2376 lines
26 KiB
Plaintext
2376 lines
26 KiB
Plaintext
IGOR
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X // Gwyn Williams'
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X // Electron binding energies of the elements
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X // (https://userweb.jlab.org/~gwyn/ebindene.html).
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X //
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X // Adapted for PSI by Matthias Muntwiler.
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X // Please refer to the original web page or the x-ray data booklet
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X // for sources, definitions and remarks.
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X //
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X // Adjusted for common (solid) samples with data from:
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X // Handbook of X-ray Photolectron Spectroscopy
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X // 1995, Physical Electronics, Inc.
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WAVES/D energy number
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BEGIN
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13.6 1
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24.6 2
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55.6 3
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111.8 4
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188 5
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284.5 6
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399 7
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27 7
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531 8
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23 8
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684.9 9
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30 9
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863.1 10
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40.5 10
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13.7 10
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13.6 10
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1071.8 11
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63.5 11
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30.65 11
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30.81 11
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1303 12
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88.7 12
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49.78 12
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49.5 12
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1559.6 13
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117.8 13
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72.95 13
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72.55 13
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1839 14
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149.7 14
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99.82 14
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99.42 14
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2145.5 15
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188 15
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130.7 15
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129.9 15
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14 15
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2469 16
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228 16
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165.2 16
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164 16
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18 16
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2822.4 17
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271 17
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200.1 17
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198.5 17
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17 17
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6 17
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3200 18
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320 18
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244 18
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241.9 18
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24 18
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10.9 18
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10.7 18
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3608.4 19
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378.6 19
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297.3 19
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294.6 19
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34.8 19
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18.3 19
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18.3 19
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4038.5 20
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438.4 20
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349.7 20
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346.2 20
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44.3 20
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25.4 20
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25.4 20
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4492 21
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498 21
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403.6 21
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398.7 21
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51.1 21
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28.3 21
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28.3 21
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4966 22
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560.9 22
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460.2 22
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453.8 22
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58.7 22
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32.6 22
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32.6 22
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5465 23
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626.7 23
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519.8 23
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512.1 23
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66.3 23
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37.2 23
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37.2 23
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5989 24
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696 24
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583.8 24
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574.1 24
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74.1 24
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42.2 24
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42.2 24
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6539 25
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769.1 25
