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content/images/hp3456a/psu_schematic.svg@4a94e81bff74 (annotated)

content/images/hp3456a/psu_schematic.svg

Fri, 20 Apr 2018 01:11:16 +0200

author

David Douard <david.douard@logilab.fr>

date

Fri, 20 Apr 2018 01:11:16 +0200

changeset 101

4a94e81bff74

parent 70

b027bc447b57

permissions

-rw-r--r--

[hp8662a] part 3: fixing error 04 and unlocked loops

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b027bc447b57 [hp3456a] new blog post David Douard <david.douard@logilab.fr> parents: diff 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"
b027bc447b57 [hp3456a] new blog post David Douard <david.douard@logilab.fr> parents: diff changeset	174	transform="matrix(1,0,0,-1,0,1)"
b027bc447b57 [hp3456a] new blog post David Douard <david.douard@logilab.fr> parents: diff changeset	175	preserveAspectRatio="none"
b027bc447b57 [hp3456a] new blog post David Douard <david.douard@logilab.fr> parents: diff changeset	176	height="1"
b027bc447b57 [hp3456a] new blog post David Douard <david.douard@logilab.fr> parents: diff changeset	177	width="1" /></g></g></g><g
b027bc447b57 [hp3456a] new blog post David Douard <david.douard@logilab.fr> parents: diff changeset	178	transform="matrix(1.2175981,0,0,1.2175981,66.73804,284.16295)"
b027bc447b57 [hp3456a] new blog post David Douard <david.douard@logilab.fr> parents: diff changeset	179	id="g3463"><g
b027bc447b57 [hp3456a] new blog post David Douard <david.douard@logilab.fr> parents: diff changeset	180	clip-path="url(#clipPath3467)"
b027bc447b57 [hp3456a] new blog post David Douard <david.douard@logilab.fr> parents: diff changeset	181	id="g3465"><g
b027bc447b57 [hp3456a] new blog post David Douard <david.douard@logilab.fr> parents: diff changeset	182	transform="matrix(153.60073,0,0,-153.77217,305.82999,336.20939)"
b027bc447b57 [hp3456a] new blog post David Douard <david.douard@logilab.fr> parents: diff changeset	183	id="g3471"><image
b027bc447b57 [hp3456a] new blog post David Douard <david.douard@logilab.fr> parents: diff changeset	184	id="image3473"
b027bc447b57 [hp3456a] new blog post David Douard <david.douard@logilab.fr> parents: diff changeset	185	xlink:href="data:image/png;base64,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"
b027bc447b57 [hp3456a] new blog post David Douard <david.douard@logilab.fr> parents: diff changeset	186	transform="matrix(1,0,0,-1,0,1)"
b027bc447b57 [hp3456a] new blog post David Douard <david.douard@logilab.fr> parents: diff changeset	187	preserveAspectRatio="none"
b027bc447b57 [hp3456a] new blog post David Douard <david.douard@logilab.fr> parents: diff changeset	188	height="1"
b027bc447b57 [hp3456a] new blog post David Douard <david.douard@logilab.fr> parents: diff changeset	189	width="1" /></g></g></g><g
b027bc447b57 [hp3456a] new blog post David Douard <david.douard@logilab.fr> parents: diff changeset	190	transform="matrix(1.2175981,0,0,1.2175981,66.73804,284.16295)"
b027bc447b57 [hp3456a] new blog post David Douard <david.douard@logilab.fr> parents: diff changeset	191	id="g3477"
b027bc447b57 [hp3456a] new blog post David Douard <david.douard@logilab.fr> parents: diff changeset	192	clip-path="url(#clipPath3479)"><g
b027bc447b57 [hp3456a] new blog post David Douard <david.douard@logilab.fr> parents: diff changeset	193	id="g3483"
b027bc447b57 [hp3456a] new blog post David Douard <david.douard@logilab.fr> parents: diff changeset	194	transform="matrix(153.60073,0,0,-153.77217,458.91645,336.20939)"><image
b027bc447b57 [hp3456a] new blog post David Douard <david.douard@logilab.fr> parents: diff changeset	195	width="1"
b027bc447b57 [hp3456a] new blog post David Douard <david.douard@logilab.fr> parents: diff changeset	196	height="1"
b027bc447b57 [hp3456a] new blog post David Douard <david.douard@logilab.fr> parents: diff changeset	197	preserveAspectRatio="none"
