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Because interest and payments are monthly, the formula returns the amortization period in months. This answer, although correct in mathematical terms, has a practical implication. Payments are actually made on exact monthly anniversaries. This calculation implies that the loan somehow gets repaid 0.76 of the way through the 98th month. In reality, you have a choice: make an additional payment at the end of 97 months, or make a reduced level payment after 98 months. These options can be calculated using the FV function. To calculate the additional payment at the end of 97 months, calculate the amount due using this formula (which returns $1,429.85):

# ffmpegrec -d /dev/dsp -s -v /dev/video0 \ -w 320 -h 240 -vc mpeg4 -input Television \ -norm NTSC -vq 0 -sc mp2 -F 1800 -o test.avi

The worksheet contains a button that executes a simple VBA macro that determines if the cell pointer appears in a row that contains data (in other words, rows 3 through 16). If so, the sheet is calculated. If not, nothing happens. The macro listing follows:

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A complete single period value-added decomposition analysis is presented in Exhibit 18.6. Given our understanding that this fund is being managed across asset class lines, we have attributed the value added equal to 0.98% to asset class allocation and then stock selection decisions within each asset class. Notice that we cannot add the effects within a segment to back into the return difference by segment. At the segment level, the effects are segment level contributions to total value added over the benchmark. Notice that the total return difference in cell G6, 0.98% is attributed by the sum of the factors in cell G13. The total value added adds across by factor (0.98 = 0.48 + 0.40 + 0.10) and down by asset class (0.98 = 0.02 + 0.216 + 0.785). Assuming that the portfolio is managed along asset class lines, the result clearly summarizes how the value added was achieved. We can analyze the results by sorting the effects by the absolute value of the impact, as in Exhibit 18.7. We can see that the biggest contributor to excess return was security selection within the equity segment, followed by the asset allocation underweight to xed income.

so that f (t ; ti 1 , ti ) = Floorlets are valued similarly: _ Pi = iNP(t, ti)(R ( d ) f(t; ti 1, ti) ( d+)) (10.104) 1 P(t , ti 1 ) 1 P(t , ti )

The conditional formatting formula for the range A2:C12 is:

Exercise caution when accepting corrections for your formulas from Excel, because it does not always guess correctly. For example, I entered the following formula (which has mismatched parentheses):

In this code, the following callback methods are called: startDocument(). This method is called only once at the start of the XML document. endDocument(). This method is called when the parser reaches the end of the XML document. characters(). This method is called for character data residing inside an element.

Figure 12.5 shows an L3 VPN setup where the PE-to-PE tunnel is set up with RSVP. CE1 issues a traceroute for CE2 s loopback address. At PE1, the probe is encapsulated with the VPN label and the RSVP label and sent towards PE2. When the TTL expires at P1, an ICMP message must be sent towards CE1. The problem is that CE1 is a private address in a VPN and therefore is not known at P1, so the message cannot be forwarded. An elegant solution to this problem is described in [RFC3032]. The idea is that the destination of the probe is likely to have reachability to the source of the probe. Therefore, if the ICMP message reaches the probe s destination, it can be forwarded from there back to the source. To achieve this, P1 builds the ICMP message indicating TTL expiry at P1 and then copies the label stack from the original packet to this ICMP message (updating the TTL to a high value), as shown in Figure 12.5. This is called ICMP tunneling, because the ICMP message is tunneled all the way to the original probe s destination, CE2. At CE2, the message is looped back to CE1, because CE2 has forwarding information for CE1. The path of the ICMP message is shown at the bottom of Figure 12.5.

You can sometimes use the DOLLAR function in place of the TEXT function. The TEXT function, however, is much more flexible since it doesn t limit you to a specific number format. The following formula returns Total: $1,287.37. The second argument for the DOLLAR function specifies the number of decimal places.

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