TABLE II. Amortization factors _________ Number of years from attained age Interest Rate __________________ ______________ to Normal Retirement Age 7.50% 8.00% 8.50% _______________ _____ ______ ______ 1 0.5181 0.5192 0.5204 2 0.3577 0.3593 0.3609 3 0.2777 0.2796 0.2184 4 0.2299 0.2139 0.2339 5 0.1982 0.2003 0.2024 6 0.1756 0.1778 0.1801 7 0.1588 0.1611 0.1634 8 0.1458 0.1482 0.1506 9 0.1355 0.1380 0.1405 10 0.1272 0.1297 0.1323 11 0.1203 0.1229 0.1255 12 0.1145 0.1171 0.1198 13 0.1096 0.1123 0.1151 14 0.1054 0.1082 0.1110 15 0.1018 0.1046 0.1075 16 0.0986 0.0988 0.1018 17 0.0958 0.0988 0.1018 18 0.0934 0.0964 0.0994 19 0.0912 0.0943 0.0974 20 0.0893 0.0924 0.0956 21 0.0876 0.0908 0.0940 22 0.0861 0.0893 0.0925 23 0.0847 0.0879 0.0912 24 0.0835 0.0867 0.0901 25 0.0823 0.0857 0.0890 26 0.0813 0.0847 0.0881 27 0.0804 0.0838 0.0872 28 0.0795 0.0830 0.0865 29 0.0788 0.0822 0.0858 30 0.0781 0.0816 0.0851 31 0.0774 0.0810 0.0846 32 0.0768 0.0804 0.0840 33 0.0763 0.0804 0.0836 34 0.0758 0.0794 0.0831 35 0.0753 0.0790 0.0827 36 0.0749 0.0786 0.0824 37 0.0745 0.0783 0.0820 38 0.0742 0.0779 0.0817 39 0.0739 0.0776 0.0815 40 0.0736 0.0774 0.0812 41 0.0733 0.0771 0.0810 42 0.0730 0.0769 0.0808 43 0.0728 0.0767 0.0806 44 0.0726 0.0765 0.0804 45 0.0724 0.0763 0.0802 TABLE III: Factors to be multiplied by those in Table I. ________ Normal Retirement Interest Rate ___________ ______________ Age 7.50% 8.00% 8.50% ____ ______ _____ ______ 80 0.206 0.194 0.184 79 0.231 0.219 0.207 78 0.258 0.246 0.234 77 0.289 0.276 0.263 76 0.322 0.309 0.296 75 0.359 0.346 0.333 74 0.400 0.387 0.374 73 0.446 0.432 0.419 72 0.495 0.482 0.469 71 0.549 0.537 0.525 70 0.609 0.597 0.586 69 0.674 0.664 0.653 68 0.745 0.736 0.728 67 0.822 0.816 0.810 66 0.907 0.904 0.900 65 1.000 1.000 1.000 64 1.101 1.106 1.110 63 1.212 1.221 1.231 62 1.332 1.348 1.363 61 1.464 1.486 1.509 60 1.606 1.637 1.669 59 1.761 1.802 1.844 58 1.929 1.982 2.036 57 2.111 2.177 2.246 56 2.309 2.390 2.475 55 2.523 2.622 2.726 Note: These factors are based on the UP-1984 Mortality Table. TABLE IV: Factors for Participants who are at or beyond Normal _________ Retirement Age. Normal Interest Rate _______ ______________ Retirement Age 7.50% 8.00% 8.50% ___ ______ _____ ______ 80 5.151 5.053 4.959 79 5.370 5.264 5.162 78 5.591 5.476 5.366 77 5.814 5.690 5.572 76 6.039 5.905 5.777 75 6.266 6.122 5.985 74 6.494 6.339 6.192 73 6.721 6.556 6.398 72 6.947 6.771 6.603 71 7.171 7.983 6.804 70 7.392 7.192 7.003 69 7.610 7.399 7.198 68 7.825 7.601 ...