b027bc447b57 [hp3456a] new blog post David Douard <david.douard@logilab.fr> parents: diff changeset	198	transform="matrix(1,0,0,-1,0,1)"
b027bc447b57 [hp3456a] new blog post David Douard <david.douard@logilab.fr> parents: diff changeset	199	xlink:href="data:image/png;base64,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"
b027bc447b57 [hp3456a] new blog post David Douard <david.douard@logilab.fr> parents: diff changeset	200	id="image3485" /></g></g><g
b027bc447b57 [hp3456a] new blog post David Douard <david.douard@logilab.fr> parents: diff changeset	201	transform="matrix(1.2175981,0,0,1.2175981,66.73804,284.16295)"
b027bc447b57 [hp3456a] new blog post David Douard <david.douard@logilab.fr> parents: diff changeset	202	id="g3487"><g
b027bc447b57 [hp3456a] new blog post David Douard <david.douard@logilab.fr> parents: diff changeset	203	clip-path="url(#clipPath3491)"
b027bc447b57 [hp3456a] new blog post David Douard <david.douard@logilab.fr> parents: diff changeset	204	id="g3489"><g
b027bc447b57 [hp3456a] new blog post David Douard <david.douard@logilab.fr> parents: diff changeset	205	transform="matrix(153.60073,0,0,-153.77217,612.0029,336.20939)"
b027bc447b57 [hp3456a] new blog post David Douard <david.douard@logilab.fr> parents: diff changeset	206	id="g3495"><image
b027bc447b57 [hp3456a] new blog post David Douard <david.douard@logilab.fr> parents: diff changeset	207	id="image3497"
b027bc447b57 [hp3456a] new blog post David Douard <david.douard@logilab.fr> parents: diff changeset	208	xlink:href="data:image/png;base64,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"
b027bc447b57 [hp3456a] new blog post David Douard <david.douard@logilab.fr> parents: diff changeset	209	transform="matrix(1,0,0,-1,0,1)"
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b027bc447b57 [hp3456a] new blog post David Douard <david.douard@logilab.fr> parents: diff changeset	211	height="1"
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b027bc447b57 [hp3456a] new blog post David Douard <david.douard@logilab.fr> parents: diff changeset	213	transform="matrix(1.2175981,0,0,1.2175981,66.73804,284.16295)"
b027bc447b57 [hp3456a] new blog post David Douard <david.douard@logilab.fr> parents: diff changeset	214	id="g3523"><g
b027bc447b57 [hp3456a] new blog post David Douard <david.douard@logilab.fr> parents: diff changeset	215	clip-path="url(#clipPath3527)"
b027bc447b57 [hp3456a] new blog post David Douard <david.douard@logilab.fr> parents: diff changeset	216	id="g3525"><g
b027bc447b57 [hp3456a] new blog post David Douard <david.douard@logilab.fr> parents: diff changeset	217	transform="matrix(153.60073,0,0,-153.77217,305.82999,489.46727)"
b027bc447b57 [hp3456a] new blog post David Douard <david.douard@logilab.fr> parents: diff changeset	218	id="g3531"><image
b027bc447b57 [hp3456a] new blog post David Douard <david.douard@logilab.fr> parents: diff changeset	219	id="image3533"
b027bc447b57 [hp3456a] new blog post David Douard <david.douard@logilab.fr> parents: diff changeset	220	xlink:href="data:image/png;base64,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"
b027bc447b57 [hp3456a] new blog post David Douard <david.douard@logilab.fr> parents: diff changeset	221	transform="matrix(1,0,0,-1,0,1)"
b027bc447b57 [hp3456a] new blog post David Douard <david.douard@logilab.fr> parents: diff changeset	222	preserveAspectRatio="none"
b027bc447b57 [hp3456a] new blog post David Douard <david.douard@logilab.fr> parents: diff changeset	223	height="1"
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b027bc447b57 [hp3456a] new blog post David Douard <david.douard@logilab.fr> parents: diff changeset	225	transform="matrix(1.2175981,0,0,1.2175981,66.73804,284.16295)"
b027bc447b57 [hp3456a] new blog post David Douard <david.douard@logilab.fr> parents: diff changeset	226	id="g3535"><g