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649.9 25
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638.7 25
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82.3 25
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47.2 25
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47.2 25
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7112 26
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844.6 26
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719.9 26
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706.8 26
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91.3 26
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52.7 26
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52.7 26
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7709 27
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925.1 27
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793.2 27
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778.1 27
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101 27
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58.9 27
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59.9 27
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8333 28
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1008.6 28
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870 28
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852.7 28
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110.8 28
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68 28
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66.2 28
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8979 29
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1096.7 29
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952.3 29
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932.7 29
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122.5 29
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77.3 29
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75.1 29
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9659 30
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1196.2 30
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1044.9 30
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1021.8 30
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139.8 30
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91.4 30
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88.6 30
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10.2 30
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10.1 30
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10367 31
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1299 31
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1143.2 31
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1116.4 31
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159.5 31
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103.5 31
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100 31
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18.7 31
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18.7 31
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11103 32
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1414.6 32
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1248.1 32
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1217 32
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180.1 32
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124.9 32
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120.8 32
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29.8 32
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29.2 32
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11867 33
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1527 33
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1359.1 33
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1323.6 33
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204.7 33
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146.2 33
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141.2 33
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41.7 33
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41.7 33
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12658 34
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1652 34
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1474.3 34
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1433.9 34
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229.6 34
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166.5 34
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160.7 34
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55.5 34
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54.6 34
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13474 35
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1782 35
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1596 35
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1550 35
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|
257 35
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189 35
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182 35
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70 35
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69 35
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14319 36
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1914.2 36
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1724.1 36
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1671.6 36
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286 36
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215.4 36
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207.6 36
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88.2 36
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87 36
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20.7 36
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7.3 36
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7.3 36
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15200 37
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2065 37
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1864 37
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1804 37
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325 37
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248.7 37
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239.1 37
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113 37
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111.5 37
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30.5 37
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16.3 37
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15.3 37
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16105 38
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2216 38
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2007 38
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1940 38
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358.7 38
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280.3 38
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270 38
