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multiple implementations that provide different levels of cost and performance can be simultaneously developed A program only needs to be developed once for that ISA, and then it can run on all these implementations Such program portability significantly reduces the cost of software development and increases the longevity of software Ujrfortunately this same benefit also makes migration to a a i e w ISAvery difficult Successful ISAs, or more specifically ISAs with a large software instafledbase, tend to stay around for quite a while Two examples are the IBM 360/370 and the Intel IA32 Besides serving as a reference targeted by software developers or compilers, ISA serves as the specification for processor designers Microprocessor design starts with the ISA and produces a microarchitecture that meets this specification Every new microarchitecture must be validated against the ISA to ensure that it performs the functional requirements specified by the ISA This is extremely important to ensure that existing software can run correctly on the new microarchitecture Since the advent of computers, a wide variety of ISAs have been developed and used They differ in how operations and operands are specified Typically an ISA defines a set of instructions called assembly instructions Each instruction specifies an operation and one or more operands Each ISA uniquely defines_an_ assemblzJangugge An assembly language program constitutes a sequence of assembly instructions ISAs have beenjhfferentiated according to tie_Jwmber_oi operands that can be explicitly specified in eacli Instruction, for example twoadd>ess~cFthree^lito use an accumulator as an implicit operand In an accumulator-based architecture, the accumulator is used as an implicit source operand and the destination Other early ISAs assume that operands are stored in a stack [last in, first out (LIFO)] structure and operations are performed on the top one or two entries of the stack Most modemJSAs assume that operands are stored Jn^ajnultifintry xegister_fi!e, and jhjtfjdUuitlunetic and logical operations are performed on operands stored in the registers Special mstfiictions; sucITasToaTaHd store instmctions^ajre d e v i s e d j o ^ m p j ' e ^ r ^ a n d s BefweeiTthe regTstei fileand the main memory^ Some traditional ISAs allow operands to come directly from both the register file and the main memory ~ ISAs tend to evolve very slowly due to the inertia against recompiling or redeveloping software Typically a twofold performance increase is needed before software developers will be willing to pay the overhead to recompile their existing applications While new extensions to an existing ISA can occur from time to time to accommodate new emerging applications, the introduction of a brand new ISA is a tall order The development of effective compilers and operating systems for a new ISA can take on the order of UH- years The longer an ISA has been in existence and the larger the installed base of software based on that ISA, the more difficult it is to replace that ISA One possible exception might be in certain special application domains where a specialized new ISA might be able to provide signif\ icant performance boost, such as on the order of 10-fold r~ Unlike the glacial creep of ISA innovations, significantly new microarchitectures j ^ c a n be and have been developed every 3 to 5 years During the 1980s, there were widespread interests in ISA design and passionate debates about what constituted the.

In the mouseDown: method, we first ask the window for the current mouse location, then use a built-in NSView method to convert the coordinates from the window s coordinate system to our own. This means that a click in the upper right-hand corner of our unit square, for instance, which starts off being the number of horizontal and vertical pixels from the window s lower left-hand corner, will end up being converted to (1,1) or somewhere nearby. Then we do a pair of tests, to see if one of our control points is being clicked on. This test is done using the following function, which you should add to the top of CurveEdit.m, somewhere above the @implementation section:

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top_btn button by setting its enabled property to true This will enable the interactivity for the top_btn button You don t want to enable the bottom_btn button just yet; you ll do that once you roll over the top_btn button I ll talk more about why you ll enable the button there later

static BOOL pointsWithinDistance(NSPoint p1, NSPoint p2, CGFloat d) { return pow((p1.x-p2.x), 2) + pow((p1.y - p2.y), 2) <= pow(d, 2); }

rock_mconRelease = paper_mconRelease = scissors_mconRelease = function():Void { playerChoice = thischoice; hideButtons(); top_btnenabled = true; }

The pointsWithinDistance function makes use of the Pythagorean formula to determine whether the distance between the two points (in our case, the center of a control point, and the location of the mouse) is less than the distance we pass in (the control point radius). Using this, we are able to check to see whether the user clicked on a control point, and if so we set the corresponding flag (draggingCp1 or draggingCp2) to YES. The next method to implement is mouseDragged:, which is called every time the mouse is moved while the button is held down. Note that this method is called in every view the mouse is dragged over. It s always called in the view where the original mouse click occurred; in a sense, whichever view receives the click owns all subsequent dragging. In this method, we once again grab the mouse location from the event, transform it into our view s own coordinate system, and then update the coordinates for the control point that s currently being dragged. If none of them are currently being dragged, then nothing happens.

top_btnonRollOver = function():Void { }

P21 Equation (24), which relates the performance of an ideal pipeline to pipeline depth, looks very similar to Amdahl's law'Describe the relationship between the terms in these two equations, and develop an intuitive explanation for why the two equations are so similar P22 Using Equation (27), the cost/performance optimal pipeline depth k , can be computed using parameters G, T, L, and S Compute k , for the pipelined floating-point multiplier example in Section 21 by using the chip count as the cost terms (G = 175 chips and L = 82/2 = 41 chips

- (void)mouseDragged:(NSEvent *)theEvent { NSPoint mouseLocation = [theEvent locationInWindow]; NSPoint convertedLocation = [self convertPoint:mouseLocation fromView:nil]; if (draggingCp1) {

top_btnonRollOver = function():Void { bottom_btnenabled = true; }

self.cp1X = convertedLocation.x; self.cp1Y = convertedLocation.y; } else if (draggingCp2) { self.cp2X = convertedLocation.x; self.cp2Y = convertedLocation.y; } [self setNeedsDisplay:YES]; }

is rolled over To do that, set the _y property of the player_mc movie clip equal to the upPosition variable

The final method we need for dealing with the mouse is mouseUp:, which lets us handle the release of the button. Like mouseDragged:, mouseUp: is always called on the view which originated the drag, which means that after the user clicks in our view, no matter where the user lets go of the mouse button, we will receive this message. All we do here is simply set the flags to indicate that nothing is being dragged.

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