deletions | additions
diff --git a/newpage_section_Deel_A_Optelreeksen__.tex b/newpage_section_Deel_A_Optelreeksen__.tex
index 14fe027..d5d2b4a 100644
--- a/newpage_section_Deel_A_Optelreeksen__.tex
+++ b/newpage_section_Deel_A_Optelreeksen__.tex
...
1: 1
\noindent \bigskip
2: $1+1=2$
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3: $1+1=2$; $1+2=3$
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4: $1+1=2$; $2+2=4$
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5: $1+1=2$; $2+2=4$; $4+1=5$
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6: $1+1=2$; $2+2=4$; $4+2=6$
\noindent \bigskip
7: $1+1=2$; $2+1=3$; $2+2=4$; $3+4=7$
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8: $1+1=2$; $2+2=4$; $4+4=8$
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9: $1+1=2$; $2+1=3$; $3+3=6$; $3+6=9$
\noindent \bigskip
10: $1+1=2$; $2+2=4$; $4+4=8$; $2+8=10$
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11: $1+1=2$; $2+2=4$; $4+1=5$; $5+1=6$; $6+5=11$
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12: $1+1=2$; $2+2=4$; $4+4=8$; $8+4=12$
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13: $1+1=2$; $2+2=4$; $4+1=5$; $4+4=8$; $5+8=13$
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14: $1+1=2$; $2+2=4$; $4+2=6$; $6+6=12$; $2+12=14$
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15: $1+1=2$; $2+1=3$; $3+3=6$; $6+6=12$; $3+12=15$
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16: $1+1=2$; $2+2=4$; $4+4=8$; $8+8=16$
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17: $1+1=2$; $2+2=4$; $4+4=8$; $8+8=16$; $1+16=17$
\noindent \bigskip
18: $1+1=2$; $2+2=4$; $4+4=8$; $8+8=16$; $2+16=18$
\noindent \bigskip
19: $1+1=2$; $1+2=3$; $1+3=4$; $4+4=8$; $8+8=16$; $3+16=19$
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20: $1+1=2$; $2+2=4$; $4+4=8$; $8+8=16$; $4+16=20$
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21: $1+1=2$; $2+2=4$; $4+4=8$; $8+8=16$; $16+4=20$; $20+1=21$
\noindent \bigskip
22: $1+1=2$; $2+2=4$; $4+2=6$; $6+4=10$; $6+6=12$; $10+12=22$
\noindent \bigskip
23: $1+1=2$; $2+1=3$; $3+2=5$; $5+5=10$; $10+10=20$; $20+3=23$
\noindent \bigskip
24: $1+1=2$; $2+2=4$; $4+4=8$; $8+8=16$; $16+8=24$
\noindent \bigskip
25: $1+1=2$; $2+1=3$; $3+2=5$; $5+5=10$; $10+10=20$; $20+5=25$
\noindent \bigskip
26: $1+1=2$; $2+2=4$; $4+4=8$; $8+2=10$; $8+8=16$; $16+10=26$
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27: $1+1=2$; $2+1=3$; $3+3=6$; $6+6=12$; $12+12=24$; $24+3=27$
\noindent \bigskip
28: $1+1=2$; $2+2=4$; $4+4=8$; $8+8=16$; $16+8=24$; $24+4=28$
\noindent \bigskip
29: $1+1=2$; $2+1=3$; $3+3=6$; $6+6=12$; $12+12=24$; $24+2=26$; $26+3=29$
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30: $1+1=2$; $2+1=3$; $3+3=6$; $6+6=12$; $12+12=24$; $24+6=30$
\noindent \bigskip
31: $1+1=2$; $2+1=3$; $3+3=6$; $6+6=12$; $12+12=24$; $24+6=30$; $30+1=31$
\noindent \bigskip
32: $1+1=2$; $2+2=4$; $4+4=8$; $8+8=16$; $16+16=32$ ;
\noindent \bigskip
\bigskip
\noindent \bigskip Zoals je ziet is het niet zo dat de complexiteit per se groter wordt naarmate het getal groter wordt.
\noindent \bigskip
\begin{table}[]
\centering
...
\end{tabular}
\end{table}
\noindent \bigskip
\noindent \bigskip Wat opvalt is dat vooral machten van twee een kleinere complexiteit hebben (zie tabel bladzijde 3).