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136 38
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134.2 38
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38.9 38
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21.3 38
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20.1 38
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17038 39
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2373 39
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2156 39
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2080 39
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|
392 39
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310.6 39
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298.8 39
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157.7 39
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155.8 39
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43.8 39
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24.4 39
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23.1 39
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17998 40
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2532 40
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2307 40
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|
2223 40
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430.3 40
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343.5 40
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329.8 40
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181.1 40
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178.8 40
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50.6 40
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28.5 40
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27.1 40
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|
18986 41
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|
2698 41
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|
2465 41
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|
2371 41
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466.6 41
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|
376.1 41
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360.6 41
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|
205 41
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202.3 41
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56.4 41
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32.6 41
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30.8 41
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|
20000 42
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|
2866 42
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|
2625 42
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|
2520 42
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|
506.3 42
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411.6 42
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|
394 42
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|
231.1 42
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|
227.9 42
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|
63.2 42
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37.6 42
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|
35.5 42
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|
21044 43
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|
3043 43
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|
2793 43
|
|
2677 43
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|
544 43
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|
447.6 43
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|
417.7 43
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|
257.6 43
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|
253.9 43
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|
69.5 43
|
|
42.3 43
|
|
39.9 43
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|
22117 44
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|
3224 44
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|
2967 44
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|
2838 44
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|
586.1 44
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|
483.5 44
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|
461.4 44
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|
284.2 44
|
|
280 44
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|
75 44
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|
46.3 44
|
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43.2 44
|
|
23220 45
|
|
3412 45
|
|
3146 45
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|
3004 45
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|
628.1 45
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|
521.3 45
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|
496.5 45
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|
311.9 45
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|
307.2 45
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|
81.4 45
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|
50.5 45
|
|
47.3 45
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|
24350 46
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|
3604 46
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|
3330 46
|
|
3173 46
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|
671.6 46
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|
559.9 46
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|
532.3 46
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|
340.5 46
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|
335.2 46
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|
87.1 46
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|
55.7 46
|
|
50.9 46
|
|
25514 47
|
|
3806 47
|
|
3524 47
|
|
3351 47
|
|
719 47
|
|
603.8 47
|
|
573 47
|
|
374 47
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|
368.3 47
|
|
97 47
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|
63.7 47
|
|
58.3 47
|
|
26711 48
|
|
4018 48
|
|
3727 48
|
|
3538 48
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|
772 48
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652.6 48
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618.4 48
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411.9 48
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|
405.2 48
|
|
109.8 48
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|
63.9 48
|
|
63.9 48
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|
11.7 48
|
|
10.7 48
|
|
27940 49
|
|
4238 49
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|
3938 49
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|
3730 49
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|
827.2 49
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|
703.2 49
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|
665.3 49
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|
451.4 49
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|
443.9 49
|
|
122.9 49
|
|
73.5 49
|
|
73.5 49
|
|
17.7 49
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|
16.9 49
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|
29200 50
|
|
4465 50
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|