b027bc447b57 [hp3456a] new blog post David Douard <david.douard@logilab.fr> parents: diff changeset	227	clip-path="url(#clipPath3539)"
b027bc447b57 [hp3456a] new blog post David Douard <david.douard@logilab.fr> parents: diff changeset	228	id="g3537"><g
b027bc447b57 [hp3456a] new blog post David Douard <david.douard@logilab.fr> parents: diff changeset	229	transform="matrix(153.60073,0,0,-153.77217,458.91645,489.46727)"
b027bc447b57 [hp3456a] new blog post David Douard <david.douard@logilab.fr> parents: diff changeset	230	id="g3543"><image
b027bc447b57 [hp3456a] new blog post David Douard <david.douard@logilab.fr> parents: diff changeset	231	id="image3545"
b027bc447b57 [hp3456a] new blog post David Douard <david.douard@logilab.fr> parents: diff changeset	232	xlink:href="data:image/png;base64,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"
b027bc447b57 [hp3456a] new blog post David Douard <david.douard@logilab.fr> parents: diff changeset	233	transform="matrix(1,0,0,-1,0,1)"
b027bc447b57 [hp3456a] new blog post David Douard <david.douard@logilab.fr> parents: diff changeset	234	preserveAspectRatio="none"
b027bc447b57 [hp3456a] new blog post David Douard <david.douard@logilab.fr> parents: diff changeset	235	height="1"
b027bc447b57 [hp3456a] new blog post David Douard <david.douard@logilab.fr> parents: diff changeset	236	width="1" /></g></g></g><g
b027bc447b57 [hp3456a] new blog post David Douard <david.douard@logilab.fr> parents: diff changeset	237	transform="matrix(1.2175981,0,0,1.2175981,66.73804,284.16295)"
b027bc447b57 [hp3456a] new blog post David Douard <david.douard@logilab.fr> parents: diff changeset	238	id="g3547"><g
b027bc447b57 [hp3456a] new blog post David Douard <david.douard@logilab.fr> parents: diff changeset	239	clip-path="url(#clipPath3551)"
b027bc447b57 [hp3456a] new blog post David Douard <david.douard@logilab.fr> parents: diff changeset	240	id="g3549"><g
b027bc447b57 [hp3456a] new blog post David Douard <david.douard@logilab.fr> parents: diff changeset	241	transform="matrix(153.60073,0,0,-153.77217,612.0029,489.46727)"
b027bc447b57 [hp3456a] new blog post David Douard <david.douard@logilab.fr> parents: diff changeset	242	id="g3555"><image
b027bc447b57 [hp3456a] new blog post David Douard <david.douard@logilab.fr> parents: diff changeset	243	id="image3557"
b027bc447b57 [hp3456a] new blog post David Douard <david.douard@logilab.fr> parents: diff changeset	244	xlink:href="data:image/png;base64,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"
b027bc447b57 [hp3456a] new blog post David Douard <david.douard@logilab.fr> parents: diff changeset	245	transform="matrix(1,0,0,-1,0,1)"
b027bc447b57 [hp3456a] new blog post David Douard <david.douard@logilab.fr> parents: diff changeset	246	preserveAspectRatio="none"
b027bc447b57 [hp3456a] new blog post David Douard <david.douard@logilab.fr> parents: diff changeset	247	height="1"
b027bc447b57 [hp3456a] new blog post David Douard <david.douard@logilab.fr> parents: diff changeset	248	width="1" /></g></g></g><g
b027bc447b57 [hp3456a] new blog post David Douard <david.douard@logilab.fr> parents: diff changeset	249	transform="matrix(1.2175981,0,0,1.2175981,66.73804,284.16295)"
b027bc447b57 [hp3456a] new blog post David Douard <david.douard@logilab.fr> parents: diff changeset	250	id="g3559"><g
b027bc447b57 [hp3456a] new blog post David Douard <david.douard@logilab.fr> parents: diff changeset	251	clip-path="url(#clipPath3563)"
b027bc447b57 [hp3456a] new blog post David Douard <david.douard@logilab.fr> parents: diff changeset	252	id="g3561"><g
b027bc447b57 [hp3456a] new blog post David Douard <david.douard@logilab.fr> parents: diff changeset	253	transform="matrix(76.971795,0,0,-230.22967,765.08932,565.92475)"
b027bc447b57 [hp3456a] new blog post David Douard <david.douard@logilab.fr> parents: diff changeset	254	id="g3567"><image
