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` <br />Tangent <br />External <br />fit' <br />An <br />Tangent <br />Externa] <br />Int_ <br />Angle <br />43° <br />2257.0 <br />428.5 <br />b0° <br />2G71.8 <br />592.3 <br />b7° <br />3110.9 <br />790.1 <br />10' <br />2266.6' <br />432:0 <br />Irl <br />IV <br />-596.6 <br />10'. <br />31217 <br />795.2 <br />20 <br />2276.2 <br />435.6 <br />20 <br />TABLE <br />I. - Tangents <br />Externals <br />to <br />1° Curve. <br />V <br />f <br />r, <br />:439:2. <br />30 <br />TAn1 <br />E I. - Tangents <br />30 <br />and Externals <br />to <br />a 1° <br />Curve. <br />'442.8; <br />40 <br />.2712.5 <br />G09.6. <br />40' <br />and <br />510.9 <br />a <br />2305.2 <br />,446.4• <br />50 <br />�I <br />614.0- <br />.50 <br />3165.1 <br />Chord=100 <br />ft. <br />2314.9 <br />450.0: <br />51. <br />2732.9 <br />618.4 <br />68. <br />Chord -100 <br />ft. <br />10 <br />2324.6 <br />.453.6 <br />10:' <br />2743.1 <br />.622:8. <br />Tangent External <br />�gje• <br />Tangent External <br />�gie <br />Tangent 'External <br />457.3 <br />20 <br />2753.4. <br />627:2 <br />•.20 <br />3197.3 <br />532.0 <br />30 <br />'2344.1- <br />4G1.0 <br />•30 <br />Anglemo <br />30 <br />3208.8 <br />537.3 <br />40 <br />2353.8 <br />464.6 <br />40 <br />2773.9 <br />63G.2 <br />40 � <br />3219.7 <br />812.7 <br />b0 <br />23G3.5 <br />4G8.4 <br />50 <br />2784.2 <br />640.7 <br />50 <br />3230.7 <br />848.1 <br />46 <br />.2373.3 <br />472.1 <br />b2 <br />2794.6 <br />645.2 <br />69 <br />3241.7 <br />853.5 <br />- 10 <br />2383.1 <br />.475.8- <br />10 <br />2304.9 <br />649.7 <br />10 <br />11 <br />858.9 <br />20 <br />2392.8 <br />479.6 <br />20 <br />2315.2 <br />654.3 <br />20 <br />32G3.7 <br />864:3 <br />30 . <br />2402.6 <br />433.4 <br />30 <br />2325.6 <br />658.8. <br />30 ' <br />3274.8 <br />8G9.S <br />{ <br />;IV it <br />2412.4 <br />437.2 <br />40 <br />2535.9 <br />663.4 <br />40 <br />3285.8 <br />.575.3 <br />50 <br />2422.3 <br />,491.0 <br />50 <br />234G.3. <br />.663.0 <br />50 . <br />3296.9 <br />SS0.8 <br />48 <br />7. <br />494.8' <br />b3 <br />2856.7 <br />672.7: <br />80, <br />3303.0 <br />836,4 <br />' 10 <br />2441.9 <br />493.7 <br />10 <br />2867.1 <br />677.3' <br />10 <br />3319:1 <br />892:0 <br />20 <br />2451:8 <br />502.5 <br />20 <br />2377.5 <br />682.0 <br />20 <br />3330.3 <br />897.5 <br />30 <br />2.161.7 <br />506.4. <br />30 <br />23S8.0' <br />686,7 <br />30 <br />3341.4 <br />903.2 <br />- 40 <br />2471.5 <br />510.3 <br />40 <br />2395.4 <br />691.4 <br />t <br />3352.6 <br />903.5 <br />50 <br />2481.4 <br />514:3 <br />50 <br />2908.9 <br />696.1 <br />.50 <br />3363.8 <br />914.5 <br />47 <br />2491.3 <br />518.2 <br />64 <br />2919.4 <br />700.9' <br />61 <br />3375.0 <br />920.2 <br />10 <br />2501.2 <br />522.2 <br />10 <br />2929.9 <br />705.7- <br />10 <br />.3386.3 <br />925.9 <br />20 . <br />2511:2 <br />526.1 <br />20 <br />2940.4 <br />710.5 <br />20 <br />3397.5 <br />931.6 <br />. 