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d="M 80.3034 203.153L 80.3034 208.465"
id="path788" />
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style="font-size:12.000;fill:none;stroke:#000000;"
d="M 80.3034 230.63L 80.3034 235.942"
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<text
style="font-size:12.000;font-family:Times;"
transform="matrix(0.688611,0,0,0.688611,75.96540,173.9120)"
id="text790">R1</text>
<text
style="font-size:12.000;font-family:Times;"
transform="matrix(0.688611,0,0,0.688611,75.96540,201.3900)"
id="text792">R1</text>
<text
style="font-size:12.000;font-family:Times;"
transform="matrix(0.688611,0,0,0.688611,75.96540,228.8670)"
id="text794">R1</text>
<text
style="font-size:12.000;font-family:Times;"
transform="translate(37.35740,187.6930)"
id="text796">a1</text>
<text
style="font-size:12.000;font-family:Times;"
transform="translate(37.35740,214.7490)"
id="text798">b1</text>
<text
style="font-size:12.000;font-family:Times;"
transform="translate(36.80120,242.0830)"
id="text800">c1</text>
<path
style="font-size:12.000;fill:none;stroke:#000000;stroke-width:0.992126;"
d="M 91.2594 186.185L 330.967 186.185"
id="path802" />
<path
style="font-size:12.000;fill:none;stroke:#000000;stroke-width:0.992126;"
d="M 111.2160 212.7620 L 348.7450 212.7620 "
id="path803" />
<path
style="font-size:12.000;fill:none;stroke:#000000;stroke-width:0.992126;"
d="M 131.93 240.239L 368.883 240.239"
id="path804" />
<text
style="font-size:12.000;font-family:Times;"
transform="matrix(0.710518,0,0,0.710518,127.0930,245.1990)"
id="text805">3</text>
<text
style="font-size:12.000;font-family:Times;"
transform="matrix(0.710518,0,0,0.710518,350.2190,373.0810)"
id="text807">3</text>
<text
style="font-size:12.000;font-family:Times;"
transform="scale(0.904135,0.904135)"
id="text809"
x="44.9666819"
y="465.316992">m (z1) = m (monomer 6) -N1H1 + right cap (O1H1) (variant: +H1)</text>
<text
style="font-size:12.000;font-family:Times;"
transform="scale(0.904135,0.904135)"
id="text811"
x="44.9666819"
y="484.383981">m (y1) = m (monomer 6) + H2 + right cap (O1H1)</text>
<text
style="font-size:12.000;font-family:Times;"
transform="scale(0.904135,0.904135)"
id="text813"
x="44.9666819"
y="502.636974">m (x1) = m (monomer 6) + C1O1 + right cap (O1H1)</text>
<path
style="font-size:12.000;fill:none;stroke:#000000;"
d="M 74.99006 523.0490 L 388.3637 523.0490 "
id="path815" />
<text
style="font-size:12.000;font-family:Times;"
id="text816"
x="91.9843979"
y="570.926682">canonical monomer</text>
<text
style="font-size:12.000;font-family:Times;"
transform="matrix(0.605750,0,0,0.605752,116.4420,235.9140)"
id="text818">+</text>
<text
style="font-size:12.000;font-family:Times;"
transform="matrix(0.605750,0,0,0.605752,105.7970,208.9690)"
id="text820">+</text>
<text
style="font-size:12.000;font-family:Times;"
transform="matrix(0.605750,0,0,0.605752,332.1720,391.6660)"
id="text822">+</text>
<text
style="font-size:12.000;font-family:Times;"
transform="matrix(0.605750,0,0,0.605752,65.38040,181.6920)"
id="text824">+</text>
<text
style="font-size:12.000;font-family:Times;"
transform="matrix(0.605750,0,0,0.605752,361.5060,364.1730)"
id="text826">+</text>
<text
style="font-size:12.000;font-family:Times;"
transform="matrix(0.605750,0,0,0.605752,367.4220,342.1970)"
id="text828">+</text>
<text
style="font-size:12.000;font-family:Times;"
transform="translate(39.45330,266.6150)"
id="text831">m (a1) = m (monomer 1) - C1O1 + left cap (H1)</text>
<text
style="font-size:12.000;font-family:Times;"
transform="translate(39.45330,285.6820)"
id="text833">m (b1) = m (monomer 1) + left cap (H1)</text>
<text
style="font-size:12.000;font-family:Times;"
transform="translate(39.45330,303.9340)"
id="text835">m (c1) = m (monomer 1) + N1H3 + left cap (H1)</text>
<text
style="font-size:12.000;font-family:Times;"
transform="scale(0.904135,0.904135)"
id="text837"
x="29.3936500"
y="547.646002">In some cases (high CID energy) the z fragment is often seen as a species of mass z+1</text>
<text
style="font-size:12.000;font-family:Times;"
transform="scale(1.989088,1.989088)"
id="text839"
x="12.3553671"
y="215.489627">*</text>
<g
id="g841"
style="font-size:12.000;"
transform="matrix(0.904135,0,0,0.904135,9.441929,39.44742)">
<text
style="stroke:none; fill:#000000; font-family:Times; font-size:12.0"
transform="matrix(1 0 0 1 31.5857 487.724)"
id="text842">Note how a z fragment is identical to a [y -NH3] fragment.</text>
<text
style="stroke:none; fill:#000000; font-family:Times; font-size:12.0"
transform="matrix(2.19999 0 0 2.19999 16.1958 495.94)"
id="text844">*</text>
</g>
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transform="translate(-4.560375,2.736336)">
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d="M 269.7591 111.4081 L 230.9361 155.0894 "
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</g>
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distrib
>
Mandriva
>
2007.1
>
x86_64
>
media
>
contrib-release
>
by-pkgid
>
3d0d0177db421ffde0b64948d214366a
>
files
>
90
