snto

Swedish National Test Organizer
git clone https://noxz.tech/git/snto.git
snto

commit: 5730dd47654e119398da0df5fa852504bd3f8d18
parent: 6e77751fc9d5bf7ae7b50860c2f0025453621956
author: Chris Noxz <chris@noxz.tech>
date:   Tue, 5 Dec 2023 20:01:22 +0100
add Ma3c ht12
Mextract.dat28++++++++++++++++++--
1 file changed, 26 insertions(+), 2 deletions(-)
diff --git a/extract.dat b/extract.dat
@@ -1,2 +1,26 @@
-http://www5.edusci.umu.se/np/np-2-4-prov/Ma3c-ht12.pdf|Ma3c|ht12|6|Funktion,Diskret,Graf,C-uppgift|3.1350x700+150+130|19.1350x200+150+1800
-http://www5.edusci.umu.se/np/np-2-4-prov/Ma3c-ht12.pdf|Ma3c|ht12|10|Trigonometri,A-uppgift|4.1350x900+150+550|20.1350x300+150+1100
+# np for Ma3c ht-2012:
+https://arkiv.edusci.umu.se/np/np-2-4-prov/Ma3c-ht12.pdf|Ma3c|ht12|1|E-Uppgift,Absolutbelopp,Begrepp|2.1300x280+175+282|25.1300x150+175+460
+https://arkiv.edusci.umu.se/np/np-2-4-prov/Ma3c-ht12.pdf|Ma3c|ht12|2|E-Uppgift,Rationella uttryck,Begrepp|2.1300x140+175+674|25.1300x150+175+652
+https://arkiv.edusci.umu.se/np/np-2-4-prov/Ma3c-ht12.pdf|Ma3c|ht12|3|E-Uppgift,Polynom,Begrepp|2.1300x518+175+891|25.1300x160+175+844
+https://arkiv.edusci.umu.se/np/np-2-4-prov/Ma3c-ht12.pdf|Ma3c|ht12|4|E-Uppgift,Trigonometri,Begrepp|2.1300x178+175+1551|25.1300x210+175+1046
+https://arkiv.edusci.umu.se/np/np-2-4-prov/Ma3c-ht12.pdf|Ma3c|ht12|5|C-Uppgift,Derivata,Deriveringsregler,Procedur|2.1300x364+175+1809|25.1300x446+175+1304
+https://arkiv.edusci.umu.se/np/np-2-4-prov/Ma3c-ht12.pdf|Ma3c|ht12|6|C-Uppgift,Diskret funktion,Begrepp|3.1300x654+175+142|25.1300x150+175+1803
+https://arkiv.edusci.umu.se/np/np-2-4-prov/Ma3c-ht12.pdf|Ma3c|ht12|7|C-Uppgift,Derivata,Graf,Begrepp,Resonemang/Kommunikation|3.1300x990+175+874|26.1300x452+175+104
+https://arkiv.edusci.umu.se/np/np-2-4-prov/Ma3c-ht12.pdf|Ma3c|ht12|8|A-Uppgift,Derivata,e,Begrepp|3.1300x160+175+1944|26.1300x218+175+604
+https://arkiv.edusci.umu.se/np/np-2-4-prov/Ma3c-ht12.pdf|Ma3c|ht12|9|A-Uppgift,Gränsvärde,Begrepp,Problemlösning/Modellering|4.1300x304+175+142|26.1300x225+175+870
+https://arkiv.edusci.umu.se/np/np-2-4-prov/Ma3c-ht12.pdf|Ma3c|ht12|10|A-Uppgift,Trigonometri,Enhetscirkel,Begrepp,Problemlösning/Modellering|4.1300x852+175+555|26.1300x215+175+1138
+https://arkiv.edusci.umu.se/np/np-2-4-prov/Ma3c-ht12.pdf|Ma3c|ht12|11|E-Uppgift,Integralkalkyl,Procedur|5.1300x105+175+310|27.1300x218+175+180
+https://arkiv.edusci.umu.se/np/np-2-4-prov/Ma3c-ht12.pdf|Ma3c|ht12|12|E-Uppgift,Derivata,Extrempunkter,Procedur|5.1300x273+175+528|27.1300x446+175+440|32.1300x922+175+185