4156 50
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|
3929 50
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|
884.7 50
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|
756.5 50
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|
714.6 50
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|
493.2 50
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|
484.9 50
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|
137.1 50
|
|
83.6 50
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|
83.6 50
|
|
24.9 50
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|
23.9 50
|
|
30491 51
|
|
4698 51
|
|
4380 51
|
|
4132 51
|
|
946 51
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|
812.7 51
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766.4 51
|
|
537.5 51
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|
528.2 51
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|
153.2 51
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|
95.6 51
|
|
95.6 51
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|
33.3 51
|
|
32.1 51
|
|
31814 52
|
|
4939 52
|
|
4612 52
|
|
4341 52
|
|
1006 52
|
|
870.8 52
|
|
820 52
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|
583.4 52
|
|
573 52
|
|
169.4 52
|
|
103.3 52
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|
103.3 52
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|
41.9 52
|
|
40.4 52
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|
33169 53
|
|
5188 53
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|
4852 53
|
|
4557 53
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|
1072 53
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|
931 53
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|
875 53
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|
630.8 53
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|
619.3 53
|
|
186 53
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|
123 53
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|
123 53
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|
50.6 53
|
|
48.9 53
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|
34554 54
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|
5446 54
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|
5100 54
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|
4779 54
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|
1141 54
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|
995.4 54
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|
933.9 54
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|
682.6 54
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|
669.7 54
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|
207 54
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|
139 54
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|
139 54
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|
63 54
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|
61 54
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17 54
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7.7 54
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5.8 54
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|
35985 55
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|
5714 55
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|
5359 55
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|
5012 55
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|
1211 55
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|
1071 55
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|
1003 55
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740.5 55
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726.6 55
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|
232.3 55
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|
172.4 55
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|
161.3 55
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|
79.8 55
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|
77.5 55
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|
22.7 55
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|
14.2 55
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|
12.1 55
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|
37441 56
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|
5989 56
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|
5624 56
|
|
5247 56
|
|
1293 56
|
|
1137 56
|
|
1063 56
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|
795.7 56
|
|
780.5 56
|
|
253.5 56
|
|
192 56
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|
178.6 56
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|
92.6 56
|
|
89.9 56
|
|
30.3 56
|
|
17 56
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14.8 56
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|
38925 57
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|
6266 57
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|
5891 57
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|
5483 57
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|
1362 57
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|
1209 57
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|
1128 57
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|
853 57
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|
836 57
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274.7 57
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205.8 57
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|
196 57
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|
105.3 57
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|
102.5 57
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34.3 57
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19.3 57
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16.8 57
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40443 58
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|
6549 58
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|
6164 58
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|
5723 58
|
|
1436 58
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|
1274 58
|
|
1187 58
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|
902.4 58
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|
883.8 58
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|
291 58
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223.2 58
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|
206.5 58
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|
109 58
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0.1 58
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0.1 58
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37.8 58
|
|
19.8 58
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|
17 58
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41991 59
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|
6835 59
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|
6440 59
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|
5964 59
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|
1511 59
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|
1337 59
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1242 59
