuiPqRNtR0+vEm3DOfPd3i3RSxIm1JD2tQZ8obOUH2VOKc39ZzYJEib7Jn7cOfzed5tUR/SptqQNgdB2pQa0qbOkDd0huqrxDa9qe3EJmGfNvNrNbr4ehjSJgSDmWS1IW0OMjMzQ9/5lUqFSwOQNsNA2tQZ8obOUH3FWKc3tZ3YJOzTZrCBBdImBIPeVhvS5iDpdJq+8+v1OpcGmJe9GnlPpE0npE2dIW/oDNVXTKfTMWuq7cQmQdpkD/mHJfS22pA2B+GeNr1D2nSanJyk5VtdXeXdFmANeUNnqL56UFPCKm2mj+6nC9Im8g9T6G21IW0OgrQpNYnKB5HD2FRnqL56UFPCKm2awwmkTeQfptDbakPaHESiuIK06SRR+SByGJvqDNVXD2pKkDbZQ/5hCb2tNqTNQRBXpIby6QxjU52h+upBTQnSJnvIPyyht9WGtDkI4orUUD6dYWyqM1RfPagpQdpkD/mHJfS22pA2B0FckRrKpzOMTXWG6qsHNSVIm+wh/7CE3lYb0uYgiCtSQ/l0hrGpzlB99aCmBGmTPeQfltDbakPaHARxRWoon84wNtUZqq8e1JQgbbKH/MMSelttSJuDcI8r5mWvuLy67LiXDzjC2FRnqL56UFOiVdp8551bhw9vcl/+03/aRTv6z//8r06c2BJkOXPm5vnzHUGWDz64E6bQVkibaqtULtEtw5tv/oR3W8TCPa7guiZhcC8fcISxqc5QffWgpoR92syv1eji6/GRpM0f/vCq+Twcl89+9ku0o//gD/6Ke2OUX37v9+Zpb//e780HfhLu31AcPrx58ODFpaWLTz65ceECJvF6jh37gNbotddu8G6LWLjHFaTNMLiXDzjC2FRnqL56UFPCPm0Ge7w57g/TiEOH2tzDz+7d5z/96S/Qjv7857/GvTHKL5GkTaEWTOJZIW0Owj2uIG2Gwb18wBHGpjpD9dWDmhLLnoamOHY5FCJtvvTS+/RJ/tt/u8JxN9EvfOFPaUd/+ctPct+B1lyOHHmf+/SduRw48C9RZTP1ZpJffx2xqgdpcxDuccV72kQudeJePuAIY1OdofrqQU0Jq7RZ32jShWfaFGRgas4mxzGJDDaR9Db3A1nPn+8sLV2k7963374VXfdIT5CVWkATExP0nb++vs6lAUibYSBt6gxjU52h+upBTQmrtGlC2kTaZEqZ3j5ypDsz/847SJvk6tVtGsKff/7HtFvq9S16S6fzU96tE0IymaTv/FarxaUBSJthIG3qDGNTnaH66kFNCdIme8rkHynI3tsffHDHFquOHHn/xImtSuXS5uaHvFvHzebmh667Ge/b99729ke8WycEpE2pIW3qDGNTnaH66kFNCdIme7LnH7nI3tvvvHPLNVYdOPAvvJvGmTnZa11OnbrGu12iQNqUGtKmzjA21Rmqrx7UlCBtsid7/pGLAr2NWOXKOb2JiU0rpE2pIW3qDGNTnaH66kFNCdImewrkH4ko0NtXr27v2XPBGqv27LmAWEUcORwJ3AppU2pImzrD2FRnqL56UFPCPm3m12p08fUwpE0IRo3eXlm5Yo1VKytXeLdICNbpzT17LuD8QISQQqGQTqfT6XQikaDv/KmpqXQ6PT093el0WLYEaTMMpE2dYWyqM1RfPagpYZ82gw0skDYhGDV6e3v7o3373jPXgqtXt3m3SBTm9CYSONVoNAw38/PzjFtiXvZq5D2RNp2QNnWGsanOUH31oKYEaZM9NfKPLJTp7dOnr5vnpOXdFoHQ6c09ey7cuHGXd1tEMTMzY9umj4+PM57Y9AVp0wlpU2cYm+oM1VcPakpYpc300f10QdpUJ/9IQaXeXlq6iOttOh058j4mNq2c05vFYpF3o4ZB2nRC2tQZxqY6Q/XVg5oSVmnTHE4gbSqVf8SnUm9vbNxeWrrIuxXC2dz8EBObNtbpTcEnNgnSphukTZ1hbKozVF89qClB2mRPpfwjPsV6e3PzQ95NAAlYpzcFn9gEV0ibOsPYVGeovnpQU4K0yd709DTt6FrN34l5IQDGabNWq5lXnpBIMpmMtX/QLegZ8AVpU2fmisa7IcABqq8e1JRIkTY7nZ/SlLh377thGiFI2sQwgiXGaXN8fDzykT0biUQC3eIUa7egZ2AQfEzozFzLeDcEOED11YOaEinS5tWr2zQlfvObG2EagbSpIcYzydEP6hlCt7iKr1vQMzAIPiZ0hlVMZ6i+elBTgrTJHoYRLDHubRm3KQzajG7h+yrRkrHN0sHHhM6wiukM1VcPakqQNtnDMIIlSdJmNdu3Dmar1puyVftdUqWm9ZH0DqzbzOYluPUMm48HGT+EPLbZvOwVm1YpBh8TOpNxswBRQfVDkvRsCFywPAUD0iZrGEawJEnapKpZMyxVs2ZS6v7Y90frj9lsKlTcDNdmNi/BoWcYdEuIV5Hg6wlc1yQMfEzojM3GB8SE6ock79kQuGB2CgbWaTO/VqOL9wcjbUJgsqbNZillSQi2P1az3bhA79UshYqb4drM5iU49AyDbgn9KkJ/PYG0GQY+JnTGZuMDYkL1Q/IXtoDVO4112gzwYKRNCCya3j67Ss7UyRs18nK+b3l2juxNW5fZ3wiz9lpCAbHMTdEb+2azaFrYCV7OAOZH8C0Oo24hXHqGzYY43KsI/fUE0mYY+JjQGeNRIAgF1Q8JHegR0qYd0iYEFk1vfzlJsoaX5W9/J7q0uaObI5zJollK9Vbb4HEz+BaHUbcQLj0TakOMryf8pE3kUidPG67e+zzcvtEgGAyXdRa2+tpvFrD6eMS4owqFgtEvl8tF/ir1jSZdkDaRNpmKprf/MdONB7bw8M9FcqZuXZL/Kprw0CylzE8K10yVrVr3nRwUxzwJvsVh1C2ES8+E2hDj6wmkzXA8bLiq2Z0iNkupEPUE4WC4rLNw1cdmAauPV4w7qlwu29Lm7OxsfC+HtIm0yZSsx21ap6acU1U0TPR9c2n7lVmb2bwEh54J1WZ8PYG0Gc7oDVffBHXw1R8EFGrjo/3UluzCVl/7zQLjECUvxh2FtMka0iZLUqVNPmRImxywaXO4VxH66wmkzTAwt6mzEJsFvCukZ6t+p9Op1Wq5XC6dTm9tbY16NN4AUo43uEDatEPahMCQNkdC2nQ1rM3tUm9v2INV99sXSmFfRVRImwzYNlwDRpw73yhoOaZUWPC8gakt+ZnVz+VyU1NTiURienq6UCg0Gg1vT6D7ZkHGT1UukDbtkDYhMH+9PShFNLI7t6dIe9gTGDLz1ye9v2ZH9uuIlxDSwDY3spZ/cpMsWLqlkXXpomCvIjCPbUbaDMPccP3Jn/yJ+4jTOnMR/iKqIBJzFfOfNzC1JbF6vW49b2ehUFhdXfX3FNgsyPmpygXjjkLaZG1qaop2tO/tCPjnI20OShHtUi9k9t3HRSKR8BnxvPqVX/nthx+eevjhqXvu+VhML+GjT0wHDV9pU0b9/5QqyRrEOuSzvj0OGqTqb3TH+x8Xyoh/GtJmIHTEOTY2Rjv5i1/8ovsnRS9W2H8BeUWQN7Sf2pLL+vp6Pp+nA5V0Om2tfpCnw2YBadMzxh3FOm3m12p08f4YxdJmMpmkHd1qtTg2QxOe0+bQFNF3t2HTm85TPEdl166T9N370EOfjOP55+bmfPdJI0sWUl7SZnwh/P77f56G8J//+V+L6SX6/iXDvm5okoURU98se4bP1xMWSJveOUeck5OTtJOHnSVI+0kMNUSZN/CukM3c3Fw+n7eu5sGrT/AGIARp0zPGHcU6bQYYWCBtQmBeZ5JHTVp2VVMej8eL3De/uUHfvVevbjN6yRF90ndmSFUAACAASURBVCQLWY970sYXwj/96S/Qbvn8578Wx/PbQ3gjO/gNUCXZFFnwtMc1g57h8fVEH/OyVyM7AWnTOeL09DWZ/cRQIKUo8wamtuQXvPqU9puFsB2oDcYdhbTJGtImS157e1iKIISYhy/6nryKCp+0OaRPqilSbXpMm/E5ffo67ZZa7TKL1xvSJ30Tv1W+3UK4vGGCQtp0wuH9Ogs+CsTUlvwQlkJCB3qkZNpMH91PF6RNpE2mIkub5t04pQjB0ma1+yfeafPEiS3aLSdOjDw1fBS8vgFG7HHNANKm1JA2dRZqFKj91JbsEJZCiqUDe5exdaxd1qtd+3g2/t8EKZk2zeEE0ibSJlM+0qbYKeLw4U367j1/vsPoJYf0ycGd4zl1S5vOY1ldbiFIm74gbTohbeoMeUNnqH5IsaVN2wWrQ3ydI2PaDH15AqRN1pA2WfLc26KnCA5pc2CfVHsbHXPxeCWwqDFPm4RUU5b3QJMs7Fxa0xrO2yVex/eaJEqb4IS0qTPkDZ2h+iExSZvh9lSXLm2OuDwBHRMibe5A2tSQj94WO0XwSJuD+8Sk3dwmIcR6/dX+bW41tXM754M2CdKm5JA2dYa8oTNUPyRGadM8C5f1Ty77sTdLqVSptHM7vaP7Q7p/tcXY+JKp544aenkCOuw5OHr3QKRN1pA2WfLX2wKnCD5pkwzuE4p32hRkpRYQ0qbUkDZ1hryhM1Q/JFZpc+em3p8sZ4Hu/UiP+DTvYKRKzf6H7DyvuXNu32vFOA3qtaOGH2jWMK9Lj7S5Q5CBKdImS8r09pEj79N375kzN3m3RSCCrNQCQtqUGtKmzpA3dIbqh8Q1bTqToVt2dI+QZkK1/DnOfW59pM2R+/QhbVoJMjBVJv9IQfbefu21G4cPbx4+vLl377v03UuXPXsu3Lhxl3fruLl6dfv8+c75853nn/8x7ZB6fYveonO3EEI2Nm7Tfti37z3aM2+++RN6y/b2R7xbB14hbeoMeUNnqH5IrNKm2560lv1id27qfyR9kPW2vrPdWuZDs1XS3Q03rlNLG4bjBBy2ZW+aEKRN/5A2NSR7b3c6PzVjg3VZWbnCu2k8bW5+6OwThHBCyMrKFdeeWVq6yLgl5mWvGL+uGpA2dYa8oTNUPyRGadOcyHSdfuxNcw6d27ReINe6Iy6pZrv3i/E6Rj7S5sgDppA2rZA2NaRAb586dc0ZHrB75NNPt53d8sMfXuXdLs5u3Li7Z88FZ8+w3wEb1zUJA2lTZ8gbOkP1Q2KSNi1XQHGNjv1pc+fmnVvNh9gO27RcVKWaNbKlWMNmiLMEuZ83SLC0mV+r0cX7g5E2ITAFent7+yPb9OaRI+/zbhR/Z87ctAWqffvew86ihJB6fYv7xCZB2gwHaVNnyBsaWl1drdfr9XrdrH59B++mSSa2tNmnFz1Hn5PWyGazfbf2HtJ73lSpat/nNvglVjzx0VFRXJ6AddoM8OCo0malcsk8kCnM84SkQP6RiBq9bZve3Nz8kHeLhLC0dNHaLadOXePdIiE4v57gcmapyNKm9aLSdKk2B/7JeuLo3umU+VwjN4BarZbP5/P5vLnhmp2dpbe025L8GwIIXGLrXzld8jdC8/Pz6XTa/KLBMAz6ayaT4d00iN38/LzhZmZmhnfTJCPYlzVBz/MT/zU5/XVU6MsTaJQ2uV1Dol8ikaAd3enwbIYm1Eib29sfmacYxcSm6fTp69bpO0xsmqxfT3CZ2CR+0uaIe9o/xqq9NDLkE856QTAvh52IodFouI44JycneTctTsFKbN2bq5GV6DuFQSqVimv1i8Ui76ZB7Nrttjk4tGo05P8ehS010mb8YZN1R7FJm/WNJl2QNkVbExSnRtoklh1HMbFpsk7i4cIwViL0TGxp05IevV7utSpRFJmZmXGOOCuVCu92xSlYifvOlNgkCypMb05OTtpKPz4+ji+mNeGc3sTEZgCCjbH9x8bu3rUxZ01F06YJaVO0NUFxIswknzlz86mn2uGXPXsu/MM/vOv6pyNHLq2sXIl1+dGPrp8924l1uX7d9+lk6SQer+k7kXHvmRjTppkePabNamr0CdyF4ZzeVHxik0RRYpfzWEjJOb2JiU19OKc3MbEZAMbYHjHuKOfGbXp6Or6XC/Kv2ti4TVPi00+H+nYaaVNDIvT2j350PZc7F3559NFzjz4awfOIvPz1X5/7ylfOfeUrPh6ye/d57/f/xjc2Ikn+Q5bvfe9y3Mn/zJmbI6P722/f+vrX3z1x4uqQ+1y8GOM8eZxpc2ciy/WgPushJd07SDOxSdmmNxWf2CThSkxJ9YXCcNbpTUxs6sY6vYmJzWBEGPVJgXFHWc+ARaXT6fheLsi/6vz5Dk2Jhw9vhnltpE0NidDbUaVNHZa/+7vu0YbeA6SvaKrVMrJnnnoqxhDGKm16mPiS57hNyjq9qf7EJgld4mpKrvoOZ50BwMSmbqzTm5jYDEaEUZ8UkDbtkDYhMBF6+8qV7bj3Qf3Rj67HPZ+2vPx+3LOCu3dfCJA2sQRepE2bAXazlHV6U/2JTRKuxH2n5lcEnd7ExKae6PQmJjYDE2HUJwWkTTukTQgMvS2XuFfSixc/jDv5nzx5Ne7k/+1vb0a1028cnUzhLEFh0OlNLSY2SYgS+5zVrNVq5nnjIHLJZLJcLgd6B7CA6sdNkDeA2R7eDREd445inTbzazW6eH8M0iYEht6WiyArKYTH+Qoo1r1n2yV6UB+Gm3ELONwMf5Ebb8bHx3n3kOISiYTv6rOC6jMgwhvAbAzvhoiOcUexTpsBLvmNtAmBobflIshKCuGZl70aeU8PabP/JDGNwX+y3qGa2rmlG1cw3GQgyHAzWIkPDqj7kHcaxM939Vnh3TG64F1njPq8YtxRSJusYU1gCb0tF0FWUmApwIdCwBcCJuKuY2Dit1Be4vet+C2UmjjdK05LBMe4o9ikzfTR/XRB2sSawBR6Wy6CrKTAEvu0GfcL6Un87hW/hfIK3rfO6etqc+CfLLsqWO7j6dhdVD9W4nSvyxdgMBSburBJm+ZwAmlToHVSB+htuQiykgJLSJtqEL97xW+hvIL3bbCjdq13RtoUgDjda15CBjxiUxekTdYYF1hz6G25CLKSgpKwNYiV+N0rfgvlFbxvQ52R2CAHvV5NF9WPlTjdWygUQmUvzczNzbGpC9Ima2ZHc2yDPtDbchFkJQUlYWsQK/G7V/wWyit43wa+2mqjOuDhUbcQPED3wnBIm0x1Oh3ayyKcJ1oH2ALKRYSVFFSFrUGsxO/eXgur2d6QJ1slhDRLKfOGVGn0iZTBJtK02SQLBmkMOG7zYHXUw0e1ENWPgfirP/CFtMlUq9WivZxMJnm1QSvYAspFhJUU1LO4uJhOpx944IHe1gAjzqiJubGtVCqZTGZmZqZcLvfljSwNLc1SyshWd/4HQcWWNkclycH3qdVq6XQ6nU7Ta8Ci+rESc/UHcSBtMoW0yRJmkqUjwkoKilleXp6enq7X61/60pfoCSQIIRhxRk7A4ebi4uL09PTy8jLNnL2vG3rV79bd+l0D3gUBRJo2ve1J63y4ZQq08h/uTf8vk/V6vV6vZ2b+sPjZj9c/50ybqH5kBFz9QShIm0whbbKE3pbFm2/+5MSJrRMntr75zQ26kh479gG9ZXv7I96tgyDMy16xfmHHrnfTvzFWq9UIIa1W63/6xP2OtIkRZzSEGG72l378wZ9tt9v0L51O52P33jMsb6DqIUSZNj2eJcj5cEvpJz/5YKPRoDdvbW2N3fexEWkT1Q9HiNUfBIa0yRTyD0vobVmcOXOTrpu25ciR93k3DQJidl0TO0faNMedW1tbD/zsx4alTYw4QxBiuNlf+synHir8/Ve3trY6nU65XP43nxxz5A3MbEcjurTp6wooA++TTCZbrRb9udPpWK+KgerHQYjVHwTGOm3m12p08f5gpE0IBr0tkaWli860ubn5Ie92QUDc0qZDoVCYn58nhJTL5fvvd85tYsQZDQGHm51OZ25ubmxsLJFIZDKZvrzRP5FtndnG2yCAcGmz/xuixuA/2e5ABqbNfD5P13pCyOLiIqofNwFXfxAK67QZ4MFImxAMelsizulNTGxKTZy02el0ZmZmDMN48MEHe+MhjDijJv5wU/wWykvAvs3lcrRJmUzGPImDUC0khNg2PF0upykT/dswUbsXRIG0yRTyD0vobbnYpjcxsSk172mTWS4VeDw0csRpuYOoQ06Bu7dL1BaOrL7jqxHxiNq3PaK20Bkjm6WULW923yGC1p4QIm73gijYpM36RpMuSJvIP+ygt+Vy6tQ1TGwqA2nTjxEjzmrWsO73K+YFWgTu3i5RWzi8+tWsJXs2SykxQ4eofdsjagvdJi2rWbPk3aCZymYxtwkyY5M2TUibyD/soLflsr390b597+3efX7Pngs3btzl3RwIBWnTj6Ejzv6AKWzcFLh7u0Rt4dDqW75p6P+DWETt2x5RWzgybZaqg+4mElG7F0SBtMkU8g9L6O1arZZMJg15pFL/9+7d5//jf/wb3g3xKplM0kuHgw3Sph8jRpy2e4qYNoTu3i5RW+i9+uLWX9S+7RG1hc7q981mD76bWDh2r3TjHHGwHMAgbTKF/MOSEL29N+1+Vr3hy8v5SF58fHyc6aYrtHvu+diuXSfvv//neTfEh0QiEUmxFIO06YeXEefO0X0iZg1ChO7eLlFb6DFvEIF3pBW2b3tEbaHbUbsuJUbaHEi6cY5QmA1gzAG5KdaROdKmAPlHG+htphutiDz00Cd5N8E33nUWEdKmHx5HnIQQ566VohC4e7tEbaGPvCFk5QkRt297RG1hX4ysZget+Uibo18agmFTJqRNppB/WEJvM96a6AbdOwTSph8eR5wudxaHwN3bJWoLPVS/WUqJO6tNiLh922O2cHV1lXdbrOyr84DVX9C13sTxDSD+e09MiqfN/FqNLt4fg7QJwaC3sRWOFbp3CJHTZr1ej/u1fBo64nQ5T4yI407xVwdR3wCj8sag/WpFIlH1DcOYmJhYXFzc2tri3SgyaD9qxxqOtCniS0tN8bQZYGChUtpcXV2lvTw1NcWrDfoQK222S73DMg9aPzSaZGHn9mrEAwpshWOF7h3CvOzVyHuyT5t0m5DL5VqtVtwv6s3wEWf/XwU9KakEq4P1DTA+Pj4/P7++vs67UWRE9dmeFqh3Zc9slfTv4zu8EXJVn0okErOzsx6nOntdQevSWw1Dfvsz4BxR9sDJIm0Grj5B2pQQ435D2mTKPClTrOdiAkqgtNnIkmx255cmWbAEzoMGWSgRQuNoirSjfFlshWOF7o0El7Rpmpqa8jjLEdtwk3gYcVoGfjFHD63yhmEYExMThUJh5PcOvKrvdkxnbKmj94/qNsl7xJGo+olEwtafyWSyUCi024M/fXtF3umSnb4S9csf/0JUn1i6N51Op9NplqdqF/+9JybG/cYmbaaP7qcL0ibSJjvCzCRXSdYgDcsNvWBZjTxhWmErHCt0byTYp82xsTHnCD6TySwvLw98sA7DTRI2b3z84x8fGxubn5+Pt5FBmbV2PYllOp0e+L2DHtW3/lvov9OadYe/CziGDY/MFm5tbS0uLk5MTLhuBGo1l+O8mqWUvcrVrJEqVQXfvdWPMNUnhBiGce+9905OTtbr9Xq9nslkisVi7I3eeWl8EAfAuN/YpE1zOIG0ibTJjii93Tex2a9dGvinECqVSiaTmZmZsW9NetMWQyYuqlllPj9jhg+5SHA5S9Dy8nImk3EON8fGxubm5hqNhu2