+https://arkiv.edusci.umu.se/np/np-2-4-prov/Ma3c-ht12.pdf|Ma3c|ht12|13|C-Uppgift,Derivata,Problemlösning/Modellering,Resonemang/Kommunikation|5.1300x275+175+891|27.1300x700+175+926|32.1300x820+175+1154
+https://arkiv.edusci.umu.se/np/np-2-4-prov/Ma3c-ht12.pdf|Ma3c|ht12|14|C-Uppgift,Rationella uttryck,Polynom,Procedur|5.1300x310+175+1243|27.1300x400+175+1665
+https://arkiv.edusci.umu.se/np/np-2-4-prov/Ma3c-ht12.pdf|Ma3c|ht12|15|A-Uppgift,Integralkalkyl,Problemlösning/Modellering|6.1300x682+175+180|28.1300x308+175+104|33.1300x450+175+104
+https://arkiv.edusci.umu.se/np/np-2-4-prov/Ma3c-ht12.pdf|Ma3c|ht12|16|A-Uppgift,Derivata,Gränsvärde,Procedur,Problemlösning/Modellering,Resonemang/Kommunikation|6.1300x78+175+965|28.1300x770+175+450|33.1300x1028+175+602
+https://arkiv.edusci.umu.se/np/np-2-4-prov/Ma3c-ht12.pdf|Ma3c|ht12|17|E-Uppgift,Derivata,Problemlösning/Modellering|9.1300x134+175+344|28.1300x224+175+1338
+https://arkiv.edusci.umu.se/np/np-2-4-prov/Ma3c-ht12.pdf|Ma3c|ht12|18|C-Uppgift,Derivata,Begrepp|9.1300x1605+175+561|28.1300x455+175+1630|33.1300x468+175+1680
+https://arkiv.edusci.umu.se/np/np-2-4-prov/Ma3c-ht12.pdf|Ma3c|ht12|19|C-Uppgift,Trigonometri,Triangelsatser,Problemlösning/Modellering,Resonemang/Kommunikation|10.1300x586+175+142|29.1300x506+175+104|34.1300x918+175+104
+https://arkiv.edusci.umu.se/np/np-2-4-prov/Ma3c-ht12.pdf|Ma3c|ht12|20|C-Uppgift,Cirkelns ekvation,Problemlösning/Modellering,Resonemang/Kommunikation|10.1300x242+175+819|29.1300x665+175+650|34.1300x1056+175+1068|35.1300x1254+175+104
+https://arkiv.edusci.umu.se/np/np-2-4-prov/Ma3c-ht12.pdf|Ma3c|ht12|21|A-Uppgift,Primitiva funktioner,Resonemang/Kommunikation|10.1300x260+175+1138|29.1300x828+175+1354|30.1300x396+175+104|36.1300x895+175+104|36.1300x1050+175+1006
+https://arkiv.edusci.umu.se/np/np-2-4-prov/Ma3c-ht12.pdf|Ma3c|ht12|22|A-Uppgift,Gränsvärde,e,Problemlösning/Modellering|10.1300x682+175+1485|30.1300x860+175+546|37.1300x562+175+104|37.1300x510+175+674|37.1300x300+175+1182|37.1300x654+175+1482
+https://arkiv.edusci.umu.se/np/np-2-4-prov/Ma3c-ht12.pdf|Ma3c|ht12|23|A-Uppgift,Derivata,Optimering,Begrepp,Problemlösning/Modellering|11.1300x910+175+142|30.1300x696+175+1445|38.1300x1412+175+104|39.1300x1341+175+104
+https://arkiv.edusci.umu.se/np/np-2-4-prov/Ma3c-ht12.pdf|Ma3c|ht12|24|A-Uppgift,Derivata,Graf,Resonemang/Kommunikation|11.1300x286+175+1129|31.1300x782+175+142|40.1300x1084+175+104|40.1300x750+175+1197
+https://arkiv.edusci.umu.se/np/np-2-4-prov/Ma3c-ht12.pdf|Ma3c|ht12|25|A-Uppgift,Integralkalkyl,Resonemang/Kommunikation|11.1300x562+175+1499|31.1300x1165+175+963|41.1300x1228+175+104|41.1300x330+175+1341|41.1300x450+175+1679|42.1300x1354+175+104|42.1300x726+175+1465|43.1300x1780+175+104