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948.3 59
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928.8 59
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|
304.5 59
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236.3 59
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217.6 59
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|
115.1 59
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|
115.1 59
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|
2 59
|
|
2 59
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|
37.4 59
|
|
22.3 59
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22.3 59
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|
43569 60
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|
7126 60
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|
6722 60
|
|
6208 60
|
|
1575 60
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|
1403 60
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|
1297 60
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|
1003.3 60
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|
980.4 60
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|
319.2 60
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|
243.3 60
|
|
224.6 60
|
|
120.5 60
|
|
120.5 60
|
|
1.5 60
|
|
1.5 60
|
|
37.5 60
|
|
21.1 60
|
|
21.1 60
|
|
45184 61
|
|
7428 61
|
|
7013 61
|
|
6459 61
|
|
1471 61
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|
1357 61
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|
1052 61
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|
1027 61
|
|
242 61
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|
242 61
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|
120 61
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|
120 61
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|
46834 62
|
|
7737 62
|
|
7312 62
|
|
6716 62
|
|
1723 62
|
|
1541 62
|
|
1420 62
|
|
1110.9 62
|
|
1083.4 62
|
|
347.2 62
|
|
265.6 62
|
|
247.4 62
|
|
129 62
|
|
129 62
|
|
5.2 62
|
|
5.2 62
|
|
37.4 62
|
|
21.3 62
|
|
21.3 62
|
|
48519 63
|
|
8052 63
|
|
7617 63
|
|
6977 63
|
|
1800 63
|
|
1614 63
|
|
1481 63
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|
1158.6 63
|
|
1127.5 63
|
|
360 63
|
|
284 63
|
|
257 63
|
|
133 63
|
|
127.7 63
|
|
0 63
|
|
0 63
|
|
32 63
|
|
22 63
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|
22 63
|
|
50239 64
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|
8376 64
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|
7930 64
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|
7243 64
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|
1881 64
|
|
1688 64
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|
1544 64
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|
1221.9 64
|
|
1189.6 64
|
|
378.6 64
|
|
286 64
|
|
271 64
|
|
142.6 64
|
|
8.6 64
|
|
8.6 64
|
|
36 64
|
|
28 64
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|
21 64
|
|
51996 65
|
|
8708 65
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|
8252 65
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|
7514 65
|
|
1968 65
|
|
1768 65
|
|
1611 65
|
|
1276.9 65
|
|
1241.1 65
|
|
396 65
|
|
322.4 65
|
|
284.1 65
|
|
150.5 65
|
|
150.5 65
|
|
7.7 65
|
|
2.4 65
|
|
45.6 65
|
|
28.7 65
|
|
22.6 65
|
|
53789 66
|
|
9046 66
|
|
8581 66
|
|
7790 66
|
|
2047 66
|
|
1842 66
|
|
1676 66
|
|
1333 66
|
|
1292.6 66
|
|
414.2 66
|
|
333.5 66
|
|
293.2 66
|
|
153.6 66
|
|
153.6 66
|
|
8 66
|
|
4.3 66
|
|
49.9 66
|
|
26.3 66
|
|
26.3 66
|
|
55618 67
|
|
9394 67
|
|
8918 67
|
|
8071 67
|
|
2128 67
|
|
1923 67
|
|
1741 67
|
|
1392 67
|
|
1351 67
|
|
432.4 67
|
|
343.5 67
|
|
308.2 67
|
|
160 67
|
|
160 67
|
|
8.6 67
|
|
5.2 67
|
|
49.3 67
|
|
30.8 67
|
|
24.1 67
|
|
57486 68
|
|
9751 68
|
|
9264 68
|
|
8358 68
|
|
2207 68
|
|
2006 68
|
|
1812 68
|
|
1453 68
|
|
1409 68
|
|
449.8 68
|
|
366.2 68
|
|
320.2 68
|
|
167.6 68
|
|
167.6 68
|
|
4.7 68
|
|
50.6 68
|
|
31.4 68
|
|
24.7 68
|
|
59390 69
|
|
10116 69
|
|
9617 69
|
|
8648 69
|
|
2307 69
|
|
2090 69
|
|
1885 69
|
|
1515 69
|
|
1468 69
|
|
470.9 69
|
|
385.9 69
|
|
332.6 69
|
|
175.5 69
|
|
175.5 69
|
|
4.6 69
|
|
54.7 69
|
|
31.8 69
|
|
25 69
|
|
61332 70
|
|
10486 70
|
|
9978 70
|
|
8944 70
|
|
2398 70
|
|
2173 70
|
|
1950 70
|
|
1576 70
|
|
1528 70
|
|
480.5 70
|
|
388.7 70
|
|
339.7 70
|
|
191.2 70
|
|
182.4 70
|
|
2.5 70
|
|
1.3 70
|
|
52 70
|
|
30.3 70
|
|
24.1 70
|
|
63314 71
|
|
10870 71
|
|
10349 71
|
|
9244 71
|
|
2491 71
|
|
2264 71
|
|
2024 71
|
|
1639 71
|
|
1589 71
|
|
506.8 71
|
|
412.4 71
|
|
359.2 71
|
|
206.1 71
|
|
196.3 71
|
|
8.9 71
|
|
7.5 71
|
|
57.3 71
|
|
33.6 71
|
|
26.7 71
|
|
65351 72
|
|
11271 72
|
|
10739 72
|
|
9561 72
|
|
2601 72
|
|
2365 72
|
|
2108 72
|
|
1716 72
|
|
1662 72
|
|
538 72
|
|
438.2 72
|
|
380.7 72
|
|
220 72
|
|
211.5 72
|
|
15.9 72
|
|
14.2 72
|
|
64.2 72
|
|
38 72
|
|
29.9 72
|
|
67416 73
|
|
11682 73
|
|
11136 73
|
|
9881 73
|
|
2708 73
|
|
2469 73
|
|
2194 73
|
|
1793 73
|
|
1735 73
|
|
563.4 73
|
|
463.4 73
|
|
400.9 73
|
|
237.9 73
|
|
226.4 73
|
|
23.5 73
|
|
21.6 73
|
|
69.7 73
|
|
42.2 73
|
|
32.7 73
|
|
69525 74
|
|
12100 74
|
|
11544 74
|
|
10207 74
|
|
2820 74
|
|
2575 74
|
|
2281 74
|
|
1872 74
|
|
1809 74
|
|
594.1 74
|
|
490.4 74
|
|
423.6 74
|
|
255.9 74
|
|
243.5 74
|
|
33.6 74
|
|
31.4 74
|
|
75.6 74
|
|
45.3 74
|
|
36.8 74
|
|
71676 75
|
|
12527 75
|
|
11959 75
|
|
10535 75
|
|
2932 75
|
|
2682 75
|
|
2367 75
|
|
1949 75
|
|
1883 75
|
|
625.4 75
|
|
518.7 75
|
|
446.8 75
|
|
273.9 75
|
|
260.5 75
|
|
42.9 75
|
|
40.5 75
|
|
83 75
|
|
45.6 75
|
|
34.6 75
|
|
73871 76
|
|
12968 76
|
|
12385 76
|
|
10871 76
|
|
3049 76
|
|
2792 76
|
|
2457 76
|
|
2031 76
|
|
1960 76
|
|
658.2 76
|
|
549.1 76
|
|
470.7 76
|
|
293.1 76
|
|
278.5 76
|
|
53.4 76
|
|
50.7 76
|
|
84 76
|
|
58 76
|
|
44.5 76
|
|
76111 77
|
|
13419 77
|
|
12824 77
|
|
11215 77
|
|
3174 77
|
|
2909 77
|
|
2551 77
|
|
2116 77
|
|
2040 77
|
|
691.1 77
|
|
577.8 77
|
|
495.8 77
|
|
311.9 77
|
|
296.3 77
|
|
63.8 77
|
|
60.8 77
|
|
95.2 77
|
|
63 77
|
|
48 77
|
|
78395 78
|
|
13880 78
|
|
13273 78
|
|
11564 78
|
|
3296 78
|
|
3027 78
|
|
2645 78
|
|
2202 78
|
|
2122 78
|
|
725.4 78
|
|
609.1 78
|
|
519.4 78
|
|
331.6 78
|
|
314.6 78
|
|
74.5 78
|
|
71.2 78
|
|
101.7 78
|
|
65.3 78
|
|
51.7 78
|
|
80725 79
|
|
14353 79
|
|
13734 79
|
|
11919 79
|
|
3425 79
|
|
3148 79
|
|
2743 79
|
|
2291 79
|
|
2206 79
|
|
762.1 79
|
|
642.7 79
|
|
546.3 79
|
|
353.2 79
|
|
335.1 79
|
|
87.6 79
|
|
84 79
|
|
107.2 79
|
|
74.2 79
|
|
57.2 79
|
|
83102 80
|
|
14839 80
|
|
14209 80
|
|
12284 80
|
|
3562 80
|
|
3279 80
|
|
2847 80
|
|
2385 80
|
|
2295 80
|
|
802.2 80
|
|
680.2 80
|
|
576.6 80
|
|
378.2 80
|
|
358.8 80
|
|
104 80
|
|
99.9 80
|
|
127 80
|
|
83.1 80
|
|
64.5 80
|
|
9.6 80
|
|
7.8 80
|
|
85530 81
|
|
15347 81
|
|
14698 81
|
|
12658 81
|
|
3704 81
|
|
3416 81
|
|
2957 81
|
|
2485 81
|
|
2389 81
|
|
846.2 81
|
|
720.5 81
|
|
609.5 81
|
|
405.7 81
|
|
385 81
|
|
122.2 81
|
|
117.8 81
|
|
136 81
|
|
94.6 81
|
|
73.5 81
|
|
14.7 81
|
|
12.5 81
|
|
88005 82
|
|
15861 82
|
|
15200 82
|
|
13035 82
|
|
3851 82
|
|
3554 82
|
|
3066 82
|
|
2586 82
|
|
2484 82
|
|
891.8 82
|
|
761.9 82
|
|
643.5 82
|
|
434.3 82
|
|
412.2 82
|
|
141.7 82
|
|
136.9 82
|
|
147 82
|
|