TABLE II. Targeted schedule and timeline for Phase II Step Estimated Duration, cost From start of phase From start of project Milestones [***] [***] [***] [***] [***] The proposed Phase III timeline encompasses measuring the [***].
TABLE II. PARTIALLY AMORTIZING (BALLOON) LOANS Proportion of Remaining Principal Months Remaining To Maturity/Repricing1 Amount Being Prepaid -------------------------------------------------------------------------------------------------------------------- 0 3 6 9 12 24 36 48 60 84 120 240 360 -------------------------------------------------------------------------------------------------------------------- 90-100% 0 .26 .49 .71 .94 1.8 2.7 3.4 4.2 5.6 7.4 11.6 14.0 60-89% 0 .30 .59 .86 1.15 2.2 3.3 4.3 5.3 7.1 9.4 15.0 18.1 30-59% 0 .31 .63 .95 1.27 2.6 3.9 5.3 6.6 9.1 12.6 21.2 26.2 0-29% 0 .31 .63 .95 1.27 2.6 4.0 5.4 7.0 10.2 15.7 33.4 46.0
Examples of TABLE II in a sentence
TABLE II: RQ1: Pretext Persuasion Factors CodeFound number of participants because each answer contained one or multiple codes, i.e., actions.
Such a model was constructed to reproduce the total γ- ray energy spectra, and cannot be expected to reproduce TABLE II.
TABLE III is a detailed description of the disasters listed in TABLE II, for easy reference.
Graph TABLE II: Runtime comparison of Jaccard SimilarityTABLE III: Comparison of Jaccard Weight algorithms runtime on 128 cores of Big Red 200 in sec.
TABLE II Summary of the Structural Current Sensor Features FeatureValueCurrent / magnetic sensitivity5 mV/A, 2.5 V/mTMeasurement range5A – 100AFrequency rangeDC – 800 HzResolution<1% (0.5A)Accuracy<2% (1 A) @ 50 ACurrent consumption:7 mA at 5 V DCTotal dimensions and weight75 mm × 37 mm, 17g Output Voltage / V2 1.5North Devon Electronics Ltd.
More Definitions of TABLE II
TABLE II. Means, standard deviations, correlations and reliabilities IJM 28,8
TABLE II. Mean feeding rates (gfood-DW.ganimal-DW-1.day-1), egestion and assimilation rates (% of ingested food) for the different analysed amphipod species. species given food FR (%.day-1) ER (% food) AR (% food) Djerboa furcipes algae 6.2 54 46 Eurymera monticulosa squid algae 3.0 2.4 13 n.d. 87 n.d. Gondogeneia redfearni squid 15.7 10 90 Prostebbingia brevicornis squid 9.5 44 56 Abyssorchomene nodimanus squid 3.8 n.d. n.d. Parschisturella carinata squid 2.2 n.d. n.d. Tryphosella murrayi fish squid 2.1 1.4 n.d. n.d. n.d. n.d. Waldeckia obesa fish squid 3.1 2.2 33 n.d. 67 n.d. It clearly appears that feeding rates present large variations (one order of magnitude) with respect to amphipod species. But, for a given species, these rates, albeit slightly different, are not strongly influenced by the kind of offered food. It must be pointed out that the data presented in Table II are average values over several feeding experiments, and that results from each experiment are average values over several days (cfr. M&M). An example of the day-to-day variations in the feeding rate during an experiment with X. xxxxxxxxx is shown in Figure 12. Feeding Abyssorchomene nodimanus feeding rate on squid meat n = 28 Mean weight = 0,0275 g Mean feeding rate = 0,0540 day-1 0,12 0,1 Feeding rate in day-1 0,08 0,06 0,04 0,02 0 Days after end of starvation Figure 12: Example of the day-to-day variation of the feeding rate of Abyssorchomene nodimanus fed on squid. Waldeckia obesa Feeding rates Squid mean = 0,0217 day-1 Fish mean = 0,0311 day-1 15 9 15 7 15 29 15 7 15 16 15 21 29 0,12 Feeding rate in day-1 0,1 0,08 0,06 0,04 0,02 0 PS17 PS18 PS21 Nut 115 Nut 193 Nut 192 Nut 168 PS Nut1 PS Nut8 Nut 169 PS19 PS20 PS22 Experiment # Figure 13: Feeding rates (mean + day-to-day variations) of Waldeckia obesa fed with squid (circles) or fish (squares) during different experiments. Numbers above bars indicate numbers of specimens used for each experiment. is obviously not constant, and a kind of cycle (rhythm?) is observed with periods of intense activity and periods of quasi fasting, maybe corresponding to the digestion time. A high feeding rate is always noticed at the beginning of experiment, after the starvation phase. In the same way, rather important differences can be seen when comparing the rates estimated for distinct experiments (example of W. obesa in Figure 13), as results may vary by a factor of 4 to 5.