30 <br />2521.1- <br />530.1 <br />30 <br />2951.0 <br />715.3 <br />30 <br />:3408.8 <br />937.3 <br />40 <br />2531.1 <br />534.2 <br />40 <br />2961.5 <br />720.1 <br />40 <br />'3420.1, <br />943.1 <br />50 <br />2541.0. <br />533.2' <br />50 <br />2972.1, <br />725.0 <br />50 <br />3431.4 <br />948.9 <br />48 <br />2551.0 <br />542.2 <br />65 <br />2932.7• <br />729.9 <br />82 <br />3442.7` <br />954.8 <br />10 <br />256T.0 <br />546.3• <br />10 <br />29'03.3 <br />734.5 <br />'10 <br />3454.1' <br />960.6 <br />20 <br />2571:0 <br />.550.4 <br />.20 <br />3003.9 <br />739.7 <br />20 <br />,3465.4 <br />966.5 <br />30 <br />,2581.0 <br />554.5 <br />30 <br />30145 <br />744.6' <br />30 <br />4 <br />972.4 <br />40 <br />2591.0 <br />;558.6; <br />40 <br />3025.2 <br />749.6 <br />40 <br />3488.3 <br />978.3 ' <br />50 <br />2601.1 <br />562.8 <br />50 <br />3035.8 <br />754.6 <br />50 <br />3499.7 <br />984.3 <br />` <br />2611.2 <br />566.9 <br />66 <br />3046.5. <br />759.6 <br />.63 <br />3511.1 <br />990.2 <br />• 10 <br />2621.2, <br />.571.1 <br />10 <br />3057.2 <br />764.6 <br />10 . <br />3522.6 <br />996.2 <br />20 <br />2631.3 <br />.575.3 <br />20 <br />3067.9 <br />769.7 <br />20 <br />3534.1 <br />1002.3 <br />30 <br />2641.4. <br />579.5• <br />, <br />3073.7 <br />774:7 <br />30 <br />3545.6 <br />1008.3 <br />40 <br />2651.5 <br />5S3.3 <br />40 <br />3089_.4 <br />779.8 <br />40 ' <br />3557.2 <br />1014.4 <br />50 <br />2661:6 <br />538:0 <br />50 <br />3100.2 <br />784.9 <br />50 <br />3563.7 <br />1020.5 <br />2031.4 <br />i <br />! <br />I?? <br />ff <br />�! <br />t <br />�I iµ <br />i <br />Corrections to be Added <br />(T = Tangent. E =External.)' <br />Corrections to be Added (T =Tangent. E = External.) <br />' <br />Annelle <br />Curve 5° <br />10° 15° <br />20° 25° <br />30° 35° <br />40° 45° <br />50° <br />55° 60°- <br />65° 70° <br />I <br />( <br />T=.13 <br />.53 .67 <br />.80 .93 <br />.1061:20 <br />1.34 <br />1.49 1.64 <br />1.79 1.94 <br />40° <br />E=.023 <br />.26 .40 <br />.046 .070 <br />.093 .117 <br />:141 .172 <br />.203 .234 <br />.265 <br />.277 90 <br />.315 :341 <br />'1 <br />450 <br />T=.15. <br />30 .44 <br />.60 .76 <br />.91 1.06 <br />1.21 1.37 <br />1.5� <br />1.70 1.87 <br />2.04 2.21 <br />E =.030 <br />.080 .093 <br />.119 :153 <br />.184 ..216 <br />.254 .289 <br />.325 <br />.351 .378 <br />.411 .445 <br />T=.17 <br />1.02 1.19 <br />1.36 1.54 <br />1.72 <br />1.91 2.10 <br />2.29 2.48 <br />E=.037 <br />.34 .51 <br />.075 .116 <br />.68 .85 <br />.151 .189 <br />.227 .266 <br />.305 .345 <br />.384 <br />.425 .467 <br />.503 .550 <br />T=.19 <br />1.14 1.32 <br />1.52 1.72 <br />1.92 <br />2.14 2.35. <br />2.56 2.77 <br />Pi <br />55° ' <br />E=.046 <br />.38 .57 <br />.093 .142 <br />.76 .95 <br />.188 .236 <br />.283 .332 <br />3.81 .420 <br />.479 <br />.530 ".582 <br />.641 .700 <br />C <br />T=.21 <br />.63 <br />84 1.05 <br />L27 1.49 <br />1.71 1.94 <br />2.17 <br />2.38 2.60 <br />2.83 3.07 <br />p! '' <br />60o <br />E=.056 <br />.42 <br />.112 .168 <br />.225 .283 <br />.340 .398 <br />.457 .516 <br />.575 <br />.636 .697 <br />.774 .851 <br />' <br />T=.23 <br />.93 1.16 <br />1.40 1.64 <br />1.88 2.13 <br />2.38' <br />2.63 2.88 <br />3.13 3.39 <br />.j <br />65° <br />E =.067 <br />.46 .69 <br />.135 .204 <br />.273 .343 <br />.412 .483 <br />.554 .625 <br />.697 <br />'.711 .845 <br />.922 1.01 <br />` <br />Tangent <br />External <br />fit' <br />An <br />Tangent <br />Externa] <br />Int_ <br />Angle <br />43° <br />2257.0 <br />428.5 <br />b0° <br />2G71.8 <br />592.3 <br />b7° <br />3110.9 <br />790.1 <br />10' <br />2266.6' <br />432:0 <br />.10' <br />2631.9 <br />-596.6 <br />10'. <br />31217 <br />795.2 <br />20 <br />2276.2 <br />435.6 <br />20 <br />2692:1 <br />600.9 <br />20 <br />.3132.6 <br />'.500.4 <br />30 <br />:2285.9' <br />:439:2. <br />30 <br />2702.3 <br />;G05.3 <br />30 <br />_3143.4 <br />805.6 <br />'.40 <br />2295.6 <br />'442.8; <br />40 <br />.2712.5 <br />G09.6. <br />40' <br />3154:2 <br />510.9 <br />50 <br />2305.2 <br />,446.4• <br />50 <br />2722.7 <br />614.0- <br />.50 <br />3165.1 <br />S1G.1 <br />44 <br />2314.9 <br />450.0: <br />51. <br />2732.9 <br />618.4 <br />68. <br />3176.0 <br />821.4 <br />10 <br />2324.6 <br />.453.6 <br />10:' <br />2743.1 <br />.622:8. <br />" 10 <br />3186.9 <br />526'.7 <br />20 <br />2334:3 <br />457.3 <br />20 <br />2753.4. <br />627:2 <br />•.20 <br />3197.3 <br />532.0 <br />30 <br />'2344.1- <br />4G1.0 <br />•30 <br />27G3:7. <br />631.7 <br />30 <br />3208.8 <br />537.3 <br />40 <br />2353.8 <br />464.6 <br />40 <br />2773.9 <br />63G.2 <br />40 � <br />3219.7 <br />812.7 <br />b0 <br />23G3.5 <br />4G8.4 <br />50 <br />2784.2 <br />640.7 <br />50 <br />3230.7 <br />848.1 <br />46 <br />.2373.3 <br />472.1 <br />b2 <br />2794.6 <br />645.2 <br />69 <br />3241.7 <br />853.5 <br />- 10 <br />2383.1 <br />.475.8- <br />10 <br />2304.9 <br />649.7 <br />10 <br />3252.7 <br />858.9 <br />20 <br />2392.8 <br />479.6 <br />20 <br />2315.2 <br />654.3 <br />20 <br />32G3.7 <br />864:3 <br />30 . <br />2402.6 <br />433.4 <br />30 <br />2325.6 <br />658.8. <br />30 ' <br />3274.8 <br />8G9.S <br />40 <br />2412.4 <br />437.2 <br />40 <br />2535.9 <br />663.4 <br />40 <br />3285.8 <br />.575.3 <br />50 <br />2422.3 <br />,491.0 <br />50 <br />234G.3. <br />.663.0 <br />50 . <br />3296.9 <br />SS0.8 <br />48 <br />,2432.1 <br />494.8' <br />b3 <br />2856.7 <br />672.7: <br />80, <br />3303.0 <br />836,4 <br />' 10 <br />2441.9 <br />493.7 <br />10 <br />2867.1 <br />677.3' <br />10 <br />3319:1 <br />892:0 <br />20 <br />2451:8 <br />502.5 <br />20 <br />2377.5 <br />682.0 <br />20 <br />3330.3 <br />897.5 <br />30 <br />2.161.7 <br />506.4. <br />30 <br />23S8.0' <br />686,7 <br />30 <br />3341.4 <br />903.2 <br />- 40 <br />2471.5 <br />510.3 <br />40 <br />2395.4 <br />691.4 <br />40 . <br />3352.6 <br />903.5 <br />50 <br />2481.4 <br />514:3 <br />50 <br />2908.9 <br />696.1 <br />.50 <br />3363.8 <br />914.5 <br />47 <br />2491.3 <br />518.2 <br />64 <br />2919.4 <br />700.9' <br />61 <br />3375.0 <br />920.2 <br />10 <br />2501.2 <br />522.2 <br />10 <br />2929.9 <br />705.7- <br />10 <br />.3386.3 <br />925.9 <br />20 . <br />2511:2 <br />526.1 <br />20 <br />2940.4 <br />710.5 <br />20 <br />3397.5 <br />931.6 <br />. 30 <br />2521.1- <br />530.1 <br />30 <br />2951.0 <br />715.3 <br />30 <br />:3408.8 <br />937.3 <br />40 <br />2531.1 <br />534.2 <br />40 <br />2961.5 <br />720.1 <br />40 <br />'3420.1, <br />943.1 <br />50 <br />2541.0. <br />533.2' <br />50 <br />2972.1, <br />725.0 <br />50 <br />3431.4 <br />948.9 <br />48 <br />2551.0 <br />542.2 <br />65 <br />2932.7• <br />729.9 <br />82 <br />3442.7` <br />954.8 <br />10 <br />256T.0 <br />546.3• <br />10 <br />29'03.3 <br />734.5 <br />'10 <br />3454.1' <br />960.6 <br />20 <br />2571:0 <br />.550.4 <br />.20 <br />3003.9 <br />739.7 <br />20 <br />,3465.4 <br />966.5 <br />30 <br />,2581.0 <br />554.5 <br />30 <br />30145 <br />744.6' <br />30 <br />3476:8 <br />972.4 <br />40 <br />2591.0 <br />;558.6; <br />40 <br />3025.2 <br />749.6 <br />40 <br />3488.3 <br />978.3 ' <br />50 <br />2601.1 <br />562.8 <br />50 <br />3035.8 <br />754.6 <br />50 <br />3499.7 <br />984.3 <br />49 <br />2611.2 <br />566.9 <br />66 <br />3046.5. <br />759.6 <br />.63 <br />3511.1 <br />990.2 <br />• 10 <br />2621.2, <br />.571.1 <br />10 <br />3057.2 <br />764.6 <br />10 . <br />3522.6 <br />996.2 <br />20 <br />2631.3 <br />.575.3 <br />20 <br />3067.9 <br />769.7 <br />20 <br />3534.1 <br />1002.3 <br />30 <br />2641.4. <br />579.5• <br />30 <br />3073.7 <br />774:7 <br />30 <br />3545.6 <br />1008.3 <br />40 <br />2651.5 <br />5S3.3 <br />40 <br />3089_.4 <br />779.8 <br />40 ' <br />3557.2 <br />1014.4 <br />50 <br />2661:6 <br />538:0 <br />50 <br />3100.2 <br />784.9 <br />50 <br />3563.7 <br />1020.5 <br />Int. <br />Angle <br />Tangent <br />External <br />fit' <br />An <br />Tangent <br />Externa] <br />Int_ <br />Angle <br />Tangent <br />Externa( <br />84° <br />3580.3 <br />.1026:6 <br />71°. <br />4086.9 <br />1303.2 <br />73° <br />4G39.8 <br />1643.0 <br />•10' <br />3591.9 <br />.1032 .8 <br />10' <br />4099:5 <br />1315.6 <br />10' <br />4353.6 <br />1681.7 <br />20, <br />3603.5 <br />.10390 <br />20 <br />4112.1 <br />1322.9 <br />20 <br />4GG7:4 <br />1060.5 <br />30 <br />3615.1 <br />1045.2 <br />30• <br />4124.8 <br />1330.3 <br />30 <br />4681.3 <br />1869.2 <br />40 <br />3626.8 <br />1051.4 <br />40 <br />4137.4 <br />1337.7 <br />40 <br />4G95:2 <br />1678.1 <br />50 <br />3638.5 <br />1057.7 <br />: 50 <br />4150.1 <br />134b.1 <br />50 <br />4709.2 <br />1688.9 <br />85 <br />3650.2 <br />1063 