106.4 82
|
|
83.3 82
|
|
20.7 82
|
|
18.1 82
|
|
90526 83
|
|
16388 83
|
|
15711 83
|
|
13419 83
|
|
3999 83
|
|
3696 83
|
|
3177 83
|
|
2688 83
|
|
2580 83
|
|
939 83
|
|
805.2 83
|
|
678.8 83
|
|
464 83
|
|
440.1 83
|
|
162.3 83
|
|
157 83
|
|
159.3 83
|
|
119 83
|
|
92.6 83
|
|
26.9 83
|
|
23.8 83
|
|
93105 84
|
|
16939 84
|
|
16244 84
|
|
13814 84
|
|
4149 84
|
|
3854 84
|
|
3302 84
|
|
2798 84
|
|
2683 84
|
|
995 84
|
|
851 84
|
|
705 84
|
|
500 84
|
|
473 84
|
|
184 84
|
|
184 84
|
|
177 84
|
|
132 84
|
|
104 84
|
|
31 84
|
|
31 84
|
|
95730 85
|
|
17493 85
|
|
16785 85
|
|
14214 85
|
|
4317 85
|
|
4008 85
|
|
3426 85
|
|
2909 85
|
|
2787 85
|
|
1042 85
|
|
886 85
|
|
740 85
|
|
533 85
|
|
507 85
|
|
210 85
|
|
210 85
|
|
195 85
|
|
148 85
|
|
115 85
|
|
40 85
|
|
40 85
|
|
98404 86
|
|
18049 86
|
|
17337 86
|
|
14619 86
|
|
4482 86
|
|
4159 86
|
|
3538 86
|
|
3022 86
|
|
2892 86
|
|
1097 86
|
|
929 86
|
|
768 86
|
|
567 86
|
|
541 86
|
|
238 86
|
|
238 86
|
|
214 86
|
|
164 86
|
|
127 86
|
|
48 86
|
|
48 86
|
|
26 86
|
|
101137 87
|
|
18639 87
|
|
17907 87
|
|
15031 87
|
|
4652 87
|
|
4327 87
|
|
3663 87
|
|
3136 87
|
|
3000 87
|
|
1153 87
|
|
980 87
|
|
810 87
|
|
603 87
|
|
577 87
|
|
268 87
|
|
268 87
|
|
234 87
|
|
182 87
|
|
140 87
|
|
58 87
|
|
58 87
|
|
34 87
|
|
15 87
|
|
15 87
|
|
103922 88
|
|
19237 88
|
|
18484 88
|
|
15444 88
|
|
4822 88
|
|
4490 88
|
|
3792 88
|
|
3248 88
|
|
3105 88
|
|
1208 88
|
|
1058 88
|
|
879 88
|
|
636 88
|
|
603 88
|
|
299 88
|
|
299 88
|
|
254 88
|
|
200 88
|
|
153 88
|
|
68 88
|
|
68 88
|
|
44 88
|
|
19 88
|
|
19 88
|
|
106755 89
|
|
19840 89
|
|
19083 89
|
|
15871 89
|
|
5002 89
|
|
4656 89
|
|
3909 89
|
|
3370 89
|
|
3219 89
|
|
1269 89
|
|
1080 89
|
|
890 89
|
|
675 89
|
|
639 89
|
|
319 89
|
|
319 89
|
|
272 89
|
|
215 89
|
|
167 89
|
|
80 89
|
|
80 89
|
|
109651 90
|
|
20472 90
|
|
19693 90
|
|
16300 90
|
|
5182 90
|
|
4830 90
|
|
4046 90
|
|
3491 90
|
|
3332 90
|
|
1330 90
|
|
1168 90
|
|
966.4 90
|
|
712.1 90
|
|
675.2 90
|
|
342.4 90
|
|
333.1 90
|
|
290 90
|
|
229 90
|
|
182 90
|
|
92.5 90
|
|
85.4 90
|
|
41.4 90
|
|
24.5 90
|
|
16.6 90
|
|
112601 91
|
|
21105 91
|
|
20314 91
|
|
16733 91
|
|
5367 91
|
|
5001 91
|
|
4174 91
|
|
3611 91
|
|
3442 91
|
|
1387 91
|
|
1224 91
|
|
1007 91
|
|
743 91
|
|
708 91
|
|
371 91
|
|
360 91
|
|
310 91
|
|
232 91
|
|
232 91
|
|
94 91
|
|
94 91
|
|
115606 92
|
|
21757 92
|
|
20948 92
|
|
17166 92
|
|
5548 92
|
|
5182 92
|
|
4303 92
|
|
3728 92
|
|
3552 92
|
|
1439 92
|
|
1271 92
|
|
1043 92
|
|
778.3 92
|
|
736.2 92
|
|
388.2 92
|
|
377.4 92
|
|
321 92
|
|
257 92
|
|
192 92
|
|
102.8 92
|
|
94.2 92
|
|
43.9 92
|
|
26.8 92
|
|
16.8 92
|
|
END
|
|
X SetScale/P x 0,1,"", energy; SetScale y 0,0,"", energy; SetScale d 0,0,"eV", energy
|
|
X SetScale/P x 0,1,"", number; SetScale y 0,0,"", number
|
|
|
|
WAVES/T symbol term
|
|
BEGIN
|
|
"H" "1s"
|
|
"He" "1s"
|
|
"Li" "1s"
|
|
"Be" "1s"
|
|
"B" "1s"
|
|
"C" "1s"
|
|
"N" "1s"
|
|
"N" "2s"
|
|
"O" "1s"
|
|
"O" "2s"
|
|
"F" "1s"
|
|
"F" "2s"
|
|
"Ne" "1s"
|
|
"Ne" "2s"
|
|
"Ne" "2p1/2"
|
|
"Ne" "2p3/2"
|
|
"Na" "1s"
|
|
"Na" "2s"
|
|
"Na" "2p1/2"
|
|
"Na" "2p3/2"
|
|
"Mg" "1s"
|
|
"Mg" "2s"
|
|
"Mg" "2p1/2"
|
|
"Mg" "2p3/2"
|
|
"Al" "1s"
|
|
"Al" "2s"
|
|
"Al" "2p1/2"
|
|
"Al" "2p3/2"
|
|
"Si" "1s"
|
|
"Si" "2s"
|
|
"Si" "2p1/2"
|
|
"Si" "2p3/2"
|
|
"P" "1s"
|
|
"P" "2s"
|
|
"P" "2p1/2"
|
|
"P" "2p3/2"
|
|
"P" "3s"
|
|
"S" "1s"
|
|
"S" "2s"
|
|
"S" "2p1/2"
|
|
"S" "2p3/2"
|
|
"S" "3s"
|
|
"Cl" "1s"
|
|
"Cl" "2s"
|
|
"Cl" "2p1/2"
|
|
"Cl" "2p3/2"
|
|
"Cl" "3s"
|
|
"Cl" "3p"
|
|
"Ar" "1s"
|
|
"Ar" "2s"
|
|
"Ar" "2p1/2"
|
|
"Ar" "2p3/2"
|
|
"Ar" "3s"
|
|
"Ar" "3p1/2"
|
|
"Ar" "3p3/2"
|
|
"K" "1s"
|
|
"K" "2s"
|
|
"K" "2p1/2"
|
|
"K" "2p3/2"
|
|
"K" "3s"
|
|
"K" "3p1/2"
|
|
"K" "3p3/2"
|
|
"Ca" "1s"
|
|
"Ca" "2s"
|
|
"Ca" "2p1/2"
|
|
"Ca" "2p3/2"
|
|
"Ca" "3s"
|
|
"Ca" "3p1/2"
|
|
"Ca" "3p3/2"
|
|
"Sc" "1s"
|
|
"Sc" "2s"
|
|
"Sc" "2p1/2"
|
|
"Sc" "2p3/2"
|
|
"Sc" "3s"
|
|
"Sc" "3p1/2"
|
|
"Sc" "3p3/2"
|
|
"Ti" "1s"
|
|
"Ti" "2s"
|
|
"Ti" "2p1/2"
|
|
"Ti" "2p3/2"
|
|
"Ti" "3s"
|
|
"Ti" "3p1/2"
|
|
"Ti" "3p3/2"
|
|
"V" "1s"
|
|
"V" "2s"
|
|
"V" "2p1/2"
|
|
"V" "2p3/2"
|
|
"V" "3s"
|
|
"V" "3p1/2"
|
|
"V" "3p3/2"
|
|
"Cr" "1s"
|
|
"Cr" "2s"
|
|
"Cr" "2p1/2"
|
|
"Cr" "2p3/2"
|
|
"Cr" "3s"
|
|
"Cr" "3p1/2"
|
|
"Cr" "3p3/2"
|
|
"Mn" "1s"
|
|
"Mn" "2s"
|
|
"Mn" "2p1/2"
|
|
"Mn" "2p3/2"
|
|
"Mn" "3s"
|
|
"Mn" "3p1/2"
|
|
"Mn" "3p3/2"
|
|
"Fe" "1s"
|
|
"Fe" "2s"
|
|
"Fe" "2p1/2"
|
|
"Fe" "2p3/2"
|
|
"Fe" "3s"
|
|
"Fe" "3p1/2"
|
|
"Fe" "3p3/2"
|
|
"Co" "1s"
|
|
"Co" "2s"
|
|
"Co" "2p1/2"
|
|
"Co" "2p3/2"
|
|
"Co" "3s"
|
|
"Co" "3p1/2"
|
|
"Co" "3p3/2"
|
|
"Ni" "1s"
|
|
"Ni" "2s"
|
|
"Ni" "2p1/2"
|
|
"Ni" "2p3/2"
|
|
"Ni" "3s"
|
|
"Ni" "3p1/2"
|
|
"Ni" "3p3/2"
|
|
"Cu" "1s"
|
|
"Cu" "2s"
|
|
"Cu" "2p1/2"
|
|
"Cu" "2p3/2"
|
|
"Cu" "3s"
|
|
"Cu" "3p1/2"
|
|
"Cu" "3p3/2"
|
|
"Zn" "1s"
|
|
"Zn" "2s"
|
|
"Zn" "2p1/2"
|
|
"Zn" "2p3/2"
|
|
"Zn" "3s"
|
|
"Zn" "3p1/2"
|
|
"Zn" "3p3/2"
|
|
"Zn" "3d3/2"
|
|
"Zn" "3d5/2"
|
|
"Ga" "1s"
|
|
"Ga" "2s"
|
|
"Ga" "2p1/2"
|
|
"Ga" "2p3/2"
|
|
"Ga" "3s"
|
|
"Ga" "3p1/2"
|
|
"Ga" "3p3/2"
|
|
"Ga" "3d3/2"
|
|
"Ga" "3d5/2"
|
|
"Ge" "1s"
|
|
"Ge" "2s"
|
|
"Ge" "2p1/2"
|
|
"Ge" "2p3/2"
|
|
"Ge" "3s"
|
|
"Ge" "3p1/2"
|
|
"Ge" "3p3/2"
|
|
"Ge" "3d3/2"
|
|
"Ge" "3d5/2"
|
|
"As" "1s"
|
|
"As" "2s"
|
|
"As" "2p1/2"
|
|
"As" "2p3/2"
|
|
"As" "3s"
|
|
"As" "3p1/2"
|
|
"As" "3p3/2"
|
|
"As" "3d3/2"
|
|
"As" "3d5/2"
|
|
"Se" "1s"
|
|
"Se" "2s"
|
|
"Se" "2p1/2"
|
|
"Se" "2p3/2"
|
|
"Se" "3s"
|
|
"Se" "3p1/2"
|
|
"Se" "3p3/2"
|
|
"Se" "3d3/2"
|
|
"Se" "3d5/2"
|
|
"Br" "1s"
|
|
"Br" "2s"
|
|
"Br" "2p1/2"
|
|
"Br" "2p3/2"
|
|
"Br" "3s"
|
|
"Br" "3p1/2"
|
|
"Br" "3p3/2"
|
|
"Br" "3d3/2"
|
|
"Br" "3d5/2"
|
|
"Kr" "1s"
|
|
"Kr" "2s"
|
|
"Kr" "2p1/2"
|
|
"Kr" "2p3/2"
|
|
"Kr" "3s"
|
|
"Kr" "3p1/2"
|
|
"Kr" "3p3/2"
|
|
"Kr" "3d3/2"
|
|
"Kr" "3d5/2"
|
|
"Kr" "4s"
|
|
"Kr" "4p1/2"
|
|
"Kr" "4p3/2"
|
|
"Rb" "1s"
|
|
"Rb" "2s"
|
|
"Rb" "2p1/2"
|
|
"Rb" "2p3/2"
|
|
"Rb" "3s"
|
|
"Rb" "3p1/2"
|
|
"Rb" "3p3/2"
|
|
"Rb" "3d3/2"
|
|
"Rb" "3d5/2"
|
|
"Rb" "4s"
|
|
"Rb" "4p1/2"
|
|
"Rb" "4p3/2"
|
|
"Sr" "1s"
|
|
"Sr" "2s"
|
|
"Sr" "2p1/2"
|
|
"Sr" "2p3/2"
|
|
"Sr" "3s"
|
|
"Sr" "3p1/2"
|
|
"Sr" "3p3/2"
|
|
"Sr" "3d3/2"
|
|
"Sr" "3d5/2"
|
|
"Sr" "4s"
|
|
"Sr" "4p1/2"
|
|
"Sr" "4p3/2"
|
|
"Y" "1s"
|
|
"Y" "2s"
|
|
"Y" "2p1/2"
|
|
"Y" "2p3/2"
|
|
"Y" "3s"
|
|
"Y" "3p1/2"
|
|
"Y" "3p3/2"
|
|
"Y" "3d3/2"
|
|
"Y" "3d5/2"
|
|
"Y" "4s"
|
|
"Y" "4p1/2"
|
|
"Y" "4p3/2"
|
|
"Zr" "1s"
|
|
"Zr" "2s"
|
|
"Zr" "2p1/2"
|
|
"Zr" "2p3/2"
|
|
"Zr" "3s"
|
|
"Zr" "3p1/2"
|
|
"Zr" "3p3/2"
|
|
"Zr" "3d3/2"
|
|
"Zr" "3d5/2"
|
|
"Zr" "4s"
|
|
"Zr" "4p1/2"
|
|
"Zr" "4p3/2"
|
|
"Nb" "1s"
|
|
"Nb" "2s"
|
|
"Nb" "2p1/2"
|
|
"Nb" "2p3/2"
|
|
"Nb" "3s"
|
|
"Nb" "3p1/2"
|
|
"Nb" "3p3/2"
|
|
"Nb" "3d3/2"
|
|
"Nb" "3d5/2"
|
|
"Nb" "4s"
|
|
"Nb" "4p1/2"
|
|
"Nb" "4p3/2"
|
|
"Mo" "1s"
|
|
"Mo" "2s"
|
|
"Mo" "2p1/2"
|
|
"Mo" "2p3/2"
|
|
"Mo" "3s"
|
|
"Mo" "3p1/2"
|
|
"Mo" "3p3/2"
|
|
"Mo" "3d3/2"
|
|
"Mo" "3d5/2"
|
|
"Mo" "4s"
|
|
"Mo" "4p1/2"
|
|
"Mo" "4p3/2"
|
|
"Tc" "1s"
|
|
"Tc" "2s"
|
|
"Tc" "2p1/2"
|
|
"Tc" "2p3/2"
|
|
"Tc" "3s"
|
|
"Tc" "3p1/2"
|
|
"Tc" "3p3/2"
|
|
"Tc" "3d3/2"
|
|
"Tc" "3d5/2"
|
|
"Tc" "4s"
|
|
"Tc" "4p1/2"
|
|
"Tc" "4p3/2"
|
|