xOgw3Sei8kUql6vX6/Px8Pp9n0Fq/rG8AupF0TnMZO987dDq9cYLW1ff8XQOvsGFKp9POajqZ9280GnNzc87vnuhUp/V7B/c3gGGkslmBzxPsT5jqE0IMw5j85IPmlnNra2vsvo/1Xddtb1zDsBg/iJ1dwO7M0LF/kcV4ACNB2nznnVs0JT7//I/DNAJpUzei9HYj291XdtCfqqnu5tg+xHVzdpWcqZM3auTlfN/y7BzZmyZ704uZT03/b/9ueXm5Uql87nOfe+CBBwxr2uw/Esx1W5rNZtX4+Iwb4401eOFlxGneud1uLy4uTk5OOu9Dd7A0R5w6DDdJuBHn2NgYnRdqtVrJn7vf5TLCsQ03TX7zRqfTKZfL09PTzvuMjY2ZeUmT6juncH2lTV5hw6NBm2v6HpiamnJuAXp3suwu3V1HdlYVoa9L40uI6hNCDMNI/tz95h7pnU4nce89qqVNpgdRI20GESptvvbaDZoSjx37IEwjkDZ1I0pvD0+b5smBGllPe9V+OekyjLMs4w/+rHn8SafTueeeewyXtDlo4qJZSmWrpIq46QXjjTWENKRe6+vruVwumUwOHHHqMNwkoUacDz7YDRsuSUPsvEEIabfbuVzOVv3edc81qf7Qo3aH/ys5hg2Phle/UCjY9q8eGxuz3mfwgbvqvAUCV58QYhjG/fff/8UvfpH+uri4mMlkYm/xzkvH9UFsvzgRy73mkTaDQNrsEiX/6EGU3h6yJ21fEG2SBQ/Tm/+YoXOY5qzm059P/u3vGPOfMtK/bKR/2fi18Yf+/qtf3draol/Z0t2Euo91TZvWTxEaNnf+B8Mx3lhDSMPrRXers+1aaR1x6jDcJCFGnPfcc8+XvvQlQki5XJ6dnWXUXD9c3wD0KD7n1JZhGNPT0+bdNKl+YBzDhkeu1a/Vaq571E9MTAh2mRzR0X6777776A+ZTMa6LzqDl47lg7g3QnI9GZi5sex9FWWfCu0OqFKlku2+Lkc29T9lFmkzAKTNLlHyjx6E6W3HWYLMW/qO2/SWNkfpdDr0WJREIkF3ozU870nr64znwHhjDSG51qvVahUKBddThkxOTrqeMgRcGYbxiU98gvabGFcytLO+ATqdzvLysvXgdhO9MEalUuHdXpnQruMSNjyyVp+u9c59GQYdtg0jcfw0jPGlLQOlIVdA7e1g2zeiMn+hA6teat05v5g1pNLH9+9bgrTpH9JmlzD5RwsC9XY1ZdlLtkkWjN6U5kHrnrQRnzHIvjUZepYgI1vqHZ3kcqAS2HH8fIUArPXa2toql8uuh/nRS3GKcSVGmYi/OpgtnJ2ddT0v8czMTLlcFi0mSWFg9a0XmrZ+wPXd7riD9a8RRT+zha6H6U5NTaH0YXBc/WN86WYpZaRSKTo66g9/7jvZWm7tT6PODGrheoZr7EkbBNJml0D5RwNi9TY9RJMuB63bmiZZiPhj1ST++M9k/fZPFhJ1L3vmZa94N6THGjacJyOlM1rYfS6wiPNGb4MZ2TWinBmDmpycXFxcHHa5RRjFvfq0iA3rrzvVHHY+dsveQB5PZ+CnhVZ0MhNfLYXn/gYItu737uPp+/cYP4itk5q2UwTZr4Tbf+Wovm/s+wNmXzLte3j/KyBtBoG02SVW/lEdepvx1iSEatYwUimG53uLgjzdywGz65p4NyhsTE9PY1ojvCjzRu+KxFHu9OEc6+TzefPENhCGW/Xdjg2pprr79QypfoDTGfhpobnWD7u+Lvjk8gYI+F0DVXXJn95fOir9ObFvh9qB50+jByxZdw9zm9vsS5aY24xML23m12p08f5gpE0IBr0tTRyiRyswPb14BKTpXh7ET5sTExPFYhEzWlGJMm/0PyDy2S0cmxc5l+q71tf8HsFH9SNOm7lcDl8xRM7xBgix7tNrwh30+jUTs7TpnOt0/kho3CxZj0WyHoO5c2Sm7bBNHLcZkV7aDPBgpE0IBr0tSxyyXk1AorgpS/dyIXLaxL5zcYgrb5gj1DhaCBFx6Vv3S39Zz5Dn2JfyoGOuKIbqQ6y63R1m3W9UBz7D0MoGeVsM53pFcqM/JxqGPRZWs4bz3LTZbP9de/vRpkrV/uBKbyxhbjMApM0u5B+W0NuMtyYBWTKmXBcTCN69e9PDL5rqvrycj/7fEBvvaZNZLg03iAKvej0eMm907xD7cZsQIT/VH5UlqqkIz5znPFQb4uC5+qO+axAhbQbjNiMq4LCGcb+xSZv1jSZddE+blUqF9rL1Ql4QE6RN4bbCbhxHxou4XXYlRffyImDaxHCTjV6Ph88bJMrjNvEGYKDX3e71rXqd2e47kXsECoUC775R39zcXLe7w6/70qZNR7hE2iSEVdo06Z42y+Uy7WUxL36tGKRN0bbCbqxXZdkhyd60MnQvNwKmTQw3GegNN0novGG7P94Awuurftgj9yK+Hpgs8jt4NySc8Ou+jGmzux+sLVoibRKCtMkY0iZLmEk212pxL+3gnMvsXelYdAJ9yIlHwLQpEVXeWmKdJUgWiuQNEsUZifWDdb9LxrQpFX/9Zt352f0afiOKhbTJFNImS+ht57ot2un43HacleZcQWE/5AZtvs3bIzo9BhdIm2GoM34Kljese8+2S1KvCAGoU31Cdi5l4fGKiwZpEHLQ7UZtqFP9UFdAQdr0pLdv2M5FPs3eGDmI8tFvfYczNMmCZcRycOfng25n+bJA2mQK+Ycl9LYxwNTU1OLi4tbW1shn6G28aCbsXQIqigMsB+RKWc4VFOpDbuDmu0qyBqnSPk4N33yLDGkzDLXGT/7zBtm5CoLna+6pRK3qgz9qVT/Qut+7D6e02Xd8z5DUVs0O+iN9Bnq2WW/P5doAa4R0GRL1xmOWq3h6Hjp57jfHVYh6ex9UvX+D0G63bQPR8fFxj00NAGlT9/zDEnrbumKPjY05Y2cmkxl2hev+iz91LxLlvAqxrkJ8yA3efPdtsiXehxBpMwy1RpzgD6qvM1Tfr1jSppnZhgS4pvWimoOfYeTzuDzYvCRc71orzgdbh2H0vta5zZEv5rXfhpynzedwxTkEHfHSIRj5tRpdvD8GaROCQW/b1url5eVMJuNc4cfGxlwvd+6yLa1m+y8OpTWzA9PpdKFQ6HQ8b1ii23wLC2kzDIw4dYbq6wzV9yvetGn5rX9Xr96VMZuue4E5zkfhddDUG3j1fvKRNiOf23Q/vTAhROy0GWBggbQJwWjS2+l02rkOD1mr2+324uLi5OSk8z4TExOFQsHcw9Y9bRpGKpuVY1dXzzwc/OCytTcM49fG7kl/5t/X6/XZP/vT+f/j35OX893l2TmyN923/LDce+SQzbd12pPuTCjnMUvmZa9G3hNp0wkjTp2h+jpD9f2Kvsf6P+27AyFn9DNvcf7JNl4YMgs69NXNH93DqmPvM79pc8QlvvemCUHa9A9pUzfo7eFr9fr6ei6XSyaTzszZvYfl2Mzut2jWXTyUyZseDn5ollLZbNb2DzYM41f+x/vpWZc6nU7i3nuGbbhfzvceOSxtWo5pqVZdTuunHKRNJ4w4dYbq6wzV94tR2iTW76F3hkF9c4uWPzlmR30ceeQ9bQ79onzkAM1H2pRnT9r00f10QdrUPf+whN4euVY3Go25uTnbRc/HxsbMOww+S5A6edPDwQ/NUipbJVVb3DQM43O/ft9f/T+7CCHlcnn63/7PvbnNfy6SM/W+5YNW75FeL1gv8Z603iFtOmHEqTNUX2eovl9xp83ub70v3y1futOhg/NPfc/gYy9aQnzsSRuS535znGaid4uPswQRJmnTHE4gbeqef1hCbw9aq1utVqFQmJiYcK78k5OTtZqPw6oVMPrgBxo2d/5noj32wAMPGIYxNTXl59IyQzbfFp5Pyic1pE0njDh1hurrDNX3K960aY4GrPOMzrRp+5PtGfydU9HrWYJC8tFv1ZTli+8mWbBcns3zFVAI0iZLyD8sobdta/XW1la5XHY9zpNeinN9fZ13k3kYdfDDoGtYhdpiDtx8W74s9LD5BiVhxKkzVF9nqL5fsaTNHvMz37wsSXZnxEDPY0EPMer/kzUd2pNif4jsP4rH1oCBzxEFf/1Gr57qvDx47yI3o78ZR9pkB/mHJfS2da2enZ217TFrGEYikZidna3X67xbytnQgx9KvW8m+7+kDLvFHLT5Nm/X7KL2YMKIU2eovs5Qfb9E7LGo0yH/tBnpKyJtxg75hyX0tnPdNk1PT5fLZR8X7QAHET/kQAl4a+kM1deZ7+rbT66gHRHXF/oFdjQXJe8WGGnT00sgbVLIPyyht53r9sTERLFYbLdVP/MMEyJ+yIES8NbSGaqvM5/V798XM5p4IxmsL8EgbdqplDbz+Tzt4lwux6sN+kDaNFfp8fHxubk5TQ/LjA0+5CAmtrfW+vr64uLi7OystpsyrWDDojPnul8ul+fm5tLptHkp7J6+gzvi2N1SAlhfgkHatFMybebzeV5t0AfSpnPdhjjwrrOIzMte8W6IlMy31szMzNjY2MTExNzcXLlc9nPeY5CVbcPSbreXl5fn5+f78ob2+0+qyqz+9PQ0XfdnZ2cXFxcbDdcrL2NuE2kzIPb9xmDshLTZhbTJEmaSnacFEtwv/dJvPfzw1MMPTyUSD/Buiw+86ywiXNfEr62trVqtlsvlrGeNrlQqLhMaoDSz+plMJplMjo+PZzKZYrFoyRvIGEppNBp054XJyUmz+rVazdu6v3OSO13fBqw+55XFsVLRv4SZNvNrNbp4fzDSJgSD3i4UCuy2WFH4i794nq6kDz88xbstXs3NzfGus4iQNj2qVCpzc3OTk5NjY2PT09OFQqFer5vvLvu9MaOlrnq9ns/np6enzeovLy+7z2Zj/0lVzM3NJRKJyclJuvNCo9EYuO67sn7Z0LuUl16k+1ZdNMwqxeCle2kzwIORNiEY9LZ0RFhJIRJImx4Vi0XnbnIDPowxo6WgxcXFqakpwzDS6XQ+n6/Vah6GYngnKGJ9fd12Znh/A/HeG8H+iz6k+1ZdKCy/Lne+evQvgbRJIf+whN6WjggrKUTCe9pELnVy/zDGjJaKarXa6uqq9RZvQzHd959Ulb+BOOY25RFfxJIFg7RZ32jSJchTnzp1jQ5AV1auhGmECANZt/+qUQAAIABJREFU5B+W0NvSEWElhUggbYYx4MMYM1paGD0UQ8ZQl++B+M7XDvjiQXBImwzSZu+1AjzmxIktOgA9cSLUyRJEGMgi/7CE3paOCCspRAJpM4zBH8aY0VLf6KEY9p9UFzKJqlBZpE12kH9YQm9LR4SVFCKBtBmG+4cxZrT0gLlNnSGTqAqVRdpkB/mHJfS2dERYSSESSJthuH8YY0ZLD56GYth/UlHIJKpCZZE22UH+YQm9LR0RVlKIBNJmGJjb1BlGpTpD9VWFyiJtsoP8wxJ6WzoirKQQCaTNMAZ+GGNGSwMYleoM1VcVKss0bebXanTx/hikTQgGvS2LH/7w6uHDm4cPb+7d+655uaMTJ7ZOnNja3v6Id+sgCKTNMDAu0RmqrzNUX1Wo7Pj4uC1tttvtmF7LCDCwQNqEYNDbstjc/JCum7blyJH3eTcNAjIvezXynkibThiX6AzV1xmqrypUNplM2tJmq9WK6bV0T5vz8/O0i4vFIq826ANpUyJLSxdtUXPPngtXr27zbhfEDmnTCeMSnaH6OkP1VYXKMkib6aP76aJ72pydnaVdXC6XebVBH0ibEjlz5qYtba6sXOHdKGABadMJ4xKdofo6Q/VVhcoySJvmcAJpE2mTHcwky8U6vblnz4UbN+7ybhGwgLTphHGJzlB9DS0uLubzefMrcvoteT6fLxQKvJsG0cB6jbTJDtImS+htuVinNzGxCRqan59Pp9PpdNr8MKa/ZjIZ3k2D2K2urtbr9Xq9bla/voN30yB2xWLRcDM/P8+7aRANpE2kTXbkzT+nTl2j5wjtdH7Kuy1eydvb2qLTm5jYBD1VKhXXESf2ztCBuTOOzczMDO+mQew6nY7zjJ2JRCK+k3YCY0ibSJvsSJp/3nnn1p49F2jvPf10m16sQvzlM5/5P2lvZ7P7on3mI0fep9kbC11++MOr5893wi8nT17dvfv8f/2v70fybHwXvuvshQu3z57tnD3bwSVk5DI5OWn7PB4fH+90cPlZ9bXb7UQi4UybjUaDd9OABef0JiY2VTI6bTZLqe5dslWGDWMGaZMdSdPma6/dcL1AheDLpz/9Bdrbn//817g3Bov35e//nn8bZF/++q/P5XLncrlzL76Iq8jIxDm9iYlNfTinNzGxqQ/b9CYmNhVjS5urq6uzs7PLy8s7f69mjVSpSQhNnd0flYK0yQ7SJssFaROLtgvSprys05uY2NSKc3oTE5tasU5vYmJTMWZlFxcXJyYmpqamyuVyb/PeLKV6CbOaVXF6E2mTHUnT5tWr26XSe7T33nzzJ9z3UfS4fOELf0p7+2tfeyraZz5z5iaD3VO/9rV3aZ+vrFzmvq/s8KVe3+K+47RoiyBp87vf5ZM2zctecXl1qVmnNzGxqRvr9CYmNnXT6XTM6mNiUzFmZefm5tbX1x1/x9xmBJA2uyRNm4SQb35zg/be1avbvNvilby9TcnY5yCIp55q07R59iyfzR2uaxKG+WGMiU3dtNttTGzqzKw+74ZANFqtVj6ftwatwfetZuk9VIyahHHazK/V6OL9wUibIpAx+cjb25SMfQ6CQNqUGkacOkP1dYbqq2R2djaZTObz+VarNaKy1gnNalbJEwUxTZsBHoy0KQIZk4+8vU3J2OfA18WLH9JT0X7jGxs0bZ48efVHP7q+snLl+nWmF5VB2gwDI06dofo6Q/VVYk1TIyrb25HW/osykDbZkTf/yJh85O1tSsY+B77efPMnNGTalt27LzBuife0iVzqhBGnzlB9naH6qsLcJoO0Wd9o0gVpU9b8I2Pykbe3KRn7HLgzZzWty8mTVxk3A2kzDIw4dYbq6wzVV9Xoyu4ctqnqgZsM0qaJZ9o0x+4ffHAnzPOEIW/+kTH5yNvblIx9DtydPdtxTmxub3/EuBlIm2FgxKkzVF9nsle/2VQxJ0VB9sqGp13a5Dh2T6fTtIvr9TqvNrhpllIjpu1F6D2/1Eub29sfnTlz8/vfv/LUU+1O56d8mwfC+s53fmxNm9///hX2bUDaDAPjEp2h+joTo/rNUsqWC7zMtvm6ckdvIm+HgvuOWolRWZ6QNtkRM23S7QrSpmjMPv/v//36979/5Vvf+pdHH219+9ub9frWxYsf8m4diOvixQ/NqPnooy3G5weikDbDwLhEZ6i+zsSovmMGopr1EAd9p03rE1azqu5A2iVGZXlC2mRHxLTZLKVS2azPuU0pJtlE7G3Pzp7tPP74ha98pZXLnXvqqXa9vnXhwm3ejQJpVCof0LT5ve9d5tIApM0wMC7RGaqvMzGq77K/W1+U7J/7zFb7b6KPdLmPleNMOL0b+v9k+c3ylPIFUzEqyxPSJjvi5Z9mKZUqNb3uSbuw0Pqnf/pAlkk28Xp7hPffv7OycoVeKfGpp9qPP37h7/5OsvlkEMT163cffbSVy527coXPmwdpMwyMS3SG6utMjOq7jQl7cbMvDVpmPQeeVtVtZtRlbnPn1wFp03qzhGdtFaOyPDFNm/m1Gl28PwZpMz40aw4/bvPs2c7KypV8/jzdK69WuyzLJJtovT1SpfLBysqVs2e750we+I7tfb8n2dYWWPre9y5/5zs/5vXqSJthYFyiM1RfZ2JU33VMOCDh9W4evCety0Odx20OuACIa9qUkBiV5Ylp2gwwsEDajMtO1nRuWWyTbCsrV/bufY977/klVm/7N+Ad27vsr6+DJEA329sfvf8+t/Nvm5e9GnlPpE0njEt0hurrTIzqe0mb1rg4KG067zPo2ei36C5zp7Y0K+8X7WJUliekTXaEyj9DTjpmm2QjYvSeX0L1dgDufd77joD07XsCcqrVas5NsPiSyWRUJ99C2nQy+5l3Q4ADVF9nYlR/9J60hjlidJ/bHHQfk/OmAZOYrgd4Wp5bFmJUlidzTG6KfHCePrqfLkib6Zi6OBw1r4Aiam97hblNHYyPj0eR/jhIJBKR9ADSppPZybwbAhyg+joTo/pDzxLUG4MQQgakzYH3GXKT17Rpa44sxKgsTwzSpjmcCJI2jx37gI65X3vtRphGiJCXRM0/SJsiGtznkn61By6iS38cRNMDSJsO0fYwyAXV15kY1R96BRRr/OvuI0fHIv1p0/0+fc9o35PW8kV6/2loHSFUvrApSGV5QtpkR978I0Lv+SVvb1MD96QdcCw9yEjGTyAZ2ywX9LDOUH2diVH9IQdaEdJ3OGa26jyw0syGbvdxeY7e3Zx/TZWqveQ75DBQ8YlRWZ6QNtmRN/+I0Ht+ydvblHuf9+2gYttbBUJrl0jW6C4HHZ9m7RLJZi2/N8kCvXPWfk/Pgn4C2T6qs1XrTb2LlrkMFcJ/R4FPzbihh3WG6usM1VcVKou0yY68+UeE3vNL3t6mMLfJWiNryY1NsmALnFV7sDy4c4eDbtHUm3CfQNWsGSP7r1ZG06flj9Yfs9lUqLcNPjXjhh7WGaqvM1RfVags0iY70uWfjY3b5893zp/v7NvXvQLKm2/+hN7Cu2mjSdfbNgPfsb05K0xsRqhKsgZpWG5ol0g2Rdr0jymSNchBaxyt9v5qn/P0IbK02XeyYvsfq9neQTCpUrNZChU38akZN/SwzlB9naH6qkJlkTZjNz8/b7gZHx/vdISObSsrV2in2ZYjR97n3bTRlE2bEIe+iU3nX6uE9KfKvoRpSZ7U2VVypk7eqJGX833Ls3Nkb9q6zP5GRGmT9B3q0iS2nW3Nw2pSpaZbNPUDn5pxQw/rDNXXGaqvmMXFxXw+n8/nzcrSXwuFAu+msYa0Gbt2u51IJJxps1gsMm6JXzdu3N2z54IzbW5ufsi7aaNJmjalnk+WWCNLFkoj7uM9bX452Tv+c+jyt78TXdrc0c2SzonPvlM/BI+bXsZD5mWvAr6G3jDi1BmqrzNUXzHFYtE5+DcMY35+nnfTWEPaZME5vSn+xCblnN4UfGJT3plkSur5ZIlFmzb/MdOdvbTNbf5zkZypW5fkv4ombVrPWO+aNulpAa0XMQscN72Mh3BdkzAw4tQZqq8zVF8xnU7HeVXtRCLRbrdHP1gtTNNmfq1GF+8PViNttlotWy+LP7FJOac3BZ/YlHcmmZJ6Plliw/ekpbynTc/CjS36IqP9eF77OWn7wiax/xpxm5E2w8CIU2eovs5QffU4pzc1nNgkjNNmgAerkTYJITMzM2YXyzLPRlln26SYYZN3JpmSbj5ZCY6zBLmfN0ioswTxgbQZNxnfFRAVVF9nqL56bNObek5sEqRNZhqNhtnFssyzUdbZNilm2OSdSaakm09WRDVlmaJskgXDvm+tLVXyvwIKH9GmTeRSJxnfFRAVVF9nqL6SrNObek5sEiZps77RpIvWaZPsTG8mk0mJ5tkoOtsm0QybvDPJlHTzyYpoZHun8HEGSPscZnXnzgEnNomcYwukzbjJ+K6AqKD6OkP1ldTpdMzK6jmxSZikTZPEabNWqyWTSUNX99//8wsLZ37pl37L16OSyWS5XA5TtcDknUmmpJtPhmCiXlOZGvbvQtoMwUsPg6pQfZ2h+qpCZZE2PXGeVEo3v/7rnw3wqEQiEaZqYcg7k0xJN58MAbie0UoWQ/5dSJtheOlhUBWqrzNUX1WoLNKmJ3GN1zQQpmph0OnNSqXCqwEh0elNTGyqrVAo8F5BA5qbmxvy70LaDMPsZN4NAQ5QfZ2h+qpCZZE2PcEbxa/APab5TstWweaTrTjuzAx8mStRq9Vi/+pIm2GY6y/vhgAHqL7OUH1VobJIm57gjeJX4B7DTsvR4rgzM3CEtCkvc+Xl3RDgANXXGaqvKlSWadrMr9Xo4v0xSJuSCtxjkUQssIqjviA4pE15Yc3VGaqvM1RfVags07QZYGCBtCmpwD2Gro4KelJnfNOmedmrkfdE2nTCmqszVF9nqL6qUFmkTU/wRvELaZM79KTOfKTNZinVfadkHdcYjR3SphPWXJ2h+jpD9VWFyjJIm+mj++mCtKkRpE3u0JM685w2q1kjVWoSQlNn90d2kDadsObqDNXXGaqvKlSWXpXQKvJrRpjDCaRNjSBtcoee1Jktbbbb7eXl5fn5+XQ6vbW11btfs5TqJcxqlvn0JtKmE9ZcnaH6OkP1VYXKzs7O2tJm5FdMQNrUkYRpszfJ49AspZzDcNcbB+kb1LOBN63OzLT5uc99LplMjo+PZzKZYrHYaDT678h5bhOcsObqDNXXGaqvKlQWadMTvFH8ki9tVrPZbHbAYDt02uQQNvGm1VG9Xs/n89PT0z/zMz9Dq/+Nb3zDw860hmEYiJqCwJqrM1RfZ6i+qlBZpE1P8EbxS7a0SeNgtT9umqPwbLYXLIfeaN7QLKVS2Wxq5xYOuyjiTauRxcXFqakpwzDS6XQ+n6/Var/6q79Kqz8ialonNKtZLicKAhusuTpD9XWG6qsKlUXa9ARvFL8kS5s7c4/WVNjbxbCaNXPk8Bt7053NUsroeyr2o3i8afVRq9VWV1ett3g9S1Df/uNDdiYHdrDm6gzV1xmqrypUFmnTE9HeKM2m6ENCudJmb0fXXi60JkQzRQ660Ryj79yhbzdbHvvRivemBZYmJydp9R0HavbD3KZ4sObqDNXXGaqvKlQWadOT6N4odJdL25COXvBu+Divb/7MMjwcHmPMO7CetZAqbfYuOGiY1ek/KrMbIl1v7O1GS6VKzf578gmb2Lppzby21ehLWvXev5G9Tc3LXkXzdJrBmqszVF9nqL6qUFmkTU8iTZuplO3sMs1SynGb6wMdadPTy3HZNU6mtNmfBi0Z0vvc5tBTCHHZjzZkT7ZLJGt0l4NV99uHzpkBXz7SZgxwXZMwMC7RGaqvM1RfVags07SZX6vRxfuDlUybpVJf/GiWUtmSGU7692br/UZzo2UWLlu1T11WzT86jz20xk7Lk/RSVrOUSpVKWdutgUmUNpulVF8YtMRNv8dtuh3ByStshujJRpZkszu/NMmCGTirvZDZyJJsirQjaitEDWlTXhiX6AzV1xmqrypUlmnaDPDgSuUSTYlvvvmTMI0QK202bVNk2WrTY9okA/ak7dtB13KGGmfa7JsatfzSLKWivASCPGnTHjZtfWUYttPPut5o7oy404N95wuSa3q5ap+3bJe6wbKRJQulnVubZAHTm+JC2pQXxiU6Q/V1huqrCpUVPW0ePrxJU+L5850wjRAsbVrmu2jYiSJtWjKT+asjbdpPBGK+cMSXdpcnbSrLMIypXzDSv2yQN2rk5Xzf8uwc2ZvuW35Y7j6sb2JzCEcoBQEsLy/n8/l8Pm+ek3Z2dpbe0m6zm4n2njaRS52wDdQZqq8zVF9VqCyDtFnfaNIFaZOYqc+c8Or+EEHatEZF8z72O9jOh0M5TmsTAaRN7gzDaP1fRu8wy+HLy/nuw/omMAerpjzdDdiqVCrOFdwwjMnJSZbNQNoMA9tAnaH6OkP1VYXKMkibJqRN0ot/vZRpy3rxp033GUykTdUYhrH8+0b9cwbZm7bPbf5zkZyp9y0ftLoP85I2qylv85/AgXntE6tKpcKyDUibYWAbqDNUX2eovqpQWaRNT6JPmzRnVi1TnHz2pDUhbaomYE+O3JO2msL5gUTmnN5kPLFJkDbDwTZQZ6i+zlB9VaGySJuexJA2uzu1Wn4xTyrTf7of/2cJqmbN53U/S1BverN3V6RN1QTtSecBmZZbMKspA9v0JuOJTYK0GQ62gTpD9XWG6qsKlUXa9CSOtNkXG/uynuUEp1XrnGdfTHVcAcXIZu0nRh19BZT+G9VNm70L2A+Y2u27q/0eYfom4n71IXhP9s1eNsmC0d231jw5LYit0WiY1Wc/sUmQNsPBuERnqL7OUH1VobJIm54I/0YZuIMsLyKlzb7OGXnuXaRNQuj+tDsnEDq40/yDjnML4Zy0opqZmaHVZz+xSZA2w4lqG7i+vl4H2ZjVZ//SeeDNrD7vhow2NzeXBs+SO3g3hJs/+qM/Ypc282s1unh/DNKmN0ibg9nznuVETX0X0ezth2zOEu8c+7rzW7OUSmWz5u7Nlkli20GzhmEY3QurWv9u+5UevWt5wkgJ/6aVQyaT4b2V7nI9/Y/0zAtkAQAAgIqmp6dtt8SYNgN8jY206Q3S5hD9h6r23eyeNu2Hsvb9YD7GtlN077Db3hOlSk3HDX0/9T1hxIR/08rBvHAlxAJpEwAAQGlIm56YvROmDVoJ3GNxdXXvyE23Y2Vtc5uWI2izVbfY6fLsA+7Qd7Zh6xPHcZXTPnjTRgJpM15ImwAAAEpjkDbTR/fTBWlTI4F7LPauNg/cHJg2+06yNDxtWs4+tHMH2ySq+2Od11mNHt60kUDajBfSJgAAgNIYpE3LcAJpUxuBeyz6rnac9seeIcmguc2dW90To2Xv5SGTn5jblBzSZryQNgEAAJSGtOmJ2Tth2qCVwD0WQ1fbDmp1uSqM9fDJ3r3dj9t0CaiWE91abqU/jj5uE2lTaEibIKmJiQneZ7YCmfA+yynIZHFxkf1pk0Fea2trtlva7Yivp4e0qaPAPRZPV1uvt9nb1dU8p2yqVMpa5za756S1XaG0LzpaH26kstneH6r9lz3deWzfn9wia9Twpo3E6uoql02zU6OBC84AAAAA2CFt6kiwtKkj9CQAAAAAKA9pU0dIm9yhJwEAAABAeUibOkLa5A49CQAAAADKUyptgl+BuzpAmcAKPQm8mJe94t0QAAAAUJ8KaTORSPBIairw29W826ugAG94gDACbOoBAAAAgumlzfxajS7eHyxI2iwUCrwjg5Tm5ub8drUUwf73f3+eLrwb4kmANzxAGEibAAAAwEwvbQZ4sCBpk6Njxz6gLX/ttRu828KCFMGeVmT37vO8GzJagMAPEBLSJgAAADCDtBmKbmlTCmba5N0QABF5T5vIpQAAABBSfaNJF6TNIJA2BYS0CTAE0iYAAACwh7QZBNKmgJA2AYZA2gQAAAD2kDaDQNoUENImwBBImwAAAMAe0mYQSJsCQtoEGAJpEwAAANhD2gwCaVNASJsAQyBtAgAAAHtIm0EgbQoIaRNgCKRNAAAAYM/Ir9Xo4v0xSJsj0mazlOpeWDFbZd42bSFtAgyBtAkAAADsGQEGFkibtrS5vf3RmTM3v//9K0891e50/r+skSo1CaGps/sjxA5pE2AI87JXI++JtAkAAABRCZI2Dxz4Fzqs/+CDO2FeW960SfP2wkLr+eff/9a3/uXRR1vf/vZmvb518eKHpFlK9RJmNYvpTVaQNgEigbQJAAAAIaWP7qdLkLQZVUqUMW2ePdtZWbny1a9eyOXOPfpoq1K5dOHC7f67VDG3yQXSJkAkkDYBAAAgJHM4gbQ52vvv31lZufLUU+1c7txTT7VXVq78l/9ycei+xNUsPWwTUZMha9rs37f5p7ybBiATpE0AAAAICWnTh0rlg5WVK2fP9oLlsCNXrROa1SxOFMQM3bc5n2/Z920GAAAAAACGkDZDGZY2ezvS2n+BONB9m+nM86OPtv7mb1r2fZtximAAAAAAAIaQNkPB3CZfzn2bz57tDDhuE4fRAgAAAAAwhbQZyohrwOwctokDN2Pi3LeZDDpLEE4RDAAAAADAFtJmKFFdcRQihLlNAAAAAAARIG2GgrQpoMFXQMEpggF6l73i3RAAAABQH9JmECsrV8xIQ5elpYuHD28+//yPt7c/4t063Q3ckxaH0QLguiYAAADAUC9t5tdqdPH+YG3T5o0bd21pky4rK1d4Nw0GpE2cIhiAEIK0CQAAAAz10maAB2ubNgkhR468b4ua+/a9h4lNEWBuE2AIpE0AAABgBmkzoM3ND21p89Spa7wbBYQMOW4TpwgG8JM2kUsBAAAgpPpGky5Im75ZpzcxsSmOwWcJAgCkTQAAAOAAadM36/QmJjbFgbQJMATSJgAAALDHM22WSu/R53n66fbhw5sSLcXie7t3n/+Hf3gXE5viQNoEGAJpEwAAANjjmTYrFfsZd+RavvWtjTD/fIgW0ibAEEibAAAAwB7PtPnaaze4J8Ywy3e+sxnmnw/RQtoEGAJpEwAAANjjmTZv3Lh7/nxH3mVz88Mw/3yIFtImwBBImwAAAMCekV+r0cX7YyQ9uw+oDWkTYAikTQAAAGDPCDCwQNoEASFtAgxhXvZq5D2RNgEAACAqSJugCKRNgEggbQIAAEBI6aP76YK0CYpA2gSIBNImAAAAhGQOJ5A2QRFImwCRQNoEAACAkJA2QTVImwAgjWrW6EmVmoQ0Syn6AyGENEsp82cAAAD5IG2CIiqVS4cPbx4+vGmmTfprpXKJd9MAAAaoZo1ste+WZillGDs3Im0CAIDckDZBEadOXTNzpnU5deoa76YBAAzgmjZTpVKWhkykTQAAkBvSJihie/ujffves0XNffve297+iHfTAAAGsO5Jaw2YzVIqWx2UNg0hJRKJXC7HoQ+BPewBDgCeIW2COpzTm5jYBAChDZjbbBJSzdLQKU3aNAwjmUwy6zngCXuAA4BnSJugDtv0JiY2AZzMy17xbggQQoalTdIspbIlWUbtrVYLaVMj2AMcADwLlTYrlUv/+I8X9+5995ln2vSMLHEsx459cOLEVqzLa6/dOH++E+ty48bd+KoIJuv0JiY2AZxwXROxDEmb3d0V5Ri1I23qBXuAA4BnvbSZOLCL/rR1+5b3x7/22g3XU7NgYb8sLV2ML/PTZWXlStzJ/513boVJ9WfP3vr619/dvft8sfguJjYBnJA2xdJ3/JthH6j3HQsnNKRNvWAPcADwrJc2k4cW6E+t65e9Px5pE4uYy7e+tRHfagMgL6RNWe1Nk6zhe3k5z6Z1SJt6wR7gAOBZL21OPPd4gLR59ep23Pugvvbajbjn08xLNca3OE+XiiXW5Tvf2YxvtQGQl/e0iVwK3j399NNjY2O/8Au/UC6XebcF4oc9wAHAs/pGky5G+uh+OrCob8iwhQCHzc0P407+p05dizv5P//8j8Nn+0OH2isrV3gXBEA4reuX6XY+eWhh5J2RNsGjSqXymc98pl6v1+v1TCZTLBZ5twhi5mEP8Pf+XujZeAppE4AlpE0AAMUhbSqiXeqNzg/uTDE1svaBe5XRp/nk5GSj0aA/b21tjY2NsXldgJC+9rWvjY2NffKTn+TdEAAtGLOvPEsHFpVzr/NuDAAARK9xaYNu5yeee3zknZE2BdXIkmx255cmWbAETvf7xC6ZTLZaLfpzp9NJJBLMXhrk4Pr9SN/tKdJm3ah6vU7n5P/4j/94cXGR9csD6KeXNsvrp3g3BgAAolffaNLtvJfrbSJtCqlKsgZpWG5olxwjdcd9YpbP5x95pPs+WVxczGQy7F4bxDfw+xHLG7WaYvn9CDU7O0sPM67X6+l0mvGrA2jIyK0eowOL/FqNd2MAACB6y2+fptv5merSyDsjbYrIy6RlNUUWSs6ba7VaMpmM6RoS9913H/3hoYceiuklDMNIJpM4C5FsBn8/0i5Z3sxV9tOb5pw8JuQB2DDMUUjmB8/wbgwAAESvcHqFbudzq8dG3hlpU0SNrGuStGiSBfeJzfHx8fhyIDNIBZIZ9v2I5b06+o0dvZmZmUqlQghpNBqTk5OMXx1AQ8bqZosOLCZfeIJ3YwAAIHq+jphA2hTRyEF533xRH945MTKxdCzEZMQ7tkkWDJI12EdNQki5XP6zP/szQshXv/rVXC7HvgEAujG2bt+iA4vEgV28GwMAALFo37xW32hu3b418p5ImyIauSdtNeVy0iBCiCVtxtKw+Mnefk0NS5vV3pmT3Y7bjHXfb+oTn/iE+d84YN9vACuDEDJ97MD0sQP5tZqXgQgAACgMaVNIzjMA9d9ycOCFT8wRcMwtjIvs7dfUkO9HRh23iX2/AdSQPrqfLth8AwBAD9KmoKopy7i8SRaseyEOPGiTyJ/WZG+/rgZ/PzIqbfLIhrFg1NMAojKHE1jgpg/9AAAgAElEQVQZAACgB2lTXI2s+9ULh57YU/axr+zt19fA70eaZGHYnrSyV1z29gNEBWkTAABAfbKPfWVvv9YGfT/SLu3c7vItiewVl739AFFB2gQAAFCf7GNf2dsPfslecdnbDxAVpE0AAAD1yT72lb394JfsFZe9/QBRQdoEAABQn+xjX9nbD37JXnHZ2w8QFaRNAAD11S68tX5lk3crgCfZx76ytx/8kr3isrcfICrD0iauugkAoIDO3TuJA7uMJx9JHlpoXb/MuznAh+xjX9nbD37JXnHZ2w8QFZe02bp+Ob9WSx5ayK0e49gyAACIRHn9FN3QJw8t8G4LcCP72Ff29oNfsldc9vYDRMUlbdYuvEVvGi8/xrFlAAAQieljB+hWPb9W490W4Eb2sa/s7Qe/ZK+47O0HiIr7nrTj5cforfWNJq+WAQBAeO2b18wNPXaj1ZnsY98o29+7zOPO0hj8p96lIKvdWxZKEbQBRsE7FkAN7mlz/uRL9NbZV57l1TIAAAiv+Opxuj1PH93v64Hmx0NMDQPGZB/7Rp02s5bfq73Aaf+TqUkWdu5TTZGD1QiaAUPhHQughvpGky59K0Pj0gYdZCQO7GrfvMarcQAAENLkC0/Q7fniGyd9PRBpUzGyj33N9qfT6XQ6XS6Xgz+XM1K2S90Zy4Fps9q7feB9IErKvGN5NwRAFPaVwRyg4FxBAACSqpx73fzq0O9pxpE2FSP72NcwjHvvvXdycrJer9fr9T/8wz/8+Mc/bnhjfy6XuFjt7jE7KEmacdR6Z4iTAu/YiNtfTWHfb5CafWUwxyjj5cc6d+9waRMAAIRhfm84f/Ilv49F2lSMAmP3Bx98sNHojrK3trY+9rGPRZc2m2TBTJv9Y3c6Um9kkTYZU+AdG2X7q6n+d6BBqk1CsO83yMRlZTCHKcVXj7NvEAAAhGGd2AxwTATSpmIUGLvff//9rVaL/trpdBKJRMDnwtymDBR4x1K1Wi307t9Vl32/6S3Y9xvk4bIyY3oTAEBeYSY2CdKmchQYu99///1f/OIX6a+Li4uZTCbgczkH3+bUJcbuwlDgHWsE3f3b/lx9U+vUztQlvh8BebiszJ27d8xLoWB6EwBAIp27d2ZfeTbMyd6QNhWjxtj9vvvuoz9kMplOpxPwuQKfk5buu4j9EplQ4x0bbPdv+3M1si5vuYNm2sS+3yAH95XZPHX+5AtPMG4QAACE1Lp+efnt08Eei7Q5WrOUso8Ss75TSDVrGIaRKvUub90spbrP030B/0/qQo2xezTt93e9TfOvOOcKU2q8Y6PZ/dslbWJuE+TjvjJ37t5JH91fOL3CuDUAAMAX0uZovVhoucGaG72oZvueg4ZPy022vwemxthd3vaDX7JX3Eyb8/Pz9JYQu3/juE1QgawrMwAAxAFpczRH2uy/pRscDbc0aaSy2VSq1OxLk9WsYRipUrXvaZE2KdnbD37JXnGz/blcjv4QavfvasqSGD2fkxb7foMA0kf300XWlRkAAOKAtDna0LnNarb7o/Ve5o2kmu3uPutMk02kTReytx/8kr3i0be/kcW+3yAjczgh68oMAABxQNoczXncZm832l6u/P/bu5vQKLLF7+O9uMNk5l4w3JWLWQTuZpa5rkIWQy9dzuIuxFVWjddnYS9c5IE7BnlwfHCTgIqBx0kcwQkOg5Eb6OjMHVohD0FFEkRG/tNiZv4EIsyjQUFbRKhncbqrzqk69dpVfepUfz+4MNX1cuotOb8+p05JgVFOjp2FQNumtFrSpp/t5Udatp9x28sP5IW0CQBAJr5WS+WRTbcbrRRD+wGzv3DGtFkbTDHHonC2l79ELBndyvYzbnv5gbyQNgGgCrof3md70wmyU2NhZ2G6pjy0Gaxs59O2SdrEQCwZ3cr2M257+YG8ZEyb3Q/vCyoQAOHu7eOHLhw/+iB6zPLtUxeOn3ra/+npUv//6vR8DbaVu7ePH1q59VtupUlbhr0rK8cP3d5OX6qwQ10WMz9fG788u/rskemCjBJ/rV3Jm8ojmoGHOXluMy23/PV6vV6vr6+vmy6RtSwZ3aoyV6zpggCGZUmbO69fTP0wP3efX/RAYV7eOnrhzKnbZw5dWLqbdBk5DhWXNgddc95pM63MaVNWZJjPZPnJPfe3eXs3XRMFstPX2uVo2auha3rYNhZ4bjMVUfjPPvus3W632+2pqSkCZ0ZDH90qbfO7T2EHoli2lx/IS+q0+eTl8/HLs2KZzC8NBxDttwdnDl1Yuvvy1tEUqYa0mUQF0+bWH7tjiyfFr+UvW5dNFwfJuFXzuDRZsrSpPPOXpPel/4HWrGq12oEDB1ZXV8WPm5ubU1NTA691JA19dCvSJjDKsrRt1m+eF8uMLZ5c//2X4goHjCo3EQWj0fapC2euPFg6dOH4oQtLd93Y8/LW0QvHD4l/K7d+E9MfeBN70agXX7dP9acffbAnLysnqN8enDkkz+aEbCVkkWCiE2Jy3dMl/0blBXsfiSNw5spLJxj84soQmzbFCr1D5A/w/oNg2M7rFweXvxK/kyeunt5/99Z0iRBBruarLaD6PJbPaCtCHnVfUZ5eWRMVLmrv0qnVap9++une3p48pdpxpSiGRrdKy/bT55Z/a2uL7t8YZVnS5v67t59/97UbOLf+2C2ufMAoeupGKZGdev93HEdkHinkhLVnirAUWEkvKcnTj7uddXsNqk5guy9vHfWyX2gLqlrU7VMhD51Gpc2nS75058bCu7e9cvYTqSZtJihDorSpO/7DaTpOZ//d24mrp8Vv4/HLs/w2RoQc6u7qOEi6CT7uw365tW1ubfXeJLi/v//xxx+TNrMwNLpVWrafPrf8k5OTdP/GKMs4StDO6xdyFefJy+cFlQ8YQWoe80UmzY9hadObze2Rq+RG/Y+nnga3IgKeCHvJtph072R7V1aCG/VCspzu7t7Wps0kZUiUNsOOSanSZvfD+8nr59wv/nhcE9EKqbt7LWOa4CmeBlzIryftRx999MUXX4gfm83m7OzswGsdSZaMbpXTFWuy73eN7t/AIG9AkR/gnLh6euf1iyLKB4wcXwL0Nev5c05U9tPM5ottYT9KjauBOUO2kvgR09C0GVyDUh51tKSnup60icqQsCet+4n7Y7nSZvfD+8Nri+5vcIaiRawi0marUQtt2+yPPJNv3f2TTz4R/yFqZmfJ6FZ5XLGG+37XdN2/B14xYJmB3rcpD01BJy4gF8pjh9K/mBgZ9X8nU9oMK0NE2lQDaogUabO/frmLb09o2owtQxXS5v67t26rZu3iiUuPN4rYirv+IlaO4cs/bfZefKGtlnujnOabNqmsGzbE0a1yOOOm+37Xsnb/HnjjQIm0dzviX8Yre/33X+TASVcuYDDaLCQ/wWiobdMJrMr3f2vaNp27t0PSZswRLlHanLu/7kbB4l5GRdqsmJwrsqJaHtOu2Z+RtGk3M6NbFXLGh9v3u6Z2//7nP//55z//mbSJkZX9yt58vuN2qZ36YT7HMgEjJyTmhYxV4xSVNqPSVCme24wYvCe2DJqWUmVBC9Km4zhHfvy2dvHE8pN7xW2CtBkv+CaJDBVspdbua1op25i0fVGtmmrWJG0iqyLO+PD7ftdqtUuXLon/0P0bI26gm/nJy+cTV0/z9CYwoOh2v6MP9mLTZkxkSpo2/WPh+kbl0W5FXUTfYTVqH53cx6QNK4OyZv/KE6fNJNG6ON0P7zef7xS6CdJmvMDzb2rOSsbrceitzveKilKlTeVJuPAZgsrY0oUSy/+M0/cbMGrQm2Hn9QuiJjCQyI6g/UQUkTb7b6TUvAkzddp0/E+Qeo2B4VtJ/L7NwBOhXnJL9L7Npbv6MXKTlqEXRPWvzUySNuWDUFmkzXj60Vbkl0kEc5bbetlo+EdbkXKltJ5SpU2RJFOVh7o7ssn5jNP3GzCNmwGAPYJPciJvpM14kW2b7ksjfA2VoW+S6L/IMDhjWdKmMnJpUtTdkU2eZ5y+30AJcDMAKCt/q6/5jqxD0/3w3tSmSZvxgn1GdXFRCoxycuz43yQhL1HKtBnSRTZ0zBWBujuyyeuM0/cbKIkCb4YhPF8EoOLUl7KYHaFnOPbevDq8tjj1w7ypwEnajOdrtdS+n1COZErrZSBtlr9t0yjby18iloxulcsZp+83UB4F3gzNjRu1iydmfr62/+5tcVsBgMo4+/An9+VSMz9fM1IG0mY8tSet2rqnDYmRbZtpntvUNsUklOcRGCLby18iloxulcMZp+83UCZF3Qxbf+zKL+Qs6C3kAFAN7d3O59997SY9kTaNNG+SNuP5a+1K3lRaJwMPc2qe25Tq/LG19pFNm+Pj4/V6fX29qNfMjgRLRrca/Iql7zdQBvWb58W/om6GvTevvmxdlmtOE1dPF/qOOACwUXu3U795Xv5t+fl3Xxt8DIG0GU9fa1fGtpRqt44ysbEQaNt0Aj0Se5PoSes4Tq1W++yzz9rtdrvdnpqaInBmZ8noVhW4Yq0uP5AXr2JT6GbWf//F9239xNXTlx5vGBwAAwBKYvXZo8nr5+TfkOOXZ88+/MlsqUibxXLr8nG1ctKmcODAgdXVVfH/zc3N8fHxyjfnFsXE6FbJT1ZlTp/t5QfyMqS06ThO98P7ufvr45dn5RrVweWvzj78ae/Nq6K3DgDl5GvPFF1ny/Bb8eDyV6I8vEs5P3I1X20B1ffcy2e0FcH2uu+nn366t+eNRD0KcaUoJka3yhAybT99bvnr9TrdvzHKhpc2hf13b88+/MmtxIh/W3/sDmfrAFA289t3xG/CscWTMz9fK0+023y+097ttHc7dEKphqR1dyVu5PH4muPo+hynduDAga2tLfH//f398fHxHMo1msyNbpVKNdIm3b+BYadNofvh/fz2HZE5J6+fG+amAaBUuh/eT1w93dy4UYb2TFRYirQpJ4t8GlZzWNFHH330xRdfiP83m83Z2dkcyjWazI1ulUoF0qav+/fU1JTZIgHDt//urfuVuoGbufvh/fKTe6vPHoXNsPfm1cqvD3lvCgBL7b97u/rsUXPjxuG1RdNlwajLkjZ9LViCkkWVSe4Et0m0N2W60ZgOWU9nYXq60UjwTsRarfbJJ5+IRYmaA7FkdKsKpM3M3b8NFhvI187rF+6QPWW8spef3HMHzKjfPD/z87W5++urzx61dzvl6WwGAMLem1ft3c789p3mxo36zfM8MoBSyZY2e/0mpWfz+p97zV298OJlmP5H7hS38Sy4nsSveqQiXgpDHN0qxRXrKVHfb9G2KXf//vjjj0mbGDVlT5szP1/zDZ4R/BfxMhUWZ3EWZ/HhLB4c6Sf4b377TtjiwBAMlDbVsWN8+TO4oPivPEvvwyTrGbD8yJ+Z0a2yXLFl6vtdq9Xo/g1sPt8RtaCpH+bL+Ov70uONw2uLltY+WZzFWZzFaxdPfP7d182NG6vPHjHWDszKlja9lOiremdOm7HrGbD8qIqBrlinFH2/a3T/xshr73ZEdah+83ypf33vv3vb3u1cerwxd3+9fvN8/eZ5900qNtY+WZzFWbx6i4sO//Wb54/d+X7u/np7t0PXWZTKQC1FmoFgAmPIRPSkdVqNmq/fbP8z0iZCDNQaT99voBzWf/9FVKLKnjYBAMAgUtTd1b6u/ukJWooCs0xPR7UUkTahMVDapO83UA7ua95mfr7GzQAAQGXZXve1vfxIK1vapO83UDaij+rO6xfcDAAAz/67t8fufF+/eX7i6mnTZUEObK/72l5+pJUlbdL3GygxbgYAgGJs8aToAMN7jyvA9rqv7eVHWinSptrX1T+dvt9AOXAzAAAUk9fPibS5+XzHdFkwKNvrvraXH2nZfsZtLz+QO24GAIDiyI/firS58utD02XBoGyv+4rCf/rpp/V6/ezZs6aLg8JV44q1t/xA7rgZAACK2c01kTZnN9dMlwWDsr3uKwo/OTnZbrdnZmYuXbqUehV7C06jpvzbCv+oMe3sOY7jOFuN/pRGfnuDeNW4Yu0tP5A7bgYAgGLl14cibX7Zumy6LBiU7XXfWq32l7/8ZXl52XGcdrs9Pj5eS6y3ir0FNTG2vMDp/8jRLNKadr5paeZBMSpwxVpdfiB33AwAAMXO6xcibY5fnjVdFgzK9rqvSJs7OzuO43S73T/96U8Dp03H2VtwTi/oPwpKMg/yU4ErVlheXqb7N+CQNgEAQRNXT4vAufXHrumyYCAVqLsfOHBgdXXVcZytra3JycnUq9DExVavx2ySJEnb5nBV4IoV6vV69u7fgLW6H977hhi09WYGABRn5udrIm3Ob98xXRYMpBp193/84x+O45w9e3Z2Nn17uyZSdpzTbtpUn9sUbZ7egtKTnBiKalyx2bp/KytqTfOkMWy0+uxR7eKJscWTzY0bYoqtNzMAoDjLT+7x6GY1VKPu/te//rVWqx0+fLjb7aZexYBtm+7MGIpqXLHZun97a2lNS198tJxGzWl1HIcnjWGB5sYNUX8gbQIAQvHoZmVUo+4+UPmDFfStRornNh3H+UZqXELBqnHFDtb9u6V50lhM4UljlJ77yu7VZ4/EFFtvZgBAocSjm5PXz+28fmG6LMiuGnX3XNNmgjFp3Tjam5+2zeGpzBU7MzPjZOv+rVx+Qsc5XXO2eNIYZbf/7q2ImrWLJ/bfvRUTbb2ZAQCF2vpjd+/NK9OlwKAqU3fPvop079vsf+o9NUfUHKrKXLEzMzO1bN2/txqauPiNmzZ50hjl5b5BbfL6OXeirTczAACIVZm6u+mCYEhsP+M5lF+TNtO0bdIaD3O+bF0WaXPu/ro70dabGQAAxKLuDrvYfsbzKP9gz206PGkMM/bevBpbPCnS5pOXz93ptt7MAAAgFnV32MX2M55P+VvTUqpMMCYtTxqjBOa374ioOfXDvDzd1psZAADEou4Ou9h+xnMrv/f+TJ40hh3c0Wh9b+q29WaGQv7t4/X1b/WmiO/DvDnlb8U6zunM7wIOLNv7Tce42wBQFtTdYRfbz7jt5Qey2fpjV0TNscWTviEGuRnst9WQAl7HOe0GzmBXipY/DX7Tn/mbWurxsrXL8pYnACgT2+u+tpcfadl+xm0vP5BNc+OGSJuH1xZ9H3Ez2K6ldLFwRN4TIVNNm6Lh8ZuG+iRAf4bUKTFkWdImUF3uu7NgEdvrvraXH2nZfsZtLz+Q2cqvD4/8+O3Krw9907kZLKc0bPqoaXOr5TgRyTDlM+Vhy5I2gSpafnJv4urp5sYN0wVBarbXfW0vP9Ky/YzbXn4gd9wMllNGIfPRBUjSJoCUIh7GQPnZXve1vfxIy/Yzbnv5gdxxM1iOtAmgePWb50XgpHnTOrbXfW0vP9Ky/YzbXn4gd9wMlkvek1YoVdp8tec8Xk8xHYAhq88e0bxpKdvrvraXH2nZfsZtLz+QO24G2wVGCfKmxKVN46MEXW86/2syxXRTSL+A9B4tmjftYnvd1/byIy3bz7jt5Qdyx81gv9a0lCo7zulav29tbNo0+gaU912nOe40as79lUTTDSpb+gVMoHnTUrbXfW0vP9Ky/YzbXn4gd9wMlbDVcBq13j8vNCZIm703cKov4WxNeytpTXvPhfqfEdUtmzxt/me+t/jJg877bvx0U0qYfgFD3ObNY3e+N10WJFWrCtMHEkNi+xm3vfxAcgm/euZmqLCUj2LmInna/J8TXkL+z3z8dFPKln4Bc9zmzdrFE5vPd0wXB4mMjY2ZyIb5M30gMSS2n3Hbyw8ktPfm1cHlrw6vLe68fhE9JzdDhZU4bW6tepFSBLlXe1HTDSpb+gWM+rJ1WaTNyevnTJcFiZw9e9ZENszZsWPHTB9IDIl70k0XJCPbyw8kdOzO96I+8Pl3X0fPyc1QYf2erq3OsDY47e9YG+Z/TympslFzrjejpptSwvQLGLXz+sXY4knxB2Z++47p4gCoGtvTmu3lB5JwX8Rdu3hi9dmj6Jm5GTB0/73lj5SNmvM/xpwn/9FPdwNewgdKE872jZTDvwnJ5GVLv0AJnH34U+3iifHLs5ceb5guC4CqGU5r+RCYPpBAgdxxHL5sXY6dmZsBQ/f/dpz/ajv/1Xb+zxGnUXPWz8ZMNyUsFdO8idHW/fB+7v46w9ICKAJPGgMld+nxhjtGfexDmw5pEyb9e85p1Jx/zyWdPmRlS78AAFQdTxoDZbbz+sX45VmRNufuJ3odPWkT5pQ8bbrKVh4AAABguLof3k/9MO8ODtT98D7JUqRNmCNeLhJ8EjJsuimkTQAAgMLtXVk5fuiC/9/RBwM+xLR96sLxU0/j5nq6FD9PnLu3g+U/c+XlIKvcPpXDEchHc+OG24c2+YvQSJsw5/8uO42ac2Um6XRTypZ+AQAAKmjvysrxQ7e3lWlPlw4lyYqDSpZI49y9ffzQyq3fpCm/PTgzWOAsS9qU37mdalB60ibMsSVtlq08AAAAFaRLm/qJuSsqbQ4cF8uSNieunk4+Dq2MtAlz/nvL+fecs7WadLoppE0ggc3nOwxUCwAYgD5Y+iLcbw/OhHWylTqynrnyYKnfqKgmyZe3jko9XU89Vaf0NxSyle1TvTUfP3Rh6W5gB8LSppxj5d620nQx2/Yp/0dK2hSlMhI+9968Ory2OHH19P67t6kWJG1ab+bna267dti/5Sf3WDz74iHpN8nivJAQI2J++87Y4snJ6+fS/hECAKAvvm1T6Zj68tZRKXrdvS0lwKdL0jOTUt57eeuonPG8brpKJgzfyvapC8E86dH3pJX26O7tkH0Ra+7/KH3kpU0RNYvvVBwlyStPfEib1rMjsI3q4qRNjIKtP3bda75+83zCQeoAAFBp0qYasQLdSp8u9RKmL0b2wmcgbbrz+8lpM3wrcf1adaMEyflz+5T8DKdSZnXN3kf96UN6fjV/pE3rlT9xjfLiW3/shi0OVMnyk3vuZX94bdF0cQAANtKPSas2Raoj7ripLBgjn2p70oomxGDg9CXSkK3EPd6p6UkrWlmDz532Wl+VggU61vb+c3TFWAfawZE2gaLsv3tLIw9Gx/z2HTdwzvx8zXRxAJRQZ2G61tNohc/WakwvdJKuM3xmaWtxWwwsqF9nqoL5F40vSOh2cy1Jqaltm+JxSjmn9RNaMI7+9uBMsrTp+DKtJuyFbyVL2lS7+EqPgy7dDbRthqXNQxfOXHl66+igL1Mxg7QJAMjH3P11N3DObq6ZLg6AUuksTNfciNRqhKeuFKErcmblo1ajNnA+S1Uw34Lu3iqHIev6M5ek7AI9aZ8uKW16wVZHZc6EadMT3ts2LNdlSZteEvZ1902cNsUR0K68/Eibdth78yr5S1QBwBS5hzmBM2cD1S9p/4Fp/hPXaoiT7E0X/+tfkeK/043GtHRBRMwct8X+9qTLzL3IelMaCwvTjZa7oHdvTC90vFtFrNO3Eq+ouis37KLVrES3cke+TxstJ3Kv7aZ5blMKhE5U2As8t+kbaCckIiqhLiT4aefXC23bFBN9kVh5FDM+bQb3sSCrzx7lOPIIadMOoova7OYaPTNtt/XH7sqvD1d+fVj0hvb394veRPlxEIz4snVZ7lLLb63cDJI2af+BcV7aE/qnxx8gpSneZdC/OCJmDtJe29LEfoncy77f4CrmUeKpGoyDK4m4Yvuz+b9F0a6kl7HDStg/EJW9trVj0irDwKrjuCpZNNGYtL52S7X9U33RiHYrGZ/b1I2I23vZiTzabUza9O1jMdyBGPL6ypi0aYdjd74XJ35++47psiC79d9/Eedx8vq5Qje0urrabDYL3UT5dbvdycnJbrdruiAjp/vh/eG1RXnQIAJnPtyaaKPR0Deq0P4zIu0/dsqWNvunz7vcUqVNqdm+N5fUft6bGJH6gheY79rTrSTuKPTXGLaSJCsfrbTpf8mk/CZMX/SShoRduqsOJOt764n3Ws6X6rK6921KW0mQNv0PfCqdcqXVnrnyMiLH6tNmL6MGxxzKifxEzOfffZ3La7RJm3aYvH5OnPj2bhV/t4yM/XdvxXkcWzxZ6IYmJyfHxsb29qwcuywv8/PztVptfn7edEFGlNuldu7+uumyVIVXAxaVX6m9hfaf0Wr/sVN8T9rA5ReVNjXXavgWpUZ7f+gNv8bcT92LUk6b4StJeiTCVpJk5VzbSYS+7AR6buOWaBfJ6wXapE07uOeeN6fbzj2VxW1idXVV1NdGuXmz2+0ePHiwVqsdPHiQ5k1Tmhs3jt353nQpKsSfsjRJkvYfauQl1tGPEuR+geJ+Ht2TNmxm7QaV0Bjy7UzINyktqWd3b45EXXx1lDGR5H3RrSSqhP3/cm0H+Z9pjHkxJmTdD++P/PhtQZ2SSJt2GEJEwXAM4VROTk6K6tcoN2+Khk2B5k1URJa0SfsPNfJSkb7bkE5f76uD6UZD/qJiWjdKUMTM2q2pvcT1Hby9KY2Gem1732nIX8OE9hKPutjkb3WUzgTalcT0Eo/c61GmvrlkCKPpVMPem1dTP8wXN+ACadMOpM3KKPpUug2bwmg2b7oNmwLNm6iIiLRJ+w/tP5U07DPIFYORs/77L+OXZ93aaXPjRu6bIG3agbRZGUWfSrdh023eHMFxWeWGTZo3UR1RbZu0//iWp/2nEpKnP7VDuO8KihO4hAcxUEmAoTr78Ce3Xjq2eLKgsUhJm3YgbVZGoafS17A5mkHL17Ap0LxZNjuvXzDmWW5o/wEApLf67JE7/Ozm852CtkLatANpszIKPZW+hs3RDFrBhs3RTN1l1v3wXjwiMnd/nZej5ID2HwBAJs2NG0d+/LbQUUhJm3YYStrcu7IivR3I92raDJ4upX8+O+ItRvpXMGneohu9ziylylNxp3Jzc7Ner9fr9YmJCVF3m5iYEFPW10foFRSXLl2am5ubm5tz67Dix0uXLpkuGnpmN9fcG2Hi6un1338xXSIAAFAI0qYdCiGw+yEAABTFSURBVE+bT5cOqeNES2+bzSbm7bfpl8qcNgcvVZ6G8MWBG7Tm5uaK20r5uWnTdEHg5xv+rnbxxJety7m8QhoAAJQK9TA7FBtR/G8oEvaurAzSwkna1CNtDg1ps+QuPd6Qx8EbWzx59uFPdKwFACBfZgdKoB4G57cHZ/SB7en2XeVH7y1GUiuoyG/bp+S3G728dVTpkbt96sKZKw/E4kt349emLWZs2tSVRF6nv1Rm1G+eF/+K2wRpUyBtlt/+u7fH7nwvN3JOXD196fEGmRMAgMGtPns0ef1c7eKJ1WePTJWBehj0Kc7v6ZIvv/UXEemu1+f2twdn+v+Xc+P2KV/Ai1zbIGkzSUkq/7Zf0qZA2rTF5vMdX8fayevnTBcKAACLuTnT/TLX1De51MOwfUp9YlNn78qKOs/TJTnLeR95nXL9GU9aPGZtg6TNJCUhbY4I0qZdLj3eOLj8lfijePbhT6aLAwCAlZaf3Pv8u6/l73DHFk/Obq6RNmFKgrQZfLBTn+XkH8MzXoq1yRL2pE1TkooibQqkTet0P7yf374zcfU0IwYBAJDK3ptX4m+onDPHL882N26Y/atKPQwJetJqhhHSZrmw6XFpM3Rt8eUkbQaRNgXSZiUV+k4wAABsNPPzNTlkipw5d3+9DH80qYchYpSgJXnUH9Ntm87d2yFpU//MJ2mTtEnarJq9N6/GFk9+2bq8/OReGf6CAgBQBs2NGyXMmQL1MCR5A0ryJy2TZLxsz22KgX+WlGFylW7ApM0e0qZA2qyeS483fIMJNTdurD57xBi2AIBRtvl8p3bxxOG1xZVfH5btbyL1MDiO02vG9A3k447v6s6QYBRZJeOF5MBsY9L65nQc0bDp5c+kaTNuSCTrkTYF0mb1+F6XIv+b+mF+dnOtvdvZef3CdDEBAMjHzusX7d3O3P31w2uLh9cWI+Ys7ZAH1MPg8t5UqX8jZaI3ZHo/3r0tv28zkCFTv29TEDFYW8gkaVMuVWWRNgXSZiWJURB8b0yR/116vGG6jAAApNbe7bR3O6vPHs3dXz/y47fBv3RjiyfL1m6ZBPUwO7jXmemCYFDiV0l7t1PcJkibAmmz2rof3q///svs5prv7/Hm852wReo3z4dlVPdfRNOob6A/FmdxFmdxFmfxIS9eaAWyINTD7OBeZKYLgkEN4VSSNgXS5ugQyXPu/nr95vmIcRHKX41gcRZncRZncRaX/41fnq3fPH/szvfLT+6Vtq9sNOphdnCvOdMFwaCGcCpJmwJpEz4lrEawOIuzOIuzOIsLzY0b9ZvnD68tzt1fX35yr73bsbHfbBD1MDu416jpgmBQQziVMzMzImUtLy8Xt5XyI20CAACYRT3MDqTNyiBtDg1pEwAAwCzqYXYgbVYGaXNoSJsAAABmUQ+zA2mzMkibQ0PaBAAAMIt6mB1Im5VB2hwa0iYAAIBZ1MPsQNqsDNLm0JA2AQAAzKIeZgfSZmWQNoeGtAkAAGAW9TA7kDYrg7Q5NKRNAAAAs6iH2YG0WRmkzYLMzMwcOXJkfn5+a2tLTCFtAgAAmEU9zA6zm2uT18/VLp7Y+mPXdFkwkLn761+2Ln/+3dfFbWI00+bOzs7Kykqz2ZycnBwbG6vX66RNAAAAs6iH2eHL1mXRILb85J7psqBcgm16o5k2Zd1ut91uu2lzamqq2WyurKzs7e2ZLhoAAMAIIW3a4ezDn0TaPHbne9NlQbkE2/QmJydHPG0Kbtrc3Nycn58/cuTIwYMHJyYmZmZm9vf3TZcOAACg+kibdlj//Rf3eb/2bsd0cVBSok3PTZt/+9vfRrlNT9uTVoTzbrdrqlQAAACjg7RpjcNri7WLJ2Y317of3psuC0rN7Un7r3/9a5Tb9HhuEwAAwCzqYdbYe/Nq8/mO6VIgtScvnw95i9rnNkewTY+0CQAAYBb1sIqo3zzvdrUN+xfRBdeWxbVNc2Uu/NjiydrFE0MOnEeOHBEpa2VlZZjbLRvSJgAAgFnUwyqizIkrx8WnpqaCjyCWv/Crzx6FLV4E9+Uf7XZ7mNstG9ImAACAWdTDKqL8iWvwxVdXV2u1WrPZtKvwB5e/GvJ7a0ibAmkTAADALOphsIYYanVsbGw0R1hNjrQpkDYBAADMoh4GO4iGTSHYvAkZaVMgbQIAAJhFPQx2cN8hSfNmLNKmQNoEAAAwi3oYLCA3bNK8GYu0KZA2AQAAzKIeBgvIDZs0b8YibQqkTQAAALOoh6Hsgg2bNG9GI20KpE0AAACzqIeh7JrNZr1er9frY2NjIjxMTU3V6/XDhw93u13TpSsj0qZA2gQAADCLehisMTExIcLDzs6O6bKUGmlTIG0CAACYRT2sojoL07VGK/vyrUatVqvVphc60k/ehLRFqdVqtX55+j+nLh5pMyHSpkDaBAAAMIt6WEVlSJvKIq2GGyw7C9Pu/1uNtCnRXUJZNFMYJm0mRNoUSJsAAABmUQ+rqBzTpiJsehhfau2vn7RZpCxp022BHqAVWyU1j3tt49lWnrF5nLQJAABgFvWwinLjXGdhutZY6NfWvVq+v3Os+7P7oyYRyM2c6YrhOKHJM8TMzMyRI0fm5+e3trbEFNJmQlnTpnxGWo3oTBh/BkO+mBhi8zhpEwAAwCzqYRWlpE358UtRQZeSgPvf6LbNXnNShkapjGlzZ2dnZWWl2WxOTk6OjY3V6/Xx8fF80magHS/DQ6T+R1u9NWdYVW6Ptgp5pM24WJgxbabPmgM0j5M2AQAAzKIeVlFK2gxW1nWV/iQ9adOGhQHSpqzb7bbbbTdt/v3vf282mysrK3t7e8nLElKqXsnS9xwNHiKRP1NHxBwfbRUmJyfFgXKbheNpNqd+JaEEc19LeHAGR3sJpW4b9xcs3SVE2gQAADCLelhFqT1pdc1BXj6QGtTyfm4zp7QpuD1pb9y4MT8/f+TIkYMHD05MTMzMzOzv76dYUXDrWcqjHArRGjndaAy0noEfbRWydDnWbM6dJKVgN5cHriX/DJpLJdMukTYBAACsRT2souLTZp+bFOwcJUh0uO12uylWFJM23RwuzeP1dV2QMpiUNlutQG/kDIUZNJALeadNWb+EocVzd0HbGTv9HpE2AQAArEU9rKKi06b2pSZKN0dfL0ppDSl7QpbxDSjanrSBFl7peHifi9QZTJtha05ZmFKlTV9hXLq0GZwhcHwGeKaVtAkAAGAl6mEVFdu26R+T1nETg6bhzosSXv3ev2JdUFW35AsnZtOmQt3VQLZR9kiOz5VOm9FfQ8Sffs11kOmtKowSBAAAYCvqYdDKGg0SMp825dDiy9D+HKqObSM/zVjhtCkNnOR7KtNLm5rWb28G//HJvj+8AQUAAMBS1MOgNTJp01FHpI18VtGdO8+0WaJRghTabrLTCy3l1To15f/qDL7jEzJEbZHN46RNAAAAs6iHQUv3MsmcZH6ZZLHPbfZ2VfpM98KY/J/bLOANKLkdqIGY/8KCtAkAAGAW9TBYo7i02UvXcm9QX9b2xqRthI65Gljz8B9tFUibAmkTAADALOphsEbJQpT5NBWmNAfKcPM4aRMAAMAs6mGwhrEQpR8Rh7RZdqRNAAAAs6iHwRoGQ5Q0ho7cHbZ0j7YKpE2BtAkAAGAW9TBYgxCVEAdKIG0CAACYRT0M1tjc3Gy32+12u9vtmi5LqZE2BdImAACAWdTDgKohbQpzfaYLAgAAMKJIm0DVkDYBAABQBqRNoGrocgwAAIAyIG0CAAAAAPJH2gQAAAAA5I+0CQDJ9N6xqiVejtpZmC7mHawZqSVOXTDx5tdc9if6yJTtuBXKOymRb9TN+5hEXb26okhvGdbPkXaF/WV0nygb080w4JWMsvBdNZxJYBSQNgEgGbvSpj8tpK/d9deQxw6lSJudhemYIJZ6w7mtbXDSReQ/HGpRDaZN/aXjL3HqtNlbIPCJZnMJilOS2wyJifOvnn7dNABVQ9oEgGRaDXsqRrpmyZQ1O7G7jXx2OkV2yvcwl+ykifMS3vBXcNpMciD6KVIXC+QCpTqyUmL0LdL7xF2xP5PmcCXDvFYj9Gou2xdCAPJG2gSAZEoWXCJpyxoVdULX0Grk0ZBE2hSijkMp0qYIctrt+jJe0iPrtoFOLywEF9Fck+qkwa9kGCf3oJbbxPvXWVgPawCVQNoEgGTiq9fBhKBWrVqBHqPKzPKU3hf+gd6sSrfClGEk2GE1um+r2Flt3Awrnry/8qFyt+bNIK3S/VTtNOmtIHavtdsNrm0Ix1zdqDy3r+tpRG9RpajaI5a+YMnCYeR3C52FhZZv1oRps7dGzSK6DcZ/wRF+HqVD4l9D6LOfCZaNOK3SbklbCFz8cdeVbofD7ibN4sGl1d1VFo/4KLJgYTsSo7MwLV8B3mJeyJRmkUpgJoD6yzKClAtEd3cGr51WwzdjZ2E66gRG/qUIvbyCKw2551AypE0ASCZt2gx5/C1F2pyenpaX0a4w+Z9YtW0qMm0qlT1dv8WExfO11DUa6hyBQ6FLm7F7HbrdTGlzkGOuP+O6Rh3/SsKKGnbE0l8MicJhmgbVDK3GwUW0qSI2amiuyJiHO7UfK5df+LIxp1Xpcx6+8STXlbxL0U+zxp193UO1cuQP3dfIgul2JJ6X3iJynPpRqyG2YyT0jXja9HdsVm5atRFanjVV2lS+dJDW4luhZo2a26D384iftrIjbQJAMmHDoviqpXJ00dVZU6RNXTUw2FqWrMafel5/yXWV+4jiqQuFNIJKFQWlV12gfTJ8r6O3G9s9Nc9jHhwGJzAlZU/a6COW6mKIGtRH3UaartZxK4zaw/DjEV0M7Y72D5fvsgj9wkS+xKOXjT+t/SOhpqUEJyt8nYnupvCzHziA3u5GfBRbMM12E/ASSlSHWX9nW9GE6tvFXveQ4EWrRn83uvQ6b/dmDus54SNvV7eIby+8VBWyfl2TeUiZxaYXGt4qWo2I1alnXHtwEu+1Zufl4olpgUipnNvEadN/HfSX9W1cWmX/yms0pv3XpnJgaN4sK9ImACSTKm1q22eUil2S5BNozdA+wDbQ03hhcwf7tUX3dItOCME1BKr72rQZv9cxASl92sx8zMO7HEcVILKoYUcsw8VQkbQZdiWHXJCaggQr/9HLxp9W3RzyDAnLJs8WeSIS3hT63Y/4KLZgsY3OWhGJRDtXRPhQj7l0gkLSpr7brhN9fL3NhiyizzgJZg7L3UraVC4BaVcii5Ts4CTrnRPxZyLiN0zanrS6jfrWIa2h34nft1LaNq1B2gSAZFL1pNXOrNR/EiSfYL5LU7dXF0z+hzg0Rvi/MA8UL3wbKXZWkzYjShOz3fRpM/MxDymJOjll2gwraoaLIVGQjDuaqVcYt4g2v4SFmqgrOfrMhhyxsPMeONTRpzXuXk96s3iTo89DgrOvmSXilor7MqQ/Oc3loS7tHQhlcS9eaGdSw01YqoxKm0nCbXh5wxaRFg7LVO4s+g1Fpc1gNg0tbvxBSLzXCWeQ/zqEnMqepGnT22f/gdecCM1Kg62/KCHSJgAkU9q0GdekmOoPcdR2Iqqlw0+bUv3MQNoMHtKSpM2o3mvx10FYg6Dm01zSpnaD4W2FMe19oWfWqyIrpa9e2gy2oMrUhj7NR4WkTTk1SK1uyg9hiTQ8cSVLm4HLRd7xhGlTs4gSD5XVBGf2zpY0Y2RPWu/wKIfKt7i6lei0mWCv9QvGzKoekgxpU4nX6dNm4HIicZYVaRMAkkmVNrXtM8GetKH969LGubDSpK0dhrUrqV21NKVJ0JM2a9qM3IP0PWmLOuYF9KRNGYFiSxdfGRPlDW8+VCt3g6dNzfUWnJTgSo48XDEpN0FSjTytiXrSBm+WqHXG96RNGfpaIT2QfR8l6EmbPm0GQ6M//arR0U86EQOkzd6atSsL7K50NLSL9NYtbyJm/f0d89acKW2GbSXq4CTaa/++K1M7Ud8iunuUMm1qbwv/r19NtwdlN2PSKcqCtAkAyaRKm8Eacv87brW6Huj7Fl0D1lZhdGXSzZ10H/VLKWEjQfGUCnnatKk2BkbtdfR2/dXnQo95r2YXrOH6CheVNiNaQTVXV8KCuZ8muRzUarG8bXX1+aTNwH2iP2SxW4pPm/6ix5535YKMOq2+Vp7ADJqTHrfOBHdTxNkPjfD9gWS0H8mtwPqCZU6bvlYoldy+FYxD3oKDpU1fMtGlQX87a9QinYXpWmNBDZuR63eX6q86U9oM3UrIChOVSltC37T+1nVfoIa28kZcKtrrIfj9gK4opE0bkTYBIJl0aTO0w1todzbxuovQGnDYCiPaK7TCq8AhTRu+lbp1iwTFS5Od/BEw2BMtZK+jthtYW4HHPOywJ20tVYsaE4FSFizyivCOTtSq/WtPsUJlkcAHms2FdBqMK3N0+2ToGuIOddxpFXfNtH8vohu04y6VyKs69uzrd1huHQsrbFTBBkibjvLrw7cb7jRdGopLaEpa9Tcp6+bXt5VrWukiF4kqujyzf7p0JINlTpI29UUKT5uRe63hP8nyTev/LLAbyjUfuqXQD/1fPCTIo+oxImyWFWkTAJJJmzbdZdwaW8v/uVdpnF7ohAcw/yZ09c9gUUNEpM24PfTqi2HFkzecPAyEVO51mTFkr8O2q1lbUcdcO7Ou6hwX54MFC1s2TcHShkP//LEzxK3Qibi+lB3RdkCM20S6xNhoyV+spD/Uwea3WqMlzxOztvh1BsqsbyjzaCvmUQcrYtVhBRssbQZ2SXecwg5T74zp06O3VvE7Vpc2lU0H1qbstfaiCSyipquImUPOoq7MsWkzdCuhByeiVAm/mtL9kdB/pv61C71MtF+V+DJxyBoCLajyNomaJUbaBIBhyaG2BqBcMvQphvWCwccunYUGf4kwLKRNAChCsFNqq8EXsEDlkDZHUGdh2upf5YRNDBNpEwAKEfd8FIAqIG2OFmVYJQDxSJsAUJS456MAWI+0CQARSJsAAAAAgPyRNgEAAAAA+SNtAgAAAADyR9oEAAAAAOSPtAkAAAAAyB9pEwAAAACQP9ImAAAAACB/pE0AAAAAQP5ImwAAAACA/JE2AQAAAAD5I20CAAAAAPJH2gQAAAAA5O//A4+0VopsTWO9AAAAAElFTkSuQmCC" alt=""> </p> <p style="MARGIN-BOTTOM: 12pt" class="Section1"><br> </p> <p style="MARGIN-BOTTOM: 12pt" class="Section1">A Control Logic Circuit generates the control signals <i>C</i><i>[10...0] t</i>o carry out a given operation. &nbsp; <br> Recall from previous labs that signals DE1, DE2, etc. indicate that the corresponding register is enabled for latching data upon the clock edge, while OE1, OE2, etc., enable the tri-state buffer built into the corresponding register.<br> </p> <p style="MARGIN-BOTTOM: 12pt" class="Section1">Example A:&nbsp; Suppose the toggle switches are specified for <font face="Arial">IN R1,5</font> as stated earlier.&nbsp;&nbsp; The question is how to make the circuit carry out this instruction.<br> Suppose the control unit sets&nbsp; all the control signals to 0&nbsp; except for C0, C7&nbsp; which are set to 1.<br> As C0 is 1, pattern on <i>Data[7...0]</i>, which corresponds to 5&nbsp; appears on data bus. <br> As C7 is 1,&nbsp; and <i>Reg[1...0] </i>is 01,&nbsp;&nbsp; DE1 becomes 1.&nbsp; <br> When the clock is applied, data on data bus is thus latched to R1.&nbsp; None of the other registers change as their DE signals are 0.&nbsp; <br> Thus to carry out IN R1, data&nbsp; instruction, the control unit needs to set C0, C7 to 1 and remaining signals to 0.&nbsp; <br> More specifically, when&nbsp; <i>Inst[3...0]</i> = 1111,&nbsp;&nbsp;&nbsp;<i> C[8...0]</i> = 010000010.&nbsp; <br> </p> <p style="MARGIN-BOTTOM: 12pt" class="Section1"><b>Q2:</b>&nbsp; Find the control signal values for Example B.&nbsp; <br> <b>Q3:&nbsp;</b> What control signals have to be activated to display the contents of A ?&nbsp; We will call this <font face="Arial">OUTA </font>instruction. <br> </p> <p style="MARGIN-BOTTOM: 12pt" class="Section1">The Control Unit shown in Figure 2 responsible for generating <i>C[8...0]</i> for a given MC <i>Inst[3...0]</i>.&nbsp; It can easily be implemented using a ROM as shown in Figure 3.</p> <p style="MARGIN-BOTTOM: 12pt" class="Section1"><br> </p> <img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAXIAAAKmCAIAAADfAYL6AAAgAElEQVR4nO2dW4wcx3X3e267s0tqSVoUvaZJiZT8IEAwICMRIAwgg7aoKARkQw8mKcMxQOihYfshUPwSygHC0C9KEAEaJ0CEGJBIOh9CRBRBwwLGEsXlArEYiYHCpWKTjjOISMEPSxq8Lnd37l3fQ+30VF+na7qm+3T3/wdCmu3prj5zas5/6tanNAbSggaUEnd9Jhj4Lj3EHYZpI+76TDDwXXqIOwzTRtz1mWDgu/QQdximjbjrM8HAd+kBIREe+FAJ8F16QEiEBz5UAnyXHhAS4YEPlQDfpQeERHjgQyXAd+kBIREe+FAJ8F16QEiEBz5UAnyXHhAS4YEPlQDfpQeERHjgQyXAd+kBIREe+FAJ8F16QEiEBz5UAnyXHhAS4YEPlQDfpQeERHjgQyXAd+kBIREe+FAJ8F16QEiEJys+XKwyXVv790ZNeKPODvPjepjiU+27jJGVkBgnifHhuSPs3JERr13QBdWos8OCsrzRf/2GTW7koO07IENiQoIwifHhLw4xXWMv75AXlxrTNbYgHFisMr3CFvlb/AU/OHqDhbbvgAyJCQnCJMaHXFb4PylxsTRVrFikRJAYeWj7DsiQmJAgzMCBetL+BRSXBZ0drrq/BVkBTiAr4UmwrOgaO3qA3bgy5BNCVoAUkJXwJMaHYicooKBw0AkCUiQmJAiTGB+ashJcUNZwDNkOjmDIFjhITEgQJjE+/MUheUHpU6sILZE6O6wNukWYYAY2EhMShMmKDxf0QQfKIh+1/nEshwOMseyExDiBD5UA36UHhER44EMlwHfpASERHvhQCfBdekBIhAc+VAJ8lx4QEuGBD5UA36UHhER44EMlwHfpASERnqz40DPfivkuJpgBYyw7ITFOMuFDn3wrjPWXrkBWAGMsIyExZjLgQ598K3wBrsbe8H5uKBhp9V0WyUBIjJ30+9DnUUPG2EKNMXSCgED6Q2L8pN+HPokRTCArwCT9ITF+0u9DyAqQIv0hMX4S48ORU2T7d4I4kBVgkpiQIExifKgwRbb7IC5kBTDGEhQShEmMD0dOkc18861wICvAJDEhQZiBA2NPTCv7Tzr/PpbDgQBAVsKTYFnRR0hAOS7w/UsPkJXwJMaHI6fIjgTavgMyJCYkCJMYH46eIjsKaPsOyJCYkCBMYnwYJkX2+KHtOyBDYkKCMPChEuC79ICQCA98qAT4Lj0gJMIDHyoBvksPCInwwIdKgO/SA0IiPPChEuC79ICQCA98qAT4Lj0gJMIDHyoBvksPCInwwIdKgO/SA0IiPPChEuC79ICQCA98qAT4Lj0gJMKTGB+OnB0uEmj7DsiQmJAgTGJ8OHp2OCtvaKxWV2OSAG3fARkSExKESYwPw2SHGz+0fQdkSExIEGbgwNhzMsn+oyQu+P6lB8hKeBIsK5Ryr+D7lx4gK+FJjA+RHQ5EQ2JCgjCJ8SGyw4FoSExIECYxPkR2OBANiQkJwsCHSoDv0gNCIjzwoRLgu/SAkAgPfKgE+C49ICTCAx8qAb5LDwiJ8MCHSqDru06n0+12G42GYRiGYTSbTcaYYRjdbpe/6EVOp9PhtnW7XcMwGGOtVqvb7XKTVldX4/MWYwgJFcCHSkiA7z799NNvfvObGzZsmJ6eXrdu3czMzMaNG6enp++LnJmZmenpafPWTz31FBe7drt97949Ln8xOgohER74UAnDfFevVjTdsaN8cGq6pmmaVqnWhb8GB+rViqZpmscteCvg7NmzExMTExMTpVKpUChMTExMTk4WCgUtcnK53MTExNTUVLFYLBQKU1NTjz322KVLlzqdDm9PLS8vj+6q0IimxmhGooEPlTAGWbFcUtP7CsLq1Yr5uqYPpMT7Fu12u9frzc3N5fP5iYmJ7373u3v37t2/f//+/fv3xsELL7xgvv7a1762ZcuWfD7/3HPP/e53vzObLVKuUgtCIjzwoRIilBULNrlxvwUfQHn//fcLhcLk5OTq6mqn0+l0Or1er9lsRj+20mq1DMPodDrtdvvq1avf//73y+VyuVx+/vnnP/vss3a7He/wCkIiPJnzYTz5VsyYr1crml5d67MIUmHv15h/m3+6yIrYcBmqXO+9914ul8vlcnzwotvt8tFTI3JMOePNqN///vc//OEPS6XS1NTUc889t7S01Ov1RqgDVWQuJMYAfKgEKVkRh0i4EAiqYb70b62sjaYIB71lZWlpiTE2NzfHBzWWl5ebzSaffDEnZaKEawp/3el0Go3GjRs3fvCDHxQKhVKp9Oyzz16/fj16q0wQEuGBD5UgJSvObos4RuK4ZO0Et05QgLEVHsCdTofLiljNcU24NJtN3mxpt9v8v81m8+rVq/v27SsWi/l8fvPmzVpMHDhwQPwzFv+kAPhQCXKdIDchGPSC1g4pGlshKCuMMS4ojLFGo8EHXLrd7rlz57Zu3ZrL5aampqIRESeQFSXAh0oILyt9zAZIemWFr4LjUsLNaDQaN2/e/MlPfrJly5ZCofDMM8/EYhgHIREe+FAJ4WTFdc7YMh5rHXwRSxg2ZEtQVvhgLR82XllZ4cMrb7755rZt2zRN27Fjx9mzZ2MxjIOQCA98qITQrRXHCjdzVFavMVtrpb/4TbMMyCRHVhhjjUaDMcZHVQzDOHr06EMPPVQqlbZs2XL58uVbt27FZRhDSKgAPlTCuH3n1QkSSI6smH2fVqvFGHvnnXc2bNigadq6det+/etff/bZZ7HMT5kgJMIDHyqBtKzwUYyzZ89yWbnYZ2Fh4WIcLCwsfPLJJ+fPn19YWDh69OjOnTvz+fzDDz988uRJvkaOy01cICTCAx8qIQJZsXSQbPg/E8QHMt59910uK7GTz+eLxSKfSy4UCrlc7sEHH3z99deXlpZWVlbi1RSGkFABfKgE6r7r9Xrnzp178MEHcwTI5/P8Kcd8Pp/P57dv3/6P//iPd+7cYYy1223eRYoRhER44EMl0PVdq9XiQxV379794IMP5ghw5syZ+fn506dPnz59+syZM+fPn793716r1TKXycWrLAiJ8MCHSqDrO75IhD+8F+HjhH7wThlfrsIlb3l5udfr8SHk2PtBoUNCmKnTvDuuwanp8jk13NZtRwhkRQl0fcdlxYxkCnCTDMPgT1Gz/uiPYRiMQD8oVEjUdJuSOA6MUiJkJZvAd+lh9JCoVysuwSw+XToCkJXsAt+lh5FDwrIuWqRWswT4YOmjeDoXAuujYWJ3qlKt83UGVd18f1hpUuarJHOyEk++FZAcRg0J97aKnZpul4S1P7g8iFlEB5l3LOc7ulhepUFWkg58lx5GDYmaPryv42jQDC6yXj7QKLus2FLs+JQGWUk6dH2HDT1kGaOsOBs07vIh/mmXlcE5EqVFDWRFCdFm3nc8a+i/ypaDDT0CMsZOkMsprvLhdXyYrHiWFjWQFSVEmSJb+MaIP5Det8CGHlKMHBLeQ7b9QQ+0VoAMEcqKI0eCWzY5C9jQQ4rRQ2L4BHPw0ZAAsoKxlbQTT+Z9y7cHG3ooIlRI2OdqePfUNvMbZO7GIituKbykSosayIoSIs+8b5aKDT1UEzokhJUkmtsobqCVJpYvR/9UN7HAupX0EkPmfXuLGxt6KAIhER74UAlRZ953WRCenOxwQTb0iMUwDkIiPPChEiLNvO89MpgMWWGEN/SwEZd/kg58qIQIM+97TWMmR1aCbOgRk4zYicU/KQA+VEJ0mfet44HmCUmSlR429Eg78KESSKfIZsRkhWFDj7QDHyoBsiIBNvRIPfChEuhm3jcHRLGhR0BGDQlrrklHn9brRGudrb3ncpUlcQJ1ICtKIO07bOghhWiqzHVuE3SWVbDmSfbnehx/u8jHkB8WYozqQ2CBuu962NAjMCplxXbQfRbP/sCopuuOPm9N13Q9QEIXIkBWlEDXd9jQQxalsuL/SI9wpZjzQq/Zx9LMbJOQlSxB13fY0EOWsbVWvPM8Dd7pn2/VFf5XkPRzRICsKIGu77ChhywKZcU6cuL9+N/g0v4rtzXWkJWsAd+lh1Cy4sD1oWTXSy2yIupKv+UCWcka8F16UNNasU/xMLlOkKArZn8IspI14Lv0oKwT5Lr9RrAh2/5L3h0SntuArGQJur5D5n1ZFI6tuOaK850sEs8wMwkOHfIlB2RFCQnwHTLvB0ShrHgloRyyHM72/Kn4J2QlS0S7oYejTP8NPZB5X4pRQ8InQbZLDi4Tl7kja24vy1+QlSwR5YYe5hHrdxKZ9xWBkAgPfKiESGVl7QdQ1yvBZMVA5n0ZEBLhgQ+VEOmGHvVazZGaP3mZ97vdrjPz/je+8Y3kZ94H8KEa4tjQI7CsIPO+FAiJ8MCHSohhQ4+AstKjl8YJmfdTT+Z8+IbGauoH06Pe0MNxQpJkhSHzftqBD5UQ6YYe9jJ9SiMpK8i8n3rgQyVEuKGHs0zXP/sQlJUeMu+nHfhQCdFt6OFSpuuffQjKCkPm/bQDHyoBmfclQOb91AMfKoG0rPSQeV8GhER44EMl0N3QgyHzviSiqfFaklzgQyVQ910PmfcDg5AID3yoBLq+Q+Z9WRAS4YEPlUDXd8i8LwtCIjzwoRLo+g6Z92VBSIQHPlQCfJceEBLhgQ+VAN+lB4REeOBDJdD1HVJky4KQCA98qIQE+A4psgOCkAgPfKgE0r5DimwpEBLhyZwP48m3EitIkS1F5kJiDMCHSoh4Qw9zS4hAG3oYSJEtA0IiPPChEiLNvG+mZLHkqkSKbEUgJMKTGB+eO8LOHYnbCE+ilBXh9dBcc4wxpMiWJDEhQZjE+PAXh5iusZd30BSXCDf08JKb5ORbQYrs1JMYH3JZ4f/oiUuEG3okX1YYUmSnnYED9aT9oyQuEW7okXxZQYrs1DNwYOwyMcK/owfYjStxu5CxSDf0SL6s9IQU2XxaSkyR/dBDD83NzcViGAeyEp7E+FDsBFESFE6UG3rIDdkSlBWGFNlpJzE+NGWFmKBwIt3QQ2qCmaCsIEV26kmMD39xiKagcCLe0MM8O9CGHj2kyJYhMSFBGPhQCXQz7zOkyJZENDVeS5ILfKgE0rLCGFJkS4CQCA98qAS6G3ogRbYsCInwwIdKoOs7pMiWBSERHvhQCXR9hxTZsiAkwpM5H2Yw3wqQInMhMQbgQyXAd+kBIREe+FAJ8F16QEiEBz5UAnyXHhAS4YEPlQDfpQeERHjgQyXAd+kBIRGexPgw2UknQXJITEgQJjE+THbSSZAcEhMShEmMD5OddBIkh8SEBGEGDow91ZvsP0rigu9feoCshCfBskIppRO+f+kBshKexPgw2UknQXJITEgQJjE+THbSSZAcEhMShEmMD5OddBIkh8SEBGHgQyXAd+kBIREe+FAJ8F16QEiEJ3M+RL4V4E/mQmIMwIdKgO/SA0IiPPChEuC79ICQCA98qAT4Lj0gJMIDHyoBvksPCInwwIdKgO/SA0IiPPChEuC79ICQCE9WfLhYHTxP9IZj77/FKtN14e86O8xP1u1nepBq32WMrITEOEmMD8Nkh1vQBYGos8M2ZanZFeSN/glvuGmQG7R9B2RITEgQJjE+HD07XI3pGlsQDixWmV5hi/zNCtM19oaoO7XBu/ZWjCe0fQdkSExIECYxPhw5O5ylqeJ8t8aYVT4sUiJIjC+0fQdkSExIEGbgwNhzMsn+CyguCzo7XB1yDmQFmEBWwpNgWdGD5V6BrAApICvhSYwPR84O598J4kBWgEliQoIwifHh6NnhHEO27oO4GLIFjLEEhQRhEuPDMNnhahWh0VFnhzV7t8gmH5hgzjKJCQnCZMWHC/qgAzV8OVytfzKWw2WPrITEOIEPlQDfpQeERHjgQyXAd+kBIREe+FAJ8F16QEiEBz5UAnyXHhAS4YEPlQDfpQeERHjgQyXAd+kBIREe+FAJ8F16QEiEBz5UAnyXHhAS4YEPlQDfpQeERHjgQyXAd+kBIREe+FAJ8F16QEiEBz5UAnyXHhAS4YEPlQDfpQeERHjgQyXAd+kBIREe+FAJ8F16QEiEBz5UAnyXHhAS4YEPlQDfpQeERHjgQyXAd+kBIREe+FAJ8F16QEiEBz5UAnyXHjSglLjrM8HAd+kh7jBMG3HXZ4KB79JD3GGYNuKuzwQD36WHuMMwbcRdnwkGvgMAKAayAgBQDGQFAKAYyAoAQDGQFQCAYiArAADFQFYAAIqBrAAAFANZAQAoBrICAFAMZAUAoBjICgBAMZAVAIBiICsAAMVAVgAAioGsAAAUA1kBACgGsgIAUAxkBQCgGMhKfNSrFTNvql4b/7287iHaIVjid4mqWzPGarpw80q1Hv6G0qj6pKAPZCUmarotgqW/2FLB4H2yxZDRLBn11o671fTIlAVSMk4gK7FgjWXGv+WSAaVGVmq67b7K482zQLfPHFm0Q1bGCWQlDhyqYmHQKekHXb1a0fRq/3ClWhf6DpVqnbF6tVLR9Uq/D+NRgldse7/Tf8MsUK+uHXUxyfxo1v6U162HB7ZZlmiG201dzxQdYrfK4T3nJ/VzPhgCZCUOHE0E63v977j5sl6tmF9oy0FLMPT/8CrBK4aFmBNPGVwyKJAHXV9WHCbZb+0I2qBOsNx+0Kpxv6nnmR4OcZUSV/u9nQ98gazEgU9EWYKwf57YXTBPsAeGa8NELGFoPPT1xRatFmv7geV5R8eHDCYrgrY5rwrsB9czh1oVvCh0nYIBWYkDnx89S7D1v8VDY0B8PbQEf8woEi8NaBKzTSv5yspwMRLx1wLfM4da5S6gwz4p8AayEgtOXRFbAb5tjaGyItVacRE4Rzh5tlZcTTJPHdpQcm1R+F41vInhdaavVcNbK5AVOSAr8SB22D27757DKI4YtsdD8LEVqyH24Qn/sRW3X3vxzkP7X2431xy3H6akw870tMrpvcDOB75AVuLDOWnC8ZiMcA0nlyAfWoKvIVatc3RtdN33N1y8cS1Y/8vah7GcaJ2v8fTDsDNdrfLyXlDnAz8gK0CKIfM3ADDIChiO2F/ADCsIAGQFDEfoqKCpAoYDWQEAKAayAgBQDGQFAKAYyAoAQDGQFQCAYiArAADFQFYAAIqBrAAAFANZAQAoBrICAFAMZAUAoBjICgBAMZAVAIBiICsAAMVAVgAAioGsAAAUA1kBACgGsgIAUAxkBQCgGMgKAEAxkBUAgGIgKwAAxUBWAACKgawAABQDWQEAKAayAgBQDGQFAKAYyAoAQDGQFQCAYiArAADFZEhWOp1Ot9ttNBqGYRiG0Ww2GWOGYXS7Xf6iFzmdTofb1u12DcNgjLVarW63y01aXV2Nz1sAjE6GZMXk008//eY3v7lhw4bp6el169bNzMxs3Lhxenr6vsiZmZmZnp42b/3UU09xsWu32/fu3ePyF7e3AJBmJFmpVyuaDb0mXUpN1zRN0yrVurXktaL6NxmhZE94K+Ds2bMTExMTExOlUqlQKExMTExOThYKBftnGj+5XG5iYmJqaqpYLBYKhampqccee+zSpUudToe3p5aXl9V9egAiYmRZsUR7TbfJQxBquv0aLjRCyY4bhaTdbvd6vbm5uXw+PzEx8Wd/9mff+ta39u3bt2/fvm/Fwf79+83Xu3bt2rJlSz6ff+655/73f//XbLao+/QARIQaWRkp/i2ywtsmFV2vjFNW+ADK+++/XygUJicnV1dXO51Op9Pp9XrNZjP6sZVWq2UYRqfTabfbV69e/f73v18ul8vl8vPPP//ZZ5+1220Mr4AkMg5ZWevdONod/Fi1f6pVVmq1urNk1bLCee+993K5XC6X44MX3W6Xj54akcPlrNvt8mbU73//+x/+8IelUmlqauob3/jG0tJSr9dT/ekBGDvqOkHCkAh/Wa9W+roxeJ/Li1NW3EtWLStLS0uMsbm5OT6osby83Gw2+eSLOSkTJbyJxF93Op1Go3Hjxo0f/OAHhUKhVCo9++yz169fj94qAEKiZsjW2pkRmy2Vat0mIKbERC0rPIA7nQ6XFU0bfPa4JlyazSZvtrTbbf7fZrN59erVffv2FYvFfD6/efPmWAwDIAyhWyv1akXs7dgVp1Kti80W8WLICmOMcUFhjDUaDT7g0u12z507t3Xr1lwuNzU1Nc6ZKAsHDhyIywkgZajoBInzQK5CgNaKB3wVHJcSbkaj0bh58+ZPfvKTLVu2FAqFZ555BrICEofyCWbbyhP+ksTYCkFZ6fV6vLXS7Xb5tFSj0XjzzTe3bdumadpDDz00NzcXi2EAhEHRTBCf/Vk7Zs4ECaoxmAnS+2oCWWGMsUajwRjjoyqGYRw9evShhx4qlUpbtmy5fPnyrVu34jIMgJGJfvF+zU9WbKRdVsy+T6vVYoy98847GzZs0DRt3bp1v/71rz/77LNY5qcACEkksiKO2Q76QzHICh/FOHv2LJeVT/pcvHjxkzi4ePHif//3f//nf/7nxYsXjx07tnPnznw+v3PnzrfffpuvkeNyA0CyiKi1IkwQmVLi9kyQyyWKF+8bhvHuu+9yWYmdfD5fLBb5XHKhUMjlcg8++ODrr7++tLS0srICTQEJJXNPMPd6vQ8++ODBBx/MESCfz/OnHPP5fD6f3759+z/8wz/cuXOHMdZut3kXCYDEkSFZabVafKji7t27H3zwwRwBzpw5Mz8/f/r06dOnT585c+b8+fP37t1rtVrmMjmiyuLyCLsW9GFTJY+/j+epDg/zpB+iHad9ySBDssIXifCH96J8ntAH3injy1W45C0vL/d6PT6EnIB+0Ajho+bxd9VW+VwrPJkSiQVpIHOyYkYyBbhJhmHwp6gZY/yZZsMwWCL6QSpkRX0MqpWVIHMLKi1IAxmSFaAed43w7TsoefxdvMS8YrBwwWaAo8x6tVLR9Yrm0gxxba04rdPE9Z16tW+gy2Lzmj5aPyrRQFZACOxBKHQYvPoOSh5/tyzgFtYu8JeWW7iVaXuQzW6e1+CK7dNVqvW1810t1Wvj6OAlA8gKCIHfqmiPvoOSx9/dngtxt8q1TOvDr36fiHmd7FaUVcH0qvdd0g5kBYTA+dCph0i4XzLy4+/u/SZno8e9TL+hD48HU2wJlt2LssqKVqnWsjrEki1Z4Xt6mNO3/HkcPinD4tjTgyemY8KGHjxZHJ8VSkDGyRFbK6Eff/c6kx/0bK142DDkLdc2jnjQXVY8n6fNAKPKipLVB/aFtoOhOetvg3rBv3z58u7du2dmZtatW8c31vjc5z63fv36mchZv349t2HDhg1PPPEEV7pOp7O8vGxOCdFF1diK7OPv5ruuz4VY4t+tTBlZGRRm+3CBZCWjwhJGVsKvPvBMxOI24qYGPmV78uTJUqk0MTFRLBZLpVKxWJyamsrn847RuvGSy+VKpdL09DRfv18ul2dnZxcWFnhi3VarRX1DDyUzQSM8/u43EzS4wHGGb7PIbr+J5bvYL6jfvxkqK37jw6lFmayMFP+irAivhzZiQ8CTUZ84cYLv6fGd73xn7969e/fuFffWiAxxL5Fnnnlm69atmqZ99atfvXTpEt/QA08wW8nkT38CGZOsyCff9+qWq5YVPoDy1ltvFQqFcrncaDT4qrNer9dqtSIeW+FjPXy459q1awcPHiyXy5OTk3v27KnX6+12m/eJMo374++ANEo7QbKrD+KQFc7x48f5w35cZXinw1zzGiU87z+XtsXFxcOHDxeLxenp6T179ty9e7eHDT0s/RI0VZKBsiHbsMn3o5IVvqfH22+/ncvlJicnl5eXeaPAiOO5Pr75GX/N2ywrKys/+tGP+IYeX//617GhB0giKlorI68+iFxWev0EcSdOnMgRSBDHO0GMMf5IIc9lu7i4+OKLL5ZKJWzoARKKok6QguT7UQzZUpMVJqxY4XkbeI/s448/fvjhh3O53NTUVCxWARCGcUwwB159EPkEMzVZEcduuQ3NZvP27ds//elPt27dWigUdu/eHb1VAIRE3UyQguT7XvNHqZUVwzDM0WJzTurEiRM7d+7M5XLbtm07c+aMx5KXKMDOQWA0Ylm8H3/yfSKywvqjKlxWer3eqVOnHnnkkVKp9MADD1y6dOnWrVuQFZA4opIV99UHWZeVXj8RHF+fMj8/v2nTJk3TpqenP/roo6tXr2I5HEgi0bVW3FYfRJ18nw9kdLtdPsGsxb2nB7/p+fPnL168ePLkya985Suapm3fvv3IkSPtdhsbeoCEkq0nmFk/qyNfDhd9t8JGLpfjDyWZG3rcf//9r7766p07d1ZXV6EpIKFkTlYYY91u95e//OXs7GzE23e4UiqVuKAUCoXZ2dlXXnmFb5CagES2AHiQLVkx9/S4efPmr371q5i28bBw9uzZ06dPv/fee2fOnPnwww/v3r3LN/To9fOwxO0zAKTJlqzwtWdi9qZ4MRPuN5tN3uVZWlrijymxRGzoAYAbWZQVvlSEAr1ej78wV/GbmesY+kEgsWRLVgAAEQBZAQAoBrICAFAMZAUAoBjICgBAMZAVAIBiICsAAMVAVgAAioGsAAAUA1kBACgGsgIAUAxkBQCgGMgKAEAxkBUAgGIgKwAAxUBWAACKgawAABQDWQEAKAaykn7qdf8d3kiQCCNBQCAr0SNsxGYybHNHb/x3hhR3kxyx9AHDt4ELsE2lC7YtL8PYC0gAWYke5/6vYYPf/14jlzzY1bZf1DBlCS8rIA1AVqLHbVtpSzy67Su7dlL/aNVlH2vHZcKBtfu5llyvVniBtvs5NMIiM65FiZd4fArzsNNqvRaghJquVao18x3IEUUgK9HjLyuWn27hj5puj0SrrIgxP3gtluZVcr1acQ1Pn+aJj5EDRfP6FHrNxzBLCZYPJJRgviEcB4SArESPU1ZsUSO+2T/Z2nQQYs5NVqyXDynZrw8iDK3Y2jHuRXkZI3wKfyPNEuxOMq+0FuFeIIgZyEr0uA3Z9kPD7T2tUq17Rpnt590+tDqIWK+S3ZJLieMAACAASURBVFtPdvr6YuqQe1Frxvh9Co9mkV1W7D0w8xzISgKArESPJYxrumYfF3VrOQSQFbFATXN0RrzbJEFkxWKcd1GCrHh9CshKBoCsRI+bRLgMi1gZ2gly3MJsiXh0gjztEcyyHe4f8izKv0eGTlBWgKxEj/vYimWyxhSKwaiLLfZ8h2zd2yh+JbuFpn0oV9Ayr6KsPTL3E4QihI8sNWQLWSEOZCV6PGaCbMriMVK6drCqC2FmmSOxDa9YZo3cS/brBFmWwzl6JY43PKaHHeJkGwISjAwywQxZoQ5kJZlgMSogDGQlIVhWaGBZKiANZCUxeHWNAKAGZAUAoBjICgBAMZAVAIBiICsAAMVAVgAAioGsAAAUA1kBACgGsgIAUAxkBQCgGMgKAEAxkBUAgGIgKwAAxUBWAACKgawAABQDWQEAKAayAgBQDGQFxMS5I+zckbGUvFhlurb27w0x0W2dHebH9bHcF/SBrIDIOXeEvbyD6Rr7xSH1hS/ogmrU2WFBWd7ov37DJjdAMZAVECGmoPB/6mWlxnSNLQgHFqtMr7BF/hZ/wQ+iwTJGICtgzPzfh+x38+zkX7KDDw0ERdW/l3dY7mVpqlixSIkgMWAMQFbAmPnLberVxEdWDlfdzYCsRAhkBYwZsdcDWckGkBUwZkxZqf+KHT1gEQXlYyvoBNEAsgLGjCkrN64wxtiNKwNxiWDIdnAEQ7bRAVkBY8YmKxwuLuOYYK5VhJZInR3WBt0iTDBHBWQFjBlXWRkrC7rHcrha/ziaKuMFsgLGTPSyAuIGsgLGDGQle0BWwJiBrGQPyAoYM5CV7AFZAWMGspI9ICvADy00V769Nimz475Q5cTtCSABagv4EV5WXvqy9jd/pP3NH2kbJyArWQG1BfygENIUbABSoLaAHxRCmoINQArUFvCDQkhTsAFIgdoCflAIaQo2AClQW8APCiFNwQYgBWoL+EEhpCnYAKRAbQE/KIQ0BRuAFKgt4AeFkKZgA5ACtQX8oBDSFGwAUqC2gB8UQpqCDUAK1Bbwg0JIU7ABSJG52up0Ot1ut9lsGoZhGEaj0WCM9Xq9Xq/HGDMMoxct3W6X37rb7RqGwRhrNpvdbrfT6TDGVldXY/UWiZCmYAOQIru1dfny5d27d8/MzKxbt+6+++6bmZn53Oc+t379+pnIWb9+Pbdhw4YNTzzxBFe6TqezvLzMtS9GL1EIaQo2AClGqq16tWJ9urRSrYczo6ab5ay9tBTev6GuJF16t9tljJ08ebJUKk1MTBSLxVKpVCwWp6am8vm8Fi25XK5UKk1PTxeLxXw+Xy6XZ2dnFxYWOp2OYRitVmt5eVnFhx4RbmSMBhCxAUgxsqyIEV7T/ZXFfr6Tmu5aQE0fSMnwQoLSbrd7vd6JEyfy+fzExMR3vvOdvXv37t27d//+/d+KnH379u3bt4+/fuaZZ7Zu3app2le/+tVLly41m03GGO8NxQWFkKZgA5BCiaxY4z/I+XZcZcVaqDpZ4QMob731VqFQKJfLjUaj3W7zMY5WqxXx2Aof6+HDPdeuXTt48GC5XJ6cnNyzZ0+9Xm+327xPFBcUQpqCDUAKRbIi6oLYi9Frwt9eJzBXWalXK5Zj6mSFc/z48Vwul8vluMrwTgcfN42YVqvV7Xa5tC0uLh4+fLhYLE5PT+/Zs+fu3bt8QDcuKIQ0BRuAFKpkxTwkNDHMvpHlfLcTXGTFcQ91srK0tMQYe/vtt3O53OTk5PLyMm8UcFlRcQcJOp2O2c3hbZaVlZWXX365UCiUSqWnn376+vXrEZskQiGkKdgApFAuKyJ9sfBUBFNNHLLivESRrPAf/06nc+LEiVwuJ35fY5lz4Z0gxlir1eJ/NhqNxcXFF198sVQq5fP5zZs3R2+VCYWQpmADkGIMnSDLPJGbrDhPcMhKUOGSh5qsMGHFSqvV6nQ6vEf28ccfP/zww7lcbmpqKvi8kkIOHDjAaIQ0BRuAFKqHbC0jIm6tFdcTHLLiMdaSQlkRx265Dc1m8/bt2z/96U+3bt1aKBR2794NWYndBiCF6glm28jJQFbE8VrHCXYZcZOQlMqKYRjmaLE5J3XixImdO3fmcrlt27adOXMmeqtMKIQ0BRuAFGqWw7n2cCrVWl8J1g6Kr60n2GTFbb45pbLC+qMqXFZ6vd7Pf/7zL33pS6VS6YEHHvjNb35z8+bNWKziUAhpCjYAKYjUlsdyOJGUykqv1+P35etT5ufnN23apGna9PT0Rx99dPXqVSyHo2ADkIJIbUUqK71er9vt8glmTdM+6XPx4sVPIoff9Pz58xcvXjx58uRXvvIVTdO2b99+5MiRdrvdbrd5WyYuKIQ0BRuAFERqS3gmyA21zwS1Wi3DMPhyuFEGM5WSy+X4Q0n5fL5QKORyufvvv//VV1+9c+fO6upqvJrCaIQ0BRuAFBmtrW63+8tf/nJ2djZHgFKpxAWlUCjMzs6+8sort27dYozx4dt4HUUhpCnYAKTIXG3xtSGMsZs3b/77v//7GQLMzc29995777777vvvv/8f//Efd+/ebbVazWaz18/DEqO7KIQ0BRuAFJmrLb72TMzeFC98/RtjrNls8i7P0tISf0yJMbaysoKxFQo2ACkyV1tcVvhSEQr0ej3+wlzFb2auYwT6QRRCmoINQArUFvCDQkhTsAFIgdoCflAIaQo2AClQW8APCiFNwQYgBWoL+EEhpCnYAKTIXG1hQw8pKIQ0BRuAFNmtLWzoEQQKIU3BBiAFvQ09rDfgR7ChR1xwI2M0gIgNQAqKG3oMihMTtWBDjzigENIUbABSENzQw+NpZmzoEQcUQpqCDUAKeht6eMkHNvSIAwohTcEGIAW9DT1q+lraOFF23G86ItjQIzhhQtoxBKfZ63T8NoBYoLehh5Dh1jJok9LscJnY0MO+lVwcNoAIobehh2VoRbgypbLCAmzoEYtVHMgKGAF6G3pYCk+/rIhjt8xjQ4/orTKBrIARoLihx+APcYIppbJiBNjQw3WEIgIOHDigJqQhKxmD5oYeg3OUD9lSkxUWYEOPMSqHL5AVMBpEagsbeqR6Qw/ISsYgUlvY0CPVG3pAVjIGkdrChh6p3tADspIxMlpb2NAjIJAVMAKZqy1s6CEFhZCmYAOQInO1hQ09pKAQ0hRsAFJkrrawoYcUFEKagg1ACtQW8INCSFOwAUiB2gJ+UAhpCjYAKVBbwA8KIU3BBiBF5moLmfelCB/SYtKu0RYeQVYSR3ZrC5n3gxAypK3JSOvVyijKAllJHCQz74vlm49Aj/xj5wCZ94PDjRz1asczGf45j8diA4gBipn3WU13OR2Z9+MgXEiP2DxRagOIAYKZ9z2eO0Tm/TgIHdLC0MqobVrISuKgl3mf1auV8W7owUHm/SCoC+l+rWNsJQPQy7zParpWqVQcP3DIvB8HikN6pGcOISuJg17mfXuy25QnnUxz5n2XrvEoY7aQlcRBL/O+X7EplBUWIPO+z0TSWAmddLJerThanJgJygD0Mu8zW7kplxVxXRxzy7z/9NNPJ1ZWGLMthxtp1Da8DSBi6GXet2XbF0dy0ygrRoDM+9FbZUIhpCnYAKSgmHlfKN5WcAplhQXIvB+LVRwKIU3BBiAFkdpC5v1UZ95Pvg1ACiK1hcz7qc68n3wbgBREaguZ91OdeT/5NgApMlpbyLwfEAohTcEGIEXmaguZ96WgENIUbABSZK62kHlfinAhbVmzomnaaN1YyEriyFxtIfO+FOFlRSaDxjhsADGA2gJ+qJUVpHHKCKgt4Ify1soIvSDISuLIXG0hRbYUqsdWRnkqCLKSOLJbW0iRHQS1rRX7E81R2ABiIIu1hRTZwVErK8i3khGyWFtIkR0cyAoYgSzWloEU2YFRKysj5ZyErCQPkvsEDe6y9p1U+0wQBymygxBeVqxgOVwmILlPkFnoGPKtMKTIloFCSFOwAUhBcZ+g/oGKIwNuCvOtpDlFdopsAFIQ3CeI30CvuSTWTqGsMMIpsk1icYsJBRuAFAT3CepnsM2GrIjr4hixFNkm0btFJC4bFhcXDx48GP19UwC9fYJYTecvsyErBlJkU7Vh165d8/Pz0d83BZDbJ2jw2Eg2ZIUhRTZJGw4dOnTo0KGIb5oaqO0T5PIUibvKjAo1WekhRTY9G+bn53ft2hXlHVMGvX2CvO6CFNlxoCSkefN05MqLWFauXLny5JNPLi4uRnbH9EFxnyChpLGsW6GfIvvv//7vU5Qiu6ZrWqUyyvpadTYEpdFo7Nq168MPP4zmdmmFyLxddBt6cJAiOyAKQpq3T0dbt6/KhsC89NJLr7322vjKv3379qlTp8ZXPhEyJytIkS1F+JAWB9hG05XIZOXUqVPPP//8WG9x5coVTdMeffTRI0eOjPVG8UJHVjQtkn2CkCJbirAhLYhJvVqh/EzQlStXHn/88du3b4/7Lmb/d3Z29rXXXov3UdIxQURWogMpsqUIGdLWJspImWwjkZVGo/H444//9re/DXLywsLCvDevvPLKIQ8OHjz45JNP2gbXNm7ceOjQoZSNEGdOVoAU4ULaZbmAwsQIjUbDJ7xPnTrlFd6HDh363ve+t0tgdnb20UcfFf8MOOKuinK5PNYxnYiBrAA/vEI6EO5ZnEZMOpliZmdnX3/99RGdTBLICvCDf+9Hu9atzzPKwG28Me9EbNc4OXjwoE8raX5+Xixq48aNr7zySvqGVyArwA/+7R/lSg8BGWHg1ifCfcL7T//0T33C+/XXX5+fn3/nnXe+9KUvHT9+3NaBunLlyigfWebjlMvlgwcPjnuEOC4yJyvY0EOK0WUlCTY8//zz0a8i0TTte9/7XsrGaG1kTlZMsKFHEFIsK6+99tpLL72kvNihjLUpRASSuWwHEwjikgdNVS5bbOgRHG5kjAaMyYYPP/xw165d6RvUIAK9XLYezyUqXLyPDT2Ck0pZWVxcfPLJJ7PQaogLqrlsncfVyYqBDT0Ck0pZQX6mcUMzl61wH/Ow0kcNGTb0CEb6ZAX5mSKAYi7bfnmapWuFDT3iIGWygvxM0UAwl631fdVjKz1i2eGwoUeUNrz00ktpXSpCCnK5bJlfsSmUFYYNPYZBwQYgBbVctjbSLyviujiGDT3coGADkIJeLltbx0f1kC01WTGwoUcSbABSUMxlKxSPDT2woQcJG4AURGoruqST1GSlhw09kmADkIJIbUUqKz1s6BEYCiFNwQYgBZHaii6XLcOGHjJwI2EDkCKjtYUNPQJCIaQp2ACkyFxtYUMPKSiENAUbgBSZqy1s6CEFhZCmYAOQInO1hQ09pKAQ0hRsAFKgtoAfFEKagg1ACtQW8INCSFOwAUiB2gJ+UAhpCjYAKVBbwA8KIU3BBiAFagv4QSGkKdgApMhcbfEJF54LzjAMvhGPuVmPYRjdaDEnmE0bGo1Gt79P0MrKSqzeIhHSFGwAUpDc0MPxCLPaxfuchYWFJ554olQqaZpWKBSKxWK5XOZLXSMmn8/zlfvFYvHRRx+t1+s8E+XKyorRX8ASFxRCmoINQAp6G3q4J7tVmcuWNwROnjzJH8Ypl8vFYpHLSvT7BOXz+WKxODk5yfWlXC5v2rTp5MmT7XbbMIx2ux3vxoYUQpqCDUAKeht6OFKvrF2pTlZ4F+Ptt9/O5/PT09NvvvnmsWPHjh49+rOf/exofBw7duzHP/7xY489pmnao48+WqvV7t27x/rZWOKCQkhTsAFIQXpDD4tcKd3QwzCMf/u3fysWi4VCgScf4Fqzuroa8dgKX0fbbrfv3bvXarWOHj06MzOTz+c///nP/9d//Vej0UBrhYINQAqqG3qYhY5hnyA+WnH8+HFN0wqFAl8+3263WUyZnPhq/V6vxzs+Z86c+fznPz89Pb1x48bLly8jjRMFG4AUdDf0qFcr40g6aRjGyspKr9fjaZxKpVKz2ex0OlxWoh8fNZ/64U8e8gesT548+cgjjxQKhS9+8Yv/9E//FLFJIhRCmoINQAqiG3rUqxX7KHB6k06aKbLb7Taf/15dXT127NjmzZtzuVy5XI7eKhMKIU3BBiAFxQ097O0Ur5uOBDVZYf09oc2nlpvN5r179y5cuPDlL385l8vt2LEjFqs4FEKagg1ACnobelh0x+emI0JNVsyxW76rPB85/vTTT5977rl8Pj81NfXXf/3X0VtlQiGkKdgApCC3oYc4TWQpPKWywhgzh3VWVlY6nc7//M//7Nu3j09+/+hHP7px44bdI5ETi1tMKNgApCBSW9nd0IOPqjDG+CT35cuXn3766WKxODU19Xd/93d/+MMfVldXY5WU+EOagg1ACiK1lWlZMSenfvvb3+7Zsyefz993332HDx/mGSebzWb0VplQCGkKNgApiNRWpBt68HUiJ06ciH6pvhM+yT05OZnL5fjDQeVy+S/+4i/+8Ic/NBoNbOhBxAYgRUZrq9vt/vznP9+0aVMsO3iI8GeCuKAUi8VNmzb9+Z//+bVr1xhjfEFNvI6iENIUbABSZK62+NoQxtj169dPnTr1/wjwr//6rz/72c+OHTv2L//yL++8886NGzfa7TY29CBlA5Aic7XF157xfCvRbNnhD8+3YhgGNvSgbAOQInO11SW/oQffy5XLCjb0IGIDkAK1BfygENIUbABSoLaAHxRCmoINQArUFvCDQkhTsAFIgdoCflAIaQo2ACkyV1vIvC8FhZCmYAOQgmTm/cFdhMcMNQ2Z96OHQkhTsAFIQTDz/qDMcWSHY8i8LwOFkKZgA5CCXub9ftukouuOnHLIvB81FEKagg1ACoqZ9+u1Wt15l2xk3j927BjPvL9lyxZk3qdjA5CCcOb9sclKD5n3A0MhpCnYAKSgm3l/TLJiIPO+DBRCmoINQAqimfdd7pLSNE69AJn3pceBVRO9W0Qo2ACkoJh53/0uKZUVFiDzfpyKomla3CFNwQYgBb3M+153SamsmGO3yLxP2QYgBbnM+9a7pF9WWIDM+7FYxaEQ0hRsAFIQqa1Mp8juDsu8H71VJhRCmoINQAoitZVpWTGQeZ+8DUAKIrWFzPvIvE/aBiBFRmuri8z7waAQ0hRsAFJkrraQeV8KCiFNwQYgReZqC5n3paAQ0hRsAFJkrra6yLwvA4WQpmADkAK1BfygENIUbABSoLaAHxRCmoINQIrM1Rbva/A5ZsMwGo0G6z89zPqP50RJt5/ClvfOGGPNZrPbz2Ub71o4RiOkKdgApMhubV26dOnrX//6+vXrp6am1q1bt379+o0bN05PT6+Plvvuu2/dunXchpmZmT/+4z/mStfpdHh2OCOmRwo4FEKagg1AiizWFh8EPXnyZKlUmpiYKJVKpVKJr5ePfoFcLpcrlUrT09N89Uq5XJ6dnb1w4QIfVG61WsvLyzH6ikJIU7ABSJHF2mq3271ej6+ynZiY+O53v7t///79+/d/+9vf3hc5L7zwwgsvvMBf/8mf/MkXv/hFTdOeeuqp3/zmN3zZPrLDUbABSJHF2uIDKG+99VahUCiXy41Gg8/j9no9np0gSvhYDx/uuXbt2ssvv1wulycnJ/fs2VOv19vtNu8TxQWFkKZgA5CC5j5B5g3GuE/Q8ePH+fJ5rjJmirbol65wLePSdu3atR//+MfFYnF6evrZZ5+9e/duD/sEEbABSEFxnyAz05NlmxB1KbKXlpYYYzyX7eTk5PLyMm8UGP0cBVHCdxrjr3mbZWVl5a/+6q8KhUKpVPra1752/fr1iE0SoRDSFGwAUhDcJ8iWFlfMVpnCxAji4lr+Z6PRWFxcfPHFF0ulUj6f37x5c/RWmVAIaQo2ACno7RNk3/3D9fjoUJMVJqxY4Wn3eY/s448/fvjhh3O53NTUVJAZpbESi1tMKNgApKC3T1DGZEUcu+U2NJvN27dv//M///PWrVsLhcLu3btjlZT4Q5qCDUAKevsEZUxWjP5zj91u15yTOnHixI4dO3K53LZt2+bm5qK3yoRCSFOwAUhBb5+gjMkK64+qcFnp9XqnTp165JFHSqXSAw88cPny5Vu3bsViFYdCSFOwAUhBcJ+gbA3Z9no9fl++PmV+fn7jxo2apk1PT58/f/7q1atYDkfBBiAFxX2CxjrBzAcyut0un2DWNG2hz4ULFxYi58KFCxcvXvzwww8vXLhw4sSJxx9/XNO07du3Hz16tN1u823nQ3/o0aEQ0hRsAFLQ3CfInCsay9buPE8SXw4XeNRyXORyuWKxyOeSC4VCLpe7//77X3311Tt37qyuriJFNhEbgBREaiu6DT043W733Xff/cIXvhB1Rmw3SqUSF5RCofCFL3zhb//2b/l4Suyp4RiNkKZgA5CCSG1FJyt8bQhj7NatWx988MFZAszPz7///vunT5+em5v76KOP7t69y7cH6iFFNhkbgBREaiu6fYL42jMxe1O88PVvjDGkyKZsA5Aic7WVlBTZhmEwAv0gCiFNwQYgBWoL+EEhpCnYAKRAbQE/KIQ0BRuAFKgt4AeFkKZgA5ACtQX8oBDSFGwAUqC2gB8UQpqCDUAK1Bbwg0JIU7ABSIHaAn5QCGkKNgApUFvADwohTcEGIAVqC/hBIaQp2ACkQG0BPyiENAUbgBSoLeAHhZCmYAOQArUF/KAQ0hRsAFKgtoAfGhni9gSQALUF/IhbTAbE7QkgAWoLAKAYyAoAQDGQFQCAYiArAADFQFYAAIqBrAAAFANZAQAoBrICAFAMZAUAoBjICgBAMZAVAIBiICsAAMVAVgAAioGsAAAUA1kBACgGsgIAUAxkBQCgGMgKAEAxkBVi1KsVTa/Zj9gOjYmarlWqdac9FhxnhMP5eUHygawQwxZm9WpFdSB74yUrYtjXdH9lkZUJVbICeaIEZIUYlvBwi/MxEkRWuLB4BzBkBUBWyDEID9fwrelrfZG1d2wn9a+uVyuVatV2rnC160FdDyQrovrYCzT/9jrB+/PWqxVNr/a7XP3r3T6IaNLaa8d9QaxAVoixFieuAyqDeBr0jSxhb4lRTZCnSrVukaBBV2ZwsF6tuISli6yYh9wKtLe2nHf0KF+8vc0o2wdxkRW0VmgBWSFGvVrRKpWKxn+5LYHo3j8Sjlplxyk2Av3LLf2eYJ0g9wjuX+sZ3h4dOosuCG0Unw8CWSEPZIUYYjPFNl5rn5RZe0uMLGdcMmaTIMvl1jsElBXhNEeBbkPOvpNIrrrgIStrd4askAeyQgxreFj6Qn4NAf4jbsat14+8eUKI1orZQ3Et0B7zjhO8Pm8AWUFrJSlAVohhDw9768X5knFdqQqq4jpQYRvoGHFsRRgjcS1QlBL3O3qU7y0rjvvZbHZqHIgZyAoxPJbDWcLT2aGo6ZpzRkjXHbMq5sU1q0Lxg9Ugy+FcezhCgWsHxdf2O7p+Xp/Wiv2DDMqtVKu6ZXAXLRYSQFZSgVsbJxUBlpoPki0gK2nAEXypicbUfJBsAVlJOO5t/9REY2o+SLaArAAAFANZAQAoBrICAFAMZAUAoBjICgBAMZAVAIBiICsAAMVAVgAAioGsAAAUA1kBACgGsgIAUAxkBQCgGMgKAEAxkBUAgGIgKwAAxUBWAACKgawAABQDWQEAKAayAgBQDGQFAKAYyAoAQDGQFQCAYiArAADFQFYAAIqBrAAAFANZAQAoBrICAFAMZAUAoBjICgBAMZAVAIBiICsAAMVAVgAAioGsAAAUA1kBACgGsgIAUAxkBQCgGMgKAEAxkBUAgGIgKwAAxUBWAACKgawAABQDWQEAKAayAgBQDGSFOjVd0/Ra3FaI1KsVYhZx6HmKETVq7JCTlZquWdBr/Hscad3UqxXTgEq1HvRUgSFXSSD3vRTMCXyRrHuTJyuWL1W0pvtUn/OtAHUdeSyMBElZsXstYlfWqxVTFWp6YIkY0++STLGitfVqJeBlFvcG/GZT/GK7m17TrVJS00fU/NHqd6yyQrYplAhZiZPg9sQvK/VqJXQzKWWyIvGzMErxoa4aSVYUmBQByZAVy0F7t4N/a6zf9cEFNV2rVGv8ksGZQRvEMu0kh+UeN3K33/O4tVh/4+2/zMwuNdYo6xfd/7/VgrVynN0q7mqzYyFGrYd5YidEolNpqXL3Ow5Or1Srzq+Of9wFv5fTM0G/V6PKiudH9q0sKiROVoTAsESMj6zYvzTmX56/7qOMULjFv9hYFexxs9/ruP2rNsT4/vdw8I54Xk2v6HpFtEqv2Sz3/xR6zfSOoHqC3S7mSbShLJVo/+BD7miraB8fuX+0/h9e97J5xu97Jap7GFkZagZaK0GxDdkOYnFQ6a5S4icr1jARv2dDO9ouv/9+p7rFhOVvL/u9JdLjs/sZ31dF+2X1akWv9cVBuIvnN9U9LD1c7WneiB0Robxgd3QGmY+seFWQ5xfJRVa82yRe3z9fE1xaK0PMgKwEZRytFfc+RMD2SOCqCyQrYVorUsbXqxV7/3BtEHdNVwSHeX5T3T+7T5B7mefaY/I0e4C/rNjMc7HWu/IgK+MkkbLiFlSjtVZGNWjoib6y4ma/13Gf1oo/zh/7mm62HvSa6K/xtFbc8G+4WEeyFLRWfGqPiKxYnCF+HsiKUobIinevxSE9rtUaYAxWnF+2nC80AIZbbuk9Db5AXvYH+lxDjHf0naxNOV3o/VR03X0Uw/Zd9xxbcfvGB/NtUFmp6UNbK/YmnlvrjR93+f3xqCD/eHYd8jKtdfOhX+Rbv1DOvwLJiroVUgpJmqw4msluP/jib7F7h9u/G+HRcpCSFWsxrnMX1uK9jvv24tx+nN26G9bgsoeao4Uili0UOax97m6exZsBZMe0v6oPDXXhAmsDzKtUx+d2eCvAvfqq5OzBOH0/pEFhMU08L1ijyV5ZVCAnK/7YfxDJtgI98LI/6Z8LAJEEyor9lz9J4edlf9I/FwAiCZOVIF0Y2sj2gQBIHomTFQAAdSArAADFQFYADDRN6AAAADFJREFUAIqBrAAAFANZAQAoBrICAFAMZAUAoBjICgBAMZAVAIBiICsAAMVAVgAAivn/TtE3rVzZLssAAAAASUVORK5CYII=" alt=""><br> <b>Instruction Set: &nbsp;&nbsp;&nbsp;</b>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; &nbsp;&nbsp; &nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; <br> An instruction to the nanoprocessor consists of an operation code (opcode),&nbsp; and optionally a register and data.