b027bc447b57 [hp3456a] new blog post David Douard <david.douard@logilab.fr> parents: diff changeset	255	id="image3569"
b027bc447b57 [hp3456a] new blog post David Douard <david.douard@logilab.fr> parents: diff changeset	256	xlink:href="data:image/png;base64,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b027bc447b57 [hp3456a] new blog post David Douard <david.douard@logilab.fr> parents: diff changeset	257	transform="matrix(1,0,0,-1,0,1)"
b027bc447b57 [hp3456a] new blog post David Douard <david.douard@logilab.fr> parents: diff changeset	258	preserveAspectRatio="none"
b027bc447b57 [hp3456a] new blog post David Douard <david.douard@logilab.fr> parents: diff changeset	259	height="1"
b027bc447b57 [hp3456a] new blog post David Douard <david.douard@logilab.fr> parents: diff changeset	260	width="1" /></g></g></g><g
b027bc447b57 [hp3456a] new blog post David Douard <david.douard@logilab.fr> parents: diff changeset	261	transform="matrix(1.2175981,0,0,1.2175981,66.73804,284.16295)"
b027bc447b57 [hp3456a] new blog post David Douard <david.douard@logilab.fr> parents: diff changeset	262	id="g3583"><g
b027bc447b57 [hp3456a] new blog post David Douard <david.douard@logilab.fr> parents: diff changeset	263	clip-path="url(#clipPath3587)"
b027bc447b57 [hp3456a] new blog post David Douard <david.douard@logilab.fr> parents: diff changeset	264	id="g3585"><g
b027bc447b57 [hp3456a] new blog post David Douard <david.douard@logilab.fr> parents: diff changeset	265	transform="matrix(306.68718,0,0,-76.971795,305.83002,565.92477)"
b027bc447b57 [hp3456a] new blog post David Douard <david.douard@logilab.fr> parents: diff changeset	266	id="g3591"><image
b027bc447b57 [hp3456a] new blog post David Douard <david.douard@logilab.fr> parents: diff changeset	267	id="image3593"
b027bc447b57 [hp3456a] new blog post David Douard <david.douard@logilab.fr> parents: diff changeset	268	xlink:href="data:image/png;base64,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b027bc447b57 [hp3456a] new blog post David Douard <david.douard@logilab.fr> parents: diff changeset	269	transform="matrix(1,0,0,-1,0,1)"
b027bc447b57 [hp3456a] new blog post David Douard <david.douard@logilab.fr> parents: diff changeset	270	preserveAspectRatio="none"
b027bc447b57 [hp3456a] new blog post David Douard <david.douard@logilab.fr> parents: diff changeset	271	height="1"
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b027bc447b57 [hp3456a] new blog post David Douard <david.douard@logilab.fr> parents: diff changeset	273	transform="matrix(1.2175981,0,0,1.2175981,66.73804,284.16295)"
b027bc447b57 [hp3456a] new blog post David Douard <david.douard@logilab.fr> parents: diff changeset	274	id="g3595"><g
b027bc447b57 [hp3456a] new blog post David Douard <david.douard@logilab.fr> parents: diff changeset	275	clip-path="url(#clipPath3599)"
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b027bc447b57 [hp3456a] new blog post David Douard <david.douard@logilab.fr> parents: diff changeset	277	transform="matrix(153.60073,0,0,-76.971795,612.0029,565.92477)"
b027bc447b57 [hp3456a] new blog post David Douard <david.douard@logilab.fr> parents: diff changeset	278	id="g3603"><image
b027bc447b57 [hp3456a] new blog post David Douard <david.douard@logilab.fr> parents: diff changeset	279	id="image3605"
b027bc447b57 [hp3456a] new blog post David Douard <david.douard@logilab.fr> parents: diff changeset	280	xlink:href="data:image/png;base64,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"
b027bc447b57 [hp3456a] new blog post David Douard <david.douard@logilab.fr> parents: diff changeset	281	transform="matrix(1,0,0,-1,0,1)"
b027bc447b57 [hp3456a] new blog post David Douard <david.douard@logilab.fr> parents: diff changeset	282	preserveAspectRatio="none"
b027bc447b57 [hp3456a] new blog post David Douard <david.douard@logilab.fr> parents: diff changeset	283	height="1"
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