"Ru" "1s"
|
|
"Ru" "2s"
|
|
"Ru" "2p1/2"
|
|
"Ru" "2p3/2"
|
|
"Ru" "3s"
|
|
"Ru" "3p1/2"
|
|
"Ru" "3p3/2"
|
|
"Ru" "3d3/2"
|
|
"Ru" "3d5/2"
|
|
"Ru" "4s"
|
|
"Ru" "4p1/2"
|
|
"Ru" "4p3/2"
|
|
"Rh" "1s"
|
|
"Rh" "2s"
|
|
"Rh" "2p1/2"
|
|
"Rh" "2p3/2"
|
|
"Rh" "3s"
|
|
"Rh" "3p1/2"
|
|
"Rh" "3p3/2"
|
|
"Rh" "3d3/2"
|
|
"Rh" "3d5/2"
|
|
"Rh" "4s"
|
|
"Rh" "4p1/2"
|
|
"Rh" "4p3/2"
|
|
"Pd" "1s"
|
|
"Pd" "2s"
|
|
"Pd" "2p1/2"
|
|
"Pd" "2p3/2"
|
|
"Pd" "3s"
|
|
"Pd" "3p1/2"
|
|
"Pd" "3p3/2"
|
|
"Pd" "3d3/2"
|
|
"Pd" "3d5/2"
|
|
"Pd" "4s"
|
|
"Pd" "4p1/2"
|
|
"Pd" "4p3/2"
|
|
"Ag" "1s"
|
|
"Ag" "2s"
|
|
"Ag" "2p1/2"
|
|
"Ag" "2p3/2"
|
|
"Ag" "3s"
|
|
"Ag" "3p1/2"
|
|
"Ag" "3p3/2"
|
|
"Ag" "3d3/2"
|
|
"Ag" "3d5/2"
|
|
"Ag" "4s"
|
|
"Ag" "4p1/2"
|
|
"Ag" "4p3/2"
|
|
"Cd" "1s"
|
|
"Cd" "2s"
|
|
"Cd" "2p1/2"
|
|
"Cd" "2p3/2"
|
|
"Cd" "3s"
|
|
"Cd" "3p1/2"
|
|
"Cd" "3p3/2"
|
|
"Cd" "3d3/2"
|
|
"Cd" "3d5/2"
|
|
"Cd" "4s"
|
|
"Cd" "4p1/2"
|
|
"Cd" "4p3/2"
|
|
"Cd" "4d3/2"
|
|
"Cd" "4d5/2"
|
|
"In" "1s"
|
|
"In" "2s"
|
|
"In" "2p1/2"
|
|
"In" "2p3/2"
|
|
"In" "3s"
|
|
"In" "3p1/2"
|
|
"In" "3p3/2"
|
|
"In" "3d3/2"
|
|
"In" "3d5/2"
|
|
"In" "4s"
|
|
"In" "4p1/2"
|
|
"In" "4p3/2"
|
|
"In" "4d3/2"
|
|
"In" "4d5/2"
|
|
"Sn" "1s"
|
|
"Sn" "2s"
|
|
"Sn" "2p1/2"
|
|
"Sn" "2p3/2"
|
|
"Sn" "3s"
|
|
"Sn" "3p1/2"
|
|
"Sn" "3p3/2"
|
|
"Sn" "3d3/2"
|
|
"Sn" "3d5/2"
|
|
"Sn" "4s"
|
|
"Sn" "4p1/2"
|
|
"Sn" "4p3/2"
|
|
"Sn" "4d3/2"
|
|
"Sn" "4d5/2"
|
|
"Sb" "1s"
|
|
"Sb" "2s"
|
|
"Sb" "2p1/2"
|
|
"Sb" "2p3/2"
|
|
"Sb" "3s"
|
|
"Sb" "3p1/2"
|
|
"Sb" "3p3/2"
|
|
"Sb" "3d3/2"
|
|
"Sb" "3d5/2"
|
|
"Sb" "4s"
|
|
"Sb" "4p1/2"
|
|
"Sb" "4p3/2"
|
|
"Sb" "4d3/2"
|
|
"Sb" "4d5/2"
|
|
"Te" "1s"
|
|
"Te" "2s"
|
|
"Te" "2p1/2"
|
|
"Te" "2p3/2"
|
|
"Te" "3s"
|
|
"Te" "3p1/2"
|
|
"Te" "3p3/2"
|
|
"Te" "3d3/2"
|
|
"Te" "3d5/2"
|
|
"Te" "4s"
|
|
"Te" "4p1/2"
|
|
"Te" "4p3/2"
|
|
"Te" "4d3/2"
|
|
"Te" "4d5/2"
|
|
"I" "1s"
|
|
"I" "2s"
|
|
"I" "2p1/2"
|
|
"I" "2p3/2"
|
|
"I" "3s"
|
|
"I" "3p1/2"
|
|
"I" "3p3/2"
|
|
"I" "3d3/2"
|
|
"I" "3d5/2"
|
|
"I" "4s"
|
|
"I" "4p1/2"
|
|
"I" "4p3/2"
|
|
"I" "4d3/2"
|
|
"I" "4d5/2"
|
|
"Xe" "1s"
|
|
"Xe" "2s"
|
|
"Xe" "2p1/2"
|
|
"Xe" "2p3/2"
|
|
"Xe" "3s"
|
|
"Xe" "3p1/2"
|
|
"Xe" "3p3/2"
|
|
"Xe" "3d3/2"
|
|
"Xe" "3d5/2"
|
|
"Xe" "4s"
|
|
"Xe" "4p1/2"
|
|
"Xe" "4p3/2"
|
|
"Xe" "4d3/2"
|
|
"Xe" "4d5/2"
|
|
"Xe" "5s"
|
|
"Xe" "5p1/2"
|
|
"Xe" "5p3/2"
|
|
"Cs" "1s"
|
|
"Cs" "2s"
|
|
"Cs" "2p1/2"
|
|
"Cs" "2p3/2"
|
|
"Cs" "3s"
|
|
"Cs" "3p1/2"
|
|
"Cs" "3p3/2"
|
|
"Cs" "3d3/2"
|
|
"Cs" "3d5/2"
|
|
"Cs" "4s"
|
|
"Cs" "4p1/2"
|
|
"Cs" "4p3/2"
|
|
"Cs" "4d3/2"
|
|
"Cs" "4d5/2"
|
|
"Cs" "5s"
|
|
"Cs" "5p1/2"
|
|
"Cs" "5p3/2"
|
|
"Ba" "1s"
|
|
"Ba" "2s"
|
|
"Ba" "2p1/2"
|
|
"Ba" "2p3/2"
|
|
"Ba" "3s"
|
|
"Ba" "3p1/2"
|
|
"Ba" "3p3/2"
|
|
"Ba" "3d3/2"
|
|
"Ba" "3d5/2"
|
|
"Ba" "4s"
|
|
"Ba" "4p1/2"
|
|
"Ba" "4p3/2"
|
|
"Ba" "4d3/2"
|
|
"Ba" "4d5/2"
|
|
"Ba" "5s"
|
|
"Ba" "5p1/2"
|
|
"Ba" "5p3/2"
|
|
"La" "1s"
|
|
"La" "2s"
|
|
"La" "2p1/2"
|
|
"La" "2p3/2"
|
|
"La" "3s"
|
|
"La" "3p1/2"
|
|
"La" "3p3/2"
|
|
"La" "3d3/2"
|
|
"La" "3d5/2"
|
|
"La" "4s"
|
|
"La" "4p1/2"
|
|
"La" "4p3/2"
|
|
"La" "4d3/2"
|
|
"La" "4d5/2"
|
|
"La" "5s"
|
|
"La" "5p1/2"
|
|
"La" "5p3/2"
|
|
"Ce" "1s"
|
|
"Ce" "2s"
|
|
"Ce" "2p1/2"
|
|
"Ce" "2p3/2"
|
|
"Ce" "3s"
|
|
"Ce" "3p1/2"
|
|
"Ce" "3p3/2"
|
|
"Ce" "3d3/2"
|
|
"Ce" "3d5/2"
|
|
"Ce" "4s"
|
|
"Ce" "4p1/2"
|
|
"Ce" "4p3/2"
|
|
"Ce" "4d3/2"
|
|
"Ce" "4f5/2"
|
|
"Ce" "4f7/2"
|
|
"Ce" "5s"
|
|
"Ce" "5p1/2"
|
|
"Ce" "5p3/2"
|
|
"Pr" "1s"
|
|
"Pr" "2s"
|
|
"Pr" "2p1/2"
|
|
"Pr" "2p3/2"
|
|
"Pr" "3s"
|
|
"Pr" "3p1/2"
|
|
"Pr" "3p3/2"
|
|
"Pr" "3d3/2"
|
|
"Pr" "3d5/2"
|
|
"Pr" "4s"
|
|
"Pr" "4p1/2"
|
|
"Pr" "4p3/2"
|
|
"Pr" "4d3/2"
|
|
"Pr" "4d5/2"
|
|
"Pr" "4f5/2"
|
|
"Pr" "4f7/2"
|
|
"Pr" "5s"
|
|
"Pr" "5p1/2"
|
|
"Pr" "5p3/2"
|
|
"Nd" "1s"
|
|
"Nd" "2s"
|
|
"Nd" "2p1/2"
|
|
"Nd" "2p3/2"
|
|
"Nd" "3s"
|
|
"Nd" "3p1/2"
|
|
"Nd" "3p3/2"
|
|
"Nd" "3d3/2"
|
|
"Nd" "3d5/2"
|
|
"Nd" "4s"
|
|
"Nd" "4p1/2"
|
|
"Nd" "4p3/2"
|
|
"Nd" "4d3/2"
|
|
"Nd" "4d5/2"
|
|
"Nd" "4f5/2"
|
|
"Nd" "4f7/2"
|
|
"Nd" "5s"
|
|
"Nd" "5p1/2"
|
|
"Nd" "5p3/2"
|
|
"Pm" "1s"
|
|
"Pm" "2s"
|
|
"Pm" "2p1/2"
|
|
"Pm" "2p3/2"
|
|
"Pm" "3p1/2"
|
|
"Pm" "3p3/2"
|
|
"Pm" "3d3/2"
|
|
"Pm" "3d5/2"
|
|
"Pm" "4p1/2"
|
|
"Pm" "4p3/2"
|
|
"Pm" "4d3/2"
|
|
"Pm" "4d5/2"
|
|
"Sm" "1s"
|
|
"Sm" "2s"
|
|
"Sm" "2p1/2"
|
|
"Sm" "2p3/2"
|
|
"Sm" "3s"
|
|
"Sm" "3p1/2"
|
|
"Sm" "3p3/2"
|
|
"Sm" "3d3/2"
|
|
"Sm" "3d5/2"
|
|
"Sm" "4s"
|
|
"Sm" "4p1/2"
|
|
"Sm" "4p3/2"
|
|
"Sm" "4d3/2"
|
|
"Sm" "4d5/2"
|
|
"Sm" "4f5/2"
|
|
"Sm" "4f7/2"
|
|
"Sm" "5s"
|
|
"Sm" "5p1/2"
|
|
"Sm" "5p3/2"
|
|
"Eu" "1s"
|
|
"Eu" "2s"
|
|
"Eu" "2p1/2"
|
|
"Eu" "2p3/2"
|
|
"Eu" "3s"
|
|
"Eu" "3p1/2"
|
|
"Eu" "3p3/2"
|
|
"Eu" "3d3/2"
|
|
"Eu" "3d5/2"
|
|
"Eu" "4s"
|
|
"Eu" "4p1/2"
|
|
"Eu" "4p3/2"
|
|
"Eu" "4d3/2"
|
|
"Eu" "4d5/2"
|
|
"Eu" "4f5/2"
|
|
"Eu" "4f7/2"
|
|
"Eu" "5s"
|
|
"Eu" "5p1/2"
|
|
"Eu" "5p3/2"
|
|
"Gd" "1s"
|
|
"Gd" "2s"
|
|
"Gd" "2p1/2"
|
|
"Gd" "2p3/2"
|
|
"Gd" "3s"
|
|
"Gd" "3p1/2"
|
|
"Gd" "3p3/2"
|
|
"Gd" "3d3/2"
|
|
"Gd" "3d5/2"
|
|
"Gd" "4s"
|
|
"Gd" "4p1/2"
|
|
"Gd" "4p3/2"
|
|
"Gd" "4d5/2"
|
|
"Gd" "4f5/2"
|
|
"Gd" "4f7/2"
|
|
"Gd" "5s"
|
|
"Gd" "5p1/2"
|
|
"Gd" "5p3/2"
|
|
"Tb" "1s"
|
|
"Tb" "2s"
|
|
"Tb" "2p1/2"
|
|
"Tb" "2p3/2"
|
|
"Tb" "3s"
|
|
"Tb" "3p1/2"
|
|
"Tb" "3p3/2"
|
|
"Tb" "3d3/2"
|
|
"Tb" "3d5/2"
|
|
"Tb" "4s"
|
|
"Tb" "4p1/2"
|
|
"Tb" "4p3/2"
|
|
"Tb" "4d3/2"
|
|
"Tb" "4d5/2"
|
|
"Tb" "4f5/2"
|
|
"Tb" "4f7/2"
|
|
"Tb" "5s"
|
|
"Tb" "5p1/2"
|
|
"Tb" "5p3/2"
|
|
"Dy" "1s"
|
|
"Dy" "2s"
|
|
"Dy" "2p1/2"
|
|
"Dy" "2p3/2"
|
|
"Dy" "3s"
|
|
"Dy" "3p1/2"
|
|
"Dy" "3p3/2"
|
|
"Dy" "3d3/2"
|
|
"Dy" "3d5/2"
|
|
"Dy" "4s"
|
|
"Dy" "4p1/2"
|
|
"Dy" "4p3/2"
|
|
"Dy" "4d3/2"
|
|
"Dy" "4d5/2"
|
|
"Dy" "4f5/2"
|
|
"Dy" "4f7/2"
|
|
"Dy" "5s"
|
|
"Dy" "5p1/2"
|
|
"Dy" "5p3/2"
|
|
"Ho" "1s"
|
|
"Ho" "2s"
|
|
"Ho" "2p1/2"
|
|
"Ho" "2p3/2"
|
|
"Ho" "3s"
|
|
"Ho" "3p1/2"
|
|
"Ho" "3p3/2"
|
|
"Ho" "3d3/2"
|
|
"Ho" "3d5/2"
|
|
"Ho" "4s"
|
|
"Ho" "4p1/2"
|
|
"Ho" "4p3/2"
|
|
"Ho" "4d3/2"
|
|
"Ho" "4d5/2"
|
|
"Ho" "4f5/2"
|
|
"Ho" "4f7/2"
|
|
"Ho" "5s"
|
|
"Ho" "5p1/2"
|
|
"Ho" "5p3/2"
|
|
"Er" "1s"
|
|
"Er" "2s"
|
|
"Er" "2p1/2"
|
|
"Er" "2p3/2"
|
|
"Er" "3s"
|
|
"Er" "3p1/2"
|
|
"Er" "3p3/2"
|
|
"Er" "3d3/2"
|
|
"Er" "3d5/2"
|
|
"Er" "4s"
|
|
"Er" "4p1/2"
|
|
"Er" "4p3/2"
|
|
"Er" "4d3/2"
|
|
"Er" "4d5/2"
|
|
"Er" "4f7/2"
|
|
"Er" "5s"
|
|
"Er" "5p1/2"
|
|
"Er" "5p3/2"
|
|
"Tm" "1s"
|
|
"Tm" "2s"
|
|
"Tm" "2p1/2"
|
|
"Tm" "2p3/2"
|
|
"Tm" "3s"
|
|
"Tm" "3p1/2"
|
|
"Tm" "3p3/2"
|
|
"Tm" "3d3/2"
|
|
"Tm" "3d5/2"
|
|
"Tm" "4s"
|
|
"Tm" "4p1/2"
|
|
"Tm" "4p3/2"
|
|
"Tm" "4d3/2"
|
|
"Tm" "4d5/2"
|
|
"Tm" "4f7/2"
|
|
"Tm" "5s"
|
|
"Tm" "5p1/2"
|
|
"Tm" "5p3/2"
|
|
"Yb" "1s"
|
|
"Yb" "2s"
|
|
"Yb" "2p1/2"
|
|
"Yb" "2p3/2"
|
|
"Yb" "3s"
|
|
"Yb" "3p1/2"
|
|
"Yb" "3p3/2"
|
|
"Yb" "3d3/2"
|
|
"Yb" "3d5/2"
|
|
"Yb" "4s"
|
|
"Yb" "4p1/2"
|
|
"Yb" "4p3/2"
|
|
"Yb" "4d3/2"
|
|
"Yb" "4d5/2"
|
|
"Yb" "4f5/2"
|
|
"Yb" "4f7/2"
|
|
"Yb" "5s"
|
|
"Yb" "5p1/2"
|
|
"Yb" "5p3/2"
|
|
"Lu" "1s"
|
|
"Lu" "2s"
|
|
"Lu" "2p1/2"
|
|
"Lu" "2p3/2"
|
|
"Lu" "3s"
|
|
"Lu" "3p1/2"
|
|
"Lu" "3p3/2"
|
|
"Lu" "3d3/2"
|
|
"Lu" "3d5/2"
|
|
"Lu" "4s"
|
|
"Lu" "4p1/2"
|
|
"Lu" "4p3/2"
|
|
"Lu" "4d3/2"
|
|
"Lu" "4d5/2"
|
|
"Lu" "4f5/2"