TABLE II. PER UNIT ROYALTY FOR UNITS IN EXCESS OF VOLUME BAND UPPER LIMIT. NET SALES PRICE [*****] ***** Confidential Treatment Requested SCHEDULE B LZS Terms Royalties for each LICENSED MOTOROLA LZS PRODUCT shall be payable according to the following Current License Fee Schedule: [*****] The Average Selling Price (ASP) of LICENSED MOTOROLA LZS PRODUCTS is the average forcasted selling price for all LICENSED MOTOROLA LZS PRODUCTS during the applicable year. The Total Units is the volume of LICENSED MOTOROLA LZS PRODUCTS forecasted for shipment during the applicable year. If LICENSED MOTOROLA LZS PRODUCTS comprises multiple products, Total Units is the sum of all LICENSED MOTOROLA LZS PRODUCTS and the ASP is the average of the ASP for each of the products comprising LICENSED MOTOROLA LZS PRODUCTS. In the case of LICENSED MOTOROLA LZS PRODUCTS where data compression is sold as an option, the ASP is the ASP of the option together with the host product or host platform having the option. If multiple compression libraries (e.g., separate versions of LZS DATA COMPRESSION software for different platforms, or software for one or other platforms that embodies enhancements to LZS DATA COMPRESSION developed by MOTOROLA) are used, then the royalty payable shall be calculated as follows: The royalty for each individual library is calculated separately using the procedures described above. The total License Fee will be the sun of 1) the largest License Fee plus 2) half of the sum of all other License Fees. The Current License Fee Schedule above shall be updated on the anniversary of this AGREEMENT by STAC's then Current License Fee Schedule, which shall not have an amount of increase in royalties of more that [*****] from the Current License Fee Schedule for the prior applicable year. Such updated License Fee Schedule shall ***** Confidential Treatment Requested become the Current License Fee Schedule for the subsequent year of this AGREEMENT. EXHIBIT C INDUSTRY AGREEMENT PATENT LICENSE AGREEMENT THIS AGREEMENT is entered into on this ___ day of _________ by and between Stac, Inc., a California corporation having an office at 12630 Xxxx Xxxxx Xxxxx, Xxxxx 000, Xxx Xxxxx, Xxxxxxxxxx 00000-0000 (xxreinafter called "STAC"), and __________, hereinafter called "LICENSEE").