9' <br />72 <br />4162.8 <br />1352.6 <br />79 <br />4723.2 <br />1695.8 <br />10 <br />3661.9 <br />1070.2 <br />10 <br />4175.6 <br />1360.1 <br />10 <br />4737.2 <br />1704.7 <br />20 <br />3673.7 <br />1076.6 <br />20 <br />.697 <br />1367.6 <br />20 <br />4751.2 <br />1713.7 <br />30' <br />3685.4 <br />1082:9 <br />30 <br />,4188.5 <br />4301.2 <br />1375.2 <br />30 <br />47G5.3 <br />1722.7 <br />40 <br />3897.2 <br />1089.3 <br />X40 <br />4214.0 <br />1382.8 <br />40 <br />4779.4 <br />1731.7 <br />50 <br />3709:0 <br />1095.7 <br />50 <br />4226.8 <br />1390.4 <br />50 <br />4793.6 <br />1740.8 <br />88 <br />3720.9 <br />1102.2 <br />73. <br />4239.7 <br />1398.0 <br />B0 ' <br />4807.7 <br />1749.9 <br />10 <br />8732.7 <br />1108.6 <br />10 <br />4252:G <br />1405.7 <br />10 <br />4822.0 <br />1759.0 <br />20 <br />3744.6 <br />1115.1 <br />'20 <br />4265.6 <br />1413.5 <br />20 <br />483G.2 <br />1768.2 <br />30' <br />375G.5 <br />1121.7 <br />30 <br />4378.5 <br />1421.2 <br />30 <br />4850.5 <br />17774 <br />40 <br />3708.5 <br />1128.2 <br />40 <br />4?91.5 <br />1429:0 <br />40 <br />4864.8 <br />1788.7 <br />b0 <br />3780.4 <br />1134.8 <br />50' <br />4304.6 <br />1436.8 <br />50. <br />4879.2 <br />1796.0 <br />87 <br />3792.4 <br />1141.4 <br />74' J <br />4317.6. <br />:1444.6 <br />81 <br />4893.6 <br />1805:3 <br />10 <br />3804.4 <br />1148.0 <br />10 <br />4330.7 <br />1452.5 <br />10 <br />4908.0 <br />1814.7 <br />X20 <br />3816.4 <br />1154.7 <br />20 <br />4343.8 <br />1460.4 <br />20 <br />4922.5 <br />1824.1 <br />30 <br />3328.4 <br />1161:3 <br />30 <br />4356.9 <br />1468.4 <br />30. <br />4937:0 <br />1833.6 <br />40 <br />3540.5 <br />1168.1 <br />40 <br />4370.1 <br />1476.4 <br />40 <br />4951.5 <br />1843.1 <br />' S0 <br />3852:6 <br />1174.8 <br />50 <br />4383.3 <br />1484.4 <br />50 <br />4966.1 <br />1852.6 <br />66 <br />3864.7 <br />.1181.6 <br />75 <br />439615 <br />1492.4 <br />82 <br />4980:7 <br />.1862.2 <br />10 <br />3876.8 <br />1188.4 <br />10. <br />4409.8 <br />1500.5 <br />10 <br />4995.4 <br />1871.8 <br />20 <br />3889.0 <br />1195.2 <br />20 <br />4423..1 <br />1508.6 <br />20., <br />5010.0 <br />1881.5 <br />• 30 <br />3901.2 <br />1202.0 <br />30 <br />4436:4 <br />1516.7 <br />30 <br />5024.8 <br />1891.2 <br />40 <br />3913.4 <br />1208.9 <br />40 <br />4449:7 <br />1524.9 <br />40 <br />5039.5 <br />1900.9 <br />50 <br />3925.6 <br />1215.8 <br />50• <br />4463:1 <br />1533.1 <br />50. <br />5054.3 <br />1910.7 <br />89 • <br />3937.9 <br />1222.7 <br />78 <br />4476:5 <br />1541.4 <br />83 <br />5069:2 <br />1920.5 <br />• 10 <br />3950.2 <br />1229.7 <br />10 <br />4489.9 <br />1549.7 <br />10 <br />5084:0 <br />1930.4 <br />20 <br />3962.5 <br />1236.7 <br />20 <br />4503:4 <br />1558.0 <br />20 <br />5099.0 <br />19403 <br />30 <br />3974.8 <br />1243.7 <br />30- <br />4516:9 <br />1566.3 <br />30 <br />5113:9 <br />1950:3 <br />40 <br />3987.2 <br />1250.8 <br />40. <br />4530.4 <br />1574.7 <br />40 <br />5128.9 <br />1960.2 <br />50 <br />3999.b <br />.1257.9 <br />50 <br />45140 <br />1583.1 <br />.50 <br />5143.9 <br />1970.3 <br />70 <br />4011..9 <br />12650 <br />77 <br />4557.6 <br />1591:6 <br />84 <br />5159.0 <br />1980.4 <br />10 <br />4024.4 <br />12721 <br />10 <br />4571:2 <br />1600.1 <br />10 <br />5174.1 <br />1990.5 <br />20 <br />4036.8 <br />1279.3 <br />20. <br />4584.8 <br />1603.6 <br />20 <br />5189.3 <br />2000.6 <br />. 30 <br />4049.3 <br />1236.5 <br />30 <br />4598:5 <br />1617.1 <br />30. <br />5204.4 <br />2010.8 <br />. :�40 <br />4061.8 <br />1293.6 <br />40 <br />4G12i2 <br />1625.7 <br />' 40 <br />5219.7 <br />2021.1 <br />• 50 <br />4074:4 <br />1300.9 <br />,50 <br />4626.0 <br />1634.4 <br />50 <br />5234.9 <br />2031.4 <br />Int. <br />Curve 5° <br />10° <br />15° <br />20° <br />25° <br />30° <br />35° <br />40° <br />45° <br />50° <br />55° <br />60° <br />65° <br />70° <br />_Angle <br />- <br />�, <br />T=.21 <br />.42 <br />.:63 <br />,.84 <br />1.05 <br />1.27 <br />1.49 <br />1.71 <br />1.94 <br />2.17 <br />2.38 <br />2.60 <br />2.83 .3.07 <br />E=.056 <br />:112 <br />.168 <br />.225 <br />.283 <br />'.340 <br />.398 <br />.457 <br />.516 <br />.575 <br />.638 <br />.697 <br />.774 <br />.851 <br />65° <br />T=.23 <br />.48 <br />.69 <br />.93 <br />1.16 <br />3.40 <br />1.64 <br />1.88 <br />2.13 <br />2.38 <br />2.63 <br />2.88 <br />3.13 <br />3.39 <br />E =.067 <br />` .135 <br />.204 <br />-.273 <br />.343..412 <br />.483 <br />.554 <br />.625 <br />.697 <br />-.711 <br />.845 <br />.922 <br />1.01 <br />T=.25 <br />.51 <br />.76' <br />1.02 <br />1.28 <br />1.54 <br />1.80 <br />2.06 <br />2.33. <br />2.60 <br />2.88 <br />3.18 <br />3.44 <br />3.72 <br />E =.080 <br />.159 <br />..240 <br />.321 <br />.403 <br />:485 <br />:568 <br />.652 <br />.735 <br />.819 <br />.908 <br />.:994 <br />1.08 <br />1.17. <br />75° <br />T =.27 <br />.b6 <br />.83 <br />1.1'l <br />1.40 <br />1.69 <br />1.98 <br />2.27 <br />2.57 <br />2.87 <br />3.18 <br />3.47 <br />3.78 <br />4.09 <br />. <br />E =:095 <br />.182 <br />.286 <br />.383 <br />.480 <br />.578 <br />.678 <br />.777 <br />.877 <br />.977 <br />1.07 <br />1:18 <br />1.29 <br />1.39 <br />�0 <br />T=.30 <br />61 <br />.91 <br />1.22 <br />1.53 <br />1.84 <br />2.15 <br />2.46 <br />2.75 <br />3.10 <br />3.44 <br />3.78 <br />4.12 <br />4.48 <br />E =.110 <br />.220 <br />.332 <br />.445 <br />.558 <br />.671 <br />.787 <br />.903 <br />1.02 <br />1.13 <br />1.25 <br />1.38 <br />1.50. <br />1.62 <br />85o <br />T=.33 <br />.66 <br />1.00 <br />1.33 <br />1.68 <br />2.02 <br />2:36 <br />2.70 <br />3.05 <br />3.40 <br />3.77 <br />4.14 <br />4.55 <br />4.89 <br />- E =.128. <br />.259 <br />..391 <br />.524 <br />.657 <br />.790 <br />.928 <br />1.06 <br />1.20 <br />1.34 <br />1.47 <br />1.62 <br />1.78 <br />1.91 <br />