|
|
"Lu" "4f7/2"
|
|
"Lu" "5s"
|
|
"Lu" "5p1/2"
|
|
"Lu" "5p3/2"
|
|
"Hf" "1s"
|
|
"Hf" "2s"
|
|
"Hf" "2p1/2"
|
|
"Hf" "2p3/2"
|
|
"Hf" "3s"
|
|
"Hf" "3p1/2"
|
|
"Hf" "3p3/2"
|
|
"Hf" "3d3/2"
|
|
"Hf" "3d5/2"
|
|
"Hf" "4s"
|
|
"Hf" "4p1/2"
|
|
"Hf" "4p3/2"
|
|
"Hf" "4d3/2"
|
|
"Hf" "4d5/2"
|
|
"Hf" "4f5/2"
|
|
"Hf" "4f7/2"
|
|
"Hf" "5s"
|
|
"Hf" "5p1/2"
|
|
"Hf" "5p3/2"
|
|
"Ta" "1s"
|
|
"Ta" "2s"
|
|
"Ta" "2p1/2"
|
|
"Ta" "2p3/2"
|
|
"Ta" "3s"
|
|
"Ta" "3p1/2"
|
|
"Ta" "3p3/2"
|
|
"Ta" "3d3/2"
|
|
"Ta" "3d5/2"
|
|
"Ta" "4s"
|
|
"Ta" "4p1/2"
|
|
"Ta" "4p3/2"
|
|
"Ta" "4d3/2"
|
|
"Ta" "4d5/2"
|
|
"Ta" "4f5/2"
|
|
"Ta" "4f7/2"
|
|
"Ta" "5s"
|
|
"Ta" "5p1/2"
|
|
"Ta" "5p3/2"
|
|
"W" "1s"
|
|
"W" "2s"
|
|
"W" "2p1/2"
|
|
"W" "2p3/2"
|
|
"W" "3s"
|
|
"W" "3p1/2"
|
|
"W" "3p3/2"
|
|
"W" "3d3/2"
|
|
"W" "3d5/2"
|
|
"W" "4s"
|
|
"W" "4p1/2"
|
|
"W" "4p3/2"
|
|
"W" "4d3/2"
|
|
"W" "4d5/2"
|
|
"W" "4f5/2"
|
|
"W" "4f7/2"
|
|
"W" "5s"
|
|
"W" "5p1/2"
|
|
"W" "5p3/2"
|
|
"Re" "1s"
|
|
"Re" "2s"
|
|
"Re" "2p1/2"
|
|
"Re" "2p3/2"
|
|
"Re" "3s"
|
|
"Re" "3p1/2"
|
|
"Re" "3p3/2"
|
|
"Re" "3d3/2"
|
|
"Re" "3d5/2"
|
|
"Re" "4s"
|
|
"Re" "4p1/2"
|
|
"Re" "4p3/2"
|
|
"Re" "4d3/2"
|
|
"Re" "4d5/2"
|
|
"Re" "4f5/2"
|
|
"Re" "4f7/2"
|
|
"Re" "5s"
|
|
"Re" "5p1/2"
|
|
"Re" "5p3/2"
|
|
"Os" "1s"
|
|
"Os" "2s"
|
|
"Os" "2p1/2"
|
|
"Os" "2p3/2"
|
|
"Os" "3s"
|
|
"Os" "3p1/2"
|
|
"Os" "3p3/2"
|
|
"Os" "3d3/2"
|
|
"Os" "3d5/2"
|
|
"Os" "4s"
|
|
"Os" "4p1/2"
|
|
"Os" "4p3/2"
|
|
"Os" "4d3/2"
|
|
"Os" "4d5/2"
|
|
"Os" "4f5/2"
|
|
"Os" "4f7/2"
|
|
"Os" "5s"
|
|
"Os" "5p1/2"
|
|
"Os" "5p3/2"
|
|
"Ir" "1s"
|
|
"Ir" "2s"
|
|
"Ir" "2p1/2"
|
|
"Ir" "2p3/2"
|
|
"Ir" "3s"
|
|
"Ir" "3p1/2"
|
|
"Ir" "3p3/2"
|
|
"Ir" "3d3/2"
|
|
"Ir" "3d5/2"
|
|
"Ir" "4s"
|
|
"Ir" "4p1/2"
|
|
"Ir" "4p3/2"
|
|
"Ir" "4d3/2"
|
|
"Ir" "4d5/2"
|
|
"Ir" "4f5/2"
|
|
"Ir" "4f7/2"
|
|
"Ir" "5s"
|
|
"Ir" "5p1/2"
|
|
"Ir" "5p3/2"
|
|
"Pt" "1s"
|
|
"Pt" "2s"
|
|
"Pt" "2p1/2"
|
|
"Pt" "2p3/2"
|
|
"Pt" "3s"
|
|
"Pt" "3p1/2"
|
|
"Pt" "3p3/2"
|
|
"Pt" "3d3/2"
|
|
"Pt" "3d5/2"
|
|
"Pt" "4s"
|
|
"Pt" "4p1/2"
|
|
"Pt" "4p3/2"
|
|
"Pt" "4d3/2"
|
|
"Pt" "4d5/2"
|
|
"Pt" "4f5/2"
|
|
"Pt" "4f7/2"
|
|
"Pt" "5s"
|
|
"Pt" "5p1/2"
|
|
"Pt" "5p3/2"
|
|
"Au" "1s"
|
|
"Au" "2s"
|
|
"Au" "2p1/2"
|
|
"Au" "2p3/2"
|
|
"Au" "3s"
|
|
"Au" "3p1/2"
|
|
"Au" "3p3/2"
|
|
"Au" "3d3/2"
|
|
"Au" "3d5/2"
|
|
"Au" "4s"
|
|
"Au" "4p1/2"
|
|
"Au" "4p3/2"
|
|
"Au" "4d3/2"
|
|
"Au" "4d5/2"
|
|
"Au" "4f5/2"
|
|
"Au" "4f7/2"
|
|
"Au" "5s"
|
|
"Au" "5p1/2"
|
|
"Au" "5p3/2"
|
|
"Hg" "1s"
|
|
"Hg" "2s"
|
|
"Hg" "2p1/2"
|
|
"Hg" "2p3/2"
|
|
"Hg" "3s"
|
|
"Hg" "3p1/2"
|
|
"Hg" "3p3/2"
|
|
"Hg" "3d3/2"
|
|
"Hg" "3d5/2"
|
|
"Hg" "4s"
|
|
"Hg" "4p1/2"
|
|
"Hg" "4p3/2"
|
|
"Hg" "4d3/2"
|
|
"Hg" "4d5/2"
|
|
"Hg" "4f5/2"
|
|
"Hg" "4f7/2"
|
|
"Hg" "5s"
|
|
"Hg" "5p1/2"
|
|
"Hg" "5p3/2"
|
|
"Hg" "5d3/2"
|
|
"Hg" "5d5/2"
|
|
"Tl" "1s"
|
|
"Tl" "2s"
|
|
"Tl" "2p1/2"
|
|
"Tl" "2p3/2"
|
|
"Tl" "3s"
|
|
"Tl" "3p1/2"
|
|
"Tl" "3p3/2"
|
|
"Tl" "3d3/2"
|
|
"Tl" "3d5/2"
|
|
"Tl" "4s"
|
|
"Tl" "4p1/2"
|
|
"Tl" "4p3/2"
|
|
"Tl" "4d3/2"
|
|
"Tl" "4d5/2"
|
|
"Tl" "4f5/2"
|
|
"Tl" "4f7/2"
|
|
"Tl" "5s"
|
|
"Tl" "5p1/2"
|
|
"Tl" "5p3/2"
|
|
"Tl" "5d3/2"
|
|
"Tl" "5d5/2"
|
|
"Pb" "1s"
|
|
"Pb" "2s"
|
|
"Pb" "2p1/2"
|
|
"Pb" "2p3/2"
|
|
"Pb" "3s"
|
|
"Pb" "3p1/2"
|
|
"Pb" "3p3/2"
|
|
"Pb" "3d3/2"
|
|
"Pb" "3d5/2"
|
|
"Pb" "4s"
|
|
"Pb" "4p1/2"
|
|
"Pb" "4p3/2"
|
|
"Pb" "4d3/2"
|
|
"Pb" "4d5/2"
|
|
"Pb" "4f5/2"
|
|
"Pb" "4f7/2"
|
|
"Pb" "5s"
|
|
"Pb" "5p1/2"
|
|
"Pb" "5p3/2"
|
|
"Pb" "5d3/2"
|
|
"Pb" "5d5/2"
|
|
"Bi" "1s"
|
|
"Bi" "2s"
|
|
"Bi" "2p1/2"
|
|
"Bi" "2p3/2"
|
|
"Bi" "3s"
|
|
"Bi" "3p1/2"
|
|
"Bi" "3p3/2"
|
|
"Bi" "3d3/2"
|
|
"Bi" "3d5/2"
|
|
"Bi" "4s"
|
|
"Bi" "4p1/2"
|
|
"Bi" "4p3/2"
|
|
"Bi" "4d3/2"
|
|
"Bi" "4d5/2"
|
|
"Bi" "4f5/2"
|
|
"Bi" "4f7/2"
|
|
"Bi" "5s"
|
|
"Bi" "5p1/2"
|
|
"Bi" "5p3/2"
|
|
"Bi" "5d3/2"
|
|
"Bi" "5d5/2"
|
|
"Po" "1s"
|
|
"Po" "2s"
|
|
"Po" "2p1/2"
|
|
"Po" "2p3/2"
|
|
"Po" "3s"
|
|
"Po" "3p1/2"
|
|
"Po" "3p3/2"
|
|
"Po" "3d3/2"
|
|
"Po" "3d5/2"
|
|
"Po" "4s"
|
|
"Po" "4p1/2"
|
|
"Po" "4p3/2"
|
|
"Po" "4d3/2"
|
|
"Po" "4d5/2"
|
|
"Po" "4f5/2"
|
|
"Po" "4f7/2"
|
|
"Po" "5s"
|
|
"Po" "5p1/2"
|
|
"Po" "5p3/2"
|
|
"Po" "5d3/2"
|
|
"Po" "5d5/2"
|
|
"At" "1s"
|
|
"At" "2s"
|
|
"At" "2p1/2"
|
|
"At" "2p3/2"
|
|
"At" "3s"
|
|
"At" "3p1/2"
|
|
"At" "3p3/2"
|
|
"At" "3d3/2"
|
|
"At" "3d5/2"
|
|
"At" "4s"
|
|
"At" "4p1/2"
|
|
"At" "4p3/2"
|
|
"At" "4d3/2"
|
|
"At" "4d5/2"
|
|
"At" "4f5/2"
|
|
"At" "4f7/2"
|
|
"At" "5s"
|
|
"At" "5p1/2"
|
|
"At" "5p3/2"
|
|
"At" "5d3/2"
|
|
"At" "5d5/2"
|
|
"Rn" "1s"
|
|
"Rn" "2s"
|
|
"Rn" "2p1/2"
|
|
"Rn" "2p3/2"
|
|
"Rn" "3s"
|
|
"Rn" "3p1/2"
|
|
"Rn" "3p3/2"
|
|
"Rn" "3d3/2"
|
|
"Rn" "3d5/2"
|
|
"Rn" "4s"
|
|
"Rn" "4p1/2"
|
|
"Rn" "4p3/2"
|
|
"Rn" "4d3/2"
|
|
"Rn" "4d5/2"
|
|
"Rn" "4f5/2"
|
|
"Rn" "4f7/2"
|
|
"Rn" "5s"
|
|
"Rn" "5p1/2"
|
|
"Rn" "5p3/2"
|
|
"Rn" "5d3/2"
|
|
"Rn" "5d5/2"
|
|
"Rn" "6s"
|
|
"Fr" "1s"
|
|
"Fr" "2s"
|
|
"Fr" "2p1/2"
|
|
"Fr" "2p3/2"
|
|
"Fr" "3s"
|
|
"Fr" "3p1/2"
|
|
"Fr" "3p3/2"
|
|
"Fr" "3d3/2"
|
|
"Fr" "3d5/2"
|
|
"Fr" "4s"
|
|
"Fr" "4p1/2"
|
|
"Fr" "4p3/2"
|
|
"Fr" "4d3/2"
|
|
"Fr" "4d5/2"
|
|
"Fr" "4f5/2"
|
|
"Fr" "4f7/2"
|
|
"Fr" "5s"
|
|
"Fr" "5p1/2"
|
|
"Fr" "5p3/2"
|
|
"Fr" "5d3/2"
|
|
"Fr" "5d5/2"
|
|
"Fr" "6s"
|
|
"Fr" "6p1/2"
|
|
"Fr" "6p3/2"
|
|
"Ra" "1s"
|
|
"Ra" "2s"
|
|
"Ra" "2p1/2"
|
|
"Ra" "2p3/2"
|
|
"Ra" "3s"
|
|
"Ra" "3p1/2"
|
|
"Ra" "3p3/2"
|
|
"Ra" "3d3/2"
|
|
"Ra" "3d5/2"
|
|
"Ra" "4s"
|
|
"Ra" "4p1/2"
|
|
"Ra" "4p3/2"
|
|
"Ra" "4d3/2"
|
|
"Ra" "4d5/2"
|
|
"Ra" "4f5/2"
|
|
"Ra" "4f7/2"
|
|
"Ra" "5s"
|
|
"Ra" "5p1/2"
|
|
"Ra" "5p3/2"
|
|
"Ra" "5d3/2"
|
|
"Ra" "5d5/2"
|
|
"Ra" "6s"
|
|
"Ra" "6p1/2"
|
|
"Ra" "6p3/2"
|
|
"Ac" "1s"
|
|
"Ac" "2s"
|
|
"Ac" "2p1/2"
|
|
"Ac" "2p3/2"
|
|
"Ac" "3s"
|
|
"Ac" "3p1/2"
|
|
"Ac" "3p3/2"
|
|
"Ac" "3d3/2"
|
|
"Ac" "3d5/2"
|
|
"Ac" "4s"
|
|
"Ac" "4p1/2"
|
|
"Ac" "4p3/2"
|
|
"Ac" "4d3/2"
|
|
"Ac" "4d5/2"
|
|
"Ac" "4f5/2"
|
|
"Ac" "4f7/2"
|
|
"Ac" "5s"
|
|
"Ac" "5p1/2"
|
|
"Ac" "5p3/2"
|
|
"Ac" "5d3/2"
|
|
"Ac" "5d5/2"
|
|
"Th" "1s"
|
|
"Th" "2s"
|
|
"Th" "2p1/2"
|
|
"Th" "2p3/2"
|
|
"Th" "3s"
|
|
"Th" "3p1/2"
|
|
"Th" "3p3/2"
|
|
"Th" "3d3/2"
|
|
"Th" "3d5/2"
|
|
"Th" "4s"
|
|
"Th" "4p1/2"
|
|
"Th" "4p3/2"
|
|
"Th" "4d3/2"
|
|
"Th" "4d5/2"
|
|
"Th" "4f5/2"
|
|
"Th" "4f7/2"
|
|
"Th" "5s"
|
|
"Th" "5p1/2"
|
|
"Th" "5p3/2"
|
|
"Th" "5d3/2"
|
|
"Th" "5d5/2"
|
|
"Th" "6s"
|
|
"Th" "6p1/2"
|
|
"Th" "6p3/2"
|
|
"Pa" "1s"
|
|
"Pa" "2s"
|
|
"Pa" "2p1/2"
|
|
"Pa" "2p3/2"
|
|
"Pa" "3s"
|
|
"Pa" "3p1/2"
|
|
"Pa" "3p3/2"
|
|
"Pa" "3d3/2"
|
|
"Pa" "3d5/2"
|
|
"Pa" "4s"
|
|
"Pa" "4p1/2"
|
|
"Pa" "4p3/2"
|
|
"Pa" "4d3/2"
|
|
"Pa" "4d5/2"
|
|
"Pa" "4f5/2"
|
|
"Pa" "4f7/2"
|
|
"Pa" "5s"
|
|
"Pa" "5p1/2"
|
|
"Pa" "5p3/2"
|
|
"Pa" "5d3/2"
|
|
"Pa" "5d5/2"
|
|
"U" "1s"
|
|
"U" "2s"
|
|
"U" "2p1/2"
|
|
"U" "2p3/2"
|
|
"U" "3s"
|
|
"U" "3p1/2"
|
|
"U" "3p3/2"
|
|
"U" "3d3/2"
|
|
"U" "3d5/2"
|
|
"U" "4s"
|
|
"U" "4p1/2"
|
|
"U" "4p3/2"
|
|
"U" "4d3/2"
|
|
"U" "4d5/2"
|
|
"U" "4f5/2"
|
|
"U" "4f7/2"
|
|
"U" "5s"
|
|
"U" "5p1/2"
|
|
"U" "5p3/2"
|
|
"U" "5d3/2"
|
|
"U" "5d5/2"
|
|
"U" "6s"
|
|
"U" "6p1/2"
|
|
"U" "6p3/2"
|
|
END
|
|
X SetScale/P x 0,1,"", symbol; SetScale y 0,0,"", symbol
|
|
X SetScale/P x 0,1,"", term; SetScale y 0,0,"", term
|