TABLE II. PER UNIT ROYALTY FOR UNITS IN EXCESS OF VOLUME UPPER LIMIT. [*****] ***** Confidential Treatment Requested
TABLE II. PARTIALLY AMORTIZING (BALLOON) LOANS Proportion of Remaining Principal Amount Being Prepaid Months Remaining To Maturity/Repricing(1) ---------------------------------------------------------------------------------------------------------------------------- 0 3 6 9 12 24 36 48 60 84 120 240 360 ---------------------------------------------------------------------------------------------------------------------------- 90-100% 0 .26 .49 .71 .94 1.8 2.7 3.4 4.2 5.6 7.4 11.6 14.0 60-89% 0 .30 .59 .86 1.15 2.2 3.3 4.3 5.3 7.1 9.4 15.0 18.1 30-59% 0 .31 .63 .95 1.27 2.6 3.9 5.3 6.6 9.1 12.6 21.2 26.2 0-29% 0 .31 .63 .95 1.27 2.6 4.0 5.4 7.0 10.2 15.7 33.4 46.0 TABLE III: NONAMORTIZING (INTEREST ONLY) LOANS Proportion of Remaining Principal Amount Being Prepaid Months Remaining To Maturity/Repricing(1) ------------------------------------------------------------------------------------------------------------------------------ 0 3 6 9 12 24 36 48 60 84 120 240 360 ------------------------------------------------------------------------------------------------------------------------------ 0-100% 0 .31 .61 .91 1.21 2.3 3.4 4.4 5.3 6.9 8.9 13.0 14.8
TABLE II. PARTIALLY AMORTIZING (BALLOON) LOANS Proportion of Remaining Principal Amount Being Prepaid Months Remaining To Maturity/Repricing(1) ----------------------------------------------------------------------------------------------------------------------------- 0 3 6 9 12 24 36 48 60 84 120 240 360 ----------------------------------------------------------------------------------------------------------------------------- 90-100% 0 .26 .49 .71 .94 1.8 2.7 3.4 4.2 5.6 7.4 11.6 14.0 60-89% 0 .30 .59 .86 1.15 2.2 3.3 4.3 5.3 7.1 9.4 15.0 18.1 30-59% 0 .31 .63 .95 1.27 2.6 3.9 5.3 6.6 9.1 12.6 21.2 26.2 0-29% 0 .31 .63 .95 1.27 2.6 4.0 5.4 7.0 10.2 15.7 33.4 46.0 TABLE III: NONAMORTIZING (INTEREST ONLY) LOANS Proportion of Remaining Principal Amount Being Prepaid Months Remaining To Maturity/Repricing(1) ----------------------------------------------------------------------------------------------------------------------------- 0 3 6 9 12 24 36 48 60 84 120 240 360 ----------------------------------------------------------------------------------------------------------------------------- 0-100% 0 .31 .61 .91 1.21 2.3 3.4 4.4 5.3 6.9 8.9 13.0 14.8 1 For the remaining period to maturity/repricing between any two maturities/repricings shown in the above schedules, interpolate between the corresponding factors to the closest month. The holder of this note is not required to actually reinvest the prepaid principal in any U.S. Government Treasury Obligations, or otherwise prove its actual loss, as a condition to receiving a prepayment fee as calculated above.
TABLE II. Means, standard deviations, and correlations www.man 1112131415161718192021221 Non-family 2 Family 3 School value 4 Salary 5 Knowledge 6 Education 7 Quality of life 8 Love 9 Access 10 Charity 11 Individualism12 Protean career1.000.420** 1.00 13 Traditional career0.0400.1321.00 14 Gender0.01520.11620.0661.00 15 Age0.0730.1230.04520.1551.00 16 Currentemployment 20.154 0.102 0.019 20.0710.403** 1.00 17 Future career0.0360.08520.0330.0440.0610.1651.00 18 Marital status0.14520.0300.15320.1870.448**0.196*20.0811.00 19 School status0.09620.0470.0120.0120.258*0.17420.0470.2041.00 20 Making mark0.193*0.354**.197*20.09020.10920.0100.276**20.04520.1261.00 21 Be wealthy20.0310.1730.399**20.18320.16820.13820.221*20.03120.1150.338**1.00 22 Thrive change0.293**0.309**0.15120.1430.1370.0080.1750.03820.1130.400**0.277**1.00 Career choice in management