&nbsp; Note that the <font face="Arial">OUTA</font> instruction does not explicitly specify a register or a data value and thus contains only the opcode.&nbsp;&nbsp; The nanoprocessor will&nbsp; implement the following (machine) instructions.<br> <p style="MARGIN-BOTTOM: 12pt"><br> </p> <p style="MARGIN-BOTTOM: 12pt">Opcode&nbsp;&nbsp; Operand&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; Operation performed<br> </p> <p style="MARGIN-BOTTOM: 12pt"><font face="Arial">IN&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; Reg, (value)&nbsp;</font>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; &nbsp; &nbsp;&nbsp; Load a value from keypad into a specified register<br> <font face="Arial">INA&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; vaue&nbsp;&nbsp;&nbsp;</font>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; &nbsp; &nbsp;&nbsp; &nbsp;&nbsp; Load&nbsp; a value from keypad to the Accumulator (A)<br> <font face="Arial">OUT&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; &nbsp; Reg&nbsp;</font>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; &nbsp;&nbsp; Display value in the specified register<br> <font face="Arial">OUTA&nbsp;&nbsp;&nbsp;&nbsp;</font>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; &nbsp; &nbsp; Display value in the Accumulator<br> <font face="Arial">ADD&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; &nbsp; Reg&nbsp;&nbsp;&nbsp;</font>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; Add value in A and specified register and store the result in A<br> <font face="Arial">SUB&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; Reg&nbsp;&nbsp;&nbsp;</font>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; &nbsp; Subtract value in specified register from the value in A<br> <font face="Arial">MUL&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; Reg</font>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; Multiply value in A and value in specified register and store the result in&nbsp; A (<b>NOTE</b>: As the multiplier is a 4-bit multiplier, only the first 4 bits of each input<br> &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; are used in the multiplier for processing i.e. data from A[3..0] and Reg[3..0] lines will be used as inputs to the multiplier)<br> <font face="Arial">MOV &nbsp; &nbsp; &nbsp;&nbsp; Reg &nbsp;</font> &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;&nbsp; Move (i.e., copy)&nbsp; the&nbsp; value in specified register to A<br> <font face="Arial">MOVA &nbsp; &nbsp;&nbsp; Reg </font>&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;&nbsp; Move the&nbsp; value in A to specified register &nbsp; &nbsp; &nbsp;&nbsp; &nbsp; &nbsp; &nbsp;&nbsp; &nbsp; </p> <p style="MARGIN-BOTTOM: 12pt">Use 16 bits to specify a single instruction as follows:<br> &nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; 4 bits for the operation (Op-code)<br> &nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; 2 bits for the register Reg[1..0] <br> &nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; 8 bits for data </p> <p style="MARGIN-BOTTOM: 12pt">The binary codes for different instructions are as follows:<br> <font face="Arial">IN &nbsp;&nbsp; &nbsp;&nbsp;&nbsp; &nbsp; 1111<br> INA&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; 1110<br> OUT&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; 1011<br> OUTA &nbsp;&nbsp; 1010<br> MOV &nbsp;&nbsp; &nbsp; 0011<br> MOVA&nbsp; &nbsp; 0010<br> ADD &nbsp;&nbsp; &nbsp;&nbsp; 0101<br> SUB &nbsp;&nbsp;&nbsp; &nbsp; 0110<br> MUL &nbsp;&nbsp;&nbsp;&nbsp;&nbsp; 0111</font><br> </p> <p style="MARGIN-BOTTOM: 12pt">Registers are identified using the following binary codes using the Register Bank:<br> &nbsp;&nbsp; R1- 01<br> &nbsp;&nbsp; R2 - 10<br> &nbsp;&nbsp; R3 - 11<br> </p> <b>Q4:</b> Complete the ROM Table for the controller. <br> <br> <br> <br> <p class="Section1">&nbsp;<b>PROCEDURE:</b> </p> <p class="Section1">1. Prepare a table of contents for control ROM <br> 2. Design the circuit. <br> &nbsp;&nbsp;&nbsp;&nbsp; Notes:<br> </p> <blockquote> <ul type="circle"> <li> Use the 16 toggle switches on the Altera DE2 board to specify each instruction </li> <li> Make use of the device available in Quartus II libraries </li> <li> Reuse the different modules you designed for previous labs as follows:</li> <ul> <li>&nbsp;TriState Buffer Array [TSBA] - Lab 9</li> <li> &nbsp; Register bank - Lab 9 part 2</li> <li> &nbsp; Accumulator - register designed in Lab 9</li> </ul> <li> &nbsp; Control ROM - Refer to Lab 7 for creating a ROM. The Control ROM has 4 input bits (instruction) and 11 output bits, thus use for the ROM size: WIDTH=16, DEPTH=16</li> <li> Once the instruction is set on toggle switches,&nbsp; a clock pulse is applied to execute the instruction</li> </ul> </blockquote> <p class="Section1">3. Verify its operations for a small set of instructions.</p> <p class="Section1"> Example: <br> &nbsp;&nbsp; <font face="Arial">IN&nbsp; R1,3</font><br> &nbsp;&nbsp; <font face="Arial"> IN&nbsp; R2,5</font><br> &nbsp;&nbsp; <font face="Arial">OUT R1</font><br> &nbsp;&nbsp; <font face="Arial">OUT R2</font><br> &nbsp;&nbsp; <font face="Arial">MOV R1</font><br> &nbsp;&nbsp; <font face="Arial">ADD R2</font><br> &nbsp;&nbsp; <font face="Arial">OUTA</font><br> <b><font face="Arial"><br> </font></b></p> <p class="Section1">4. Demonstrate your circuit using following test program.&nbsp; </p> All the instructions will be tested on the DE-2 board during the demo.<br> To execute an instructions,&nbsp; specify the instruction using toggle switches&nbsp; and then apply a clock pulse to execute.<br> Test your nanoprocessor before the&nbsp; demo using the&nbsp; following sequence of&nbsp; instructions (program), while checking the display to ensure that the operation is correct:<br> <br> <font face="Arial">IN R3, 4&nbsp;&nbsp;</font>&nbsp;&nbsp; (Enter 4 on keypad and store it in&nbsp; register R3)<br> <br> <font face="Arial">OUT&nbsp; R3 </font>&nbsp;&nbsp; (Display value stored in&nbsp; R3)<br> <br> <font face="Arial">IN R2, 2</font>&nbsp;&nbsp;&nbsp;&nbsp; (Store 2 in R2)<br> <br> <font face="Arial">OUT&nbsp; R2</font> &nbsp;&nbsp; (Display value in R2)<br> <br> <font face="Arial">IN R1, 5&nbsp;</font>&nbsp;&nbsp;&nbsp; (Store 5 in&nbsp; R1)<br> <br> <font face="Arial">OUT&nbsp; R1 </font>&nbsp;&nbsp; (Display value stored in R1)<br> <br> <div align="left"> <font face="Arial">MOV R1 </font>&nbsp;&nbsp; (Move value in register R1 to A)<br> </div> <br> <font face="Arial">ADD R2 </font>&nbsp;&nbsp;&nbsp; (Add A and R2 and store result in A)<br> <br> <font face="Arial">OUTA&nbsp;</font>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; (Display the result in A)<br> <font face="Arial"><br> SUB R2</font>&nbsp;&nbsp;&nbsp;&nbsp; (Subtract the value in R2 from A)<br> <br> <font face="Arial">OUTA</font>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; (Display result in A)<br> <br> <font face="Arial">MUL R3</font> &nbsp;&nbsp;&nbsp; (Multiply contents in A and R3 and store result in A)<br> <br> <font face="Arial">OUTA</font>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; (Display result)<br> <br> <p style="MARGIN-BOTTOM: 12pt"><br> 6. Come up with a new instruction for the processor. <br> </p> <p style="MARGIN-BOTTOM: 12pt">7. If you have time, use the following procedure to find the sum of first N integers: <br> </p> <p class="Section1">Program to add first N integers:&nbsp; </p> 1+2+...+(<em>N</em>-1)+<em>N</em><br> <p style="MARGIN-BOTTOM: 12pt" class="Section1">Following code is the initialization.</p> <blockquote style="MARGIN-RIGHT: 0px" dir="ltr"> <p style="MARGIN-BOTTOM: 12pt" class="Section1"><font face="Arial">IN&nbsp;&nbsp;&nbsp;&nbsp; R1,0<br> IN&nbsp;&nbsp;&nbsp;&nbsp; R2,(value of <em>N</em>)<br> IN&nbsp;&nbsp;&nbsp;&nbsp; R3,1</font></p> </blockquote> <p style="MARGIN-BOTTOM: 12pt" class="Section1">Repeat the following code until display becomes 0.</p> <blockquote style="MARGIN-RIGHT: 0px" dir="ltr"> <p style="MARGIN-BOTTOM: 12pt" class="Section1"><font face="Arial">ADD&nbsp;&nbsp;&nbsp;&nbsp; R1,R2<br> SUB<br> OUT&nbsp;&nbsp;&nbsp;&nbsp; R2</font></p> </blockquote> <p style="MARGIN-BOTTOM: 12pt" class="Section1">Following code will display the result<em></em>.</p> <blockquote style="MARGIN-RIGHT: 0px" dir="ltr"> <p style="MARGIN-BOTTOM: 12pt" class="Section1"><font face="Arial">OUTA</font><strong><br> </strong></p> </blockquote> <div style="TEXT-ALIGN: center" class="MsoNormal" align="center"> <hr width="100%" size="2" align="center"> </div> <p><span style="FONT-SIZE: 10pt">Copyright © 2018 Colorado State University, Anura Jayasumana</span> <br> <i><span style="FONT-SIZE: 10pt">last modified:&nbsp; 11/24/2017 09:00:00</span></i> </p> <blockquote style="MARGIN-RIGHT: 0px" dir="ltr"> </blockquote> </body> </html>