Investment Potential and Bias Analysis of the Incredible Hulk Selected Issues. (1 to 6, 102 to 122, 141, 145, 162, 180 to 182)
Amazingly Secret Approach Using an Incredibly Novel Data Analysis Procedure for Comic Book Investing and Speculation.
Analysis of the Hulk Issues
Analysis of the Hulk Issues
In order to isolate potential key issues to
focus my investing efforts on, I used a data analysis approach based on
established values from two collecting universes within in the run of the
silver age issues I gathered value data from a variety of sources representing
both serious investors (Insiders – I) and not serious investors (Outsiders-O).
This data is current as on 4/2015. I choose to keep my methodology and data
gathering proprietary at this time but I am giving my readers a simplified
representation of my data that I currently use for my decisions.
In this issue I go over the Hulk Run including the first 6
issues that are really in their own universe.
We look at the standard flow from out into the end at the separate grades
of 9.4, 8, and 6.
Table one focuses the top of the data using a B Score
assignment of each issue as compared to the complete issues lists. I labeled
the highest Bias from Insider investors in Dark Purple and weaker bias in Light
Purple.
Because of the break in the world from the first 6 issues
then to Issue 102 onward to 122 followed by 141, 145, 162, and 180 to 182. I
picked based on the current interest levels on the issues after 122.
Table 1. B Score of the Hulk Issues
Run
|
Issue
|
B Score
|
Hulk
|
#1
|
226739
|
Hulk
|
#2
|
5070
|
Hulk
|
#3
|
2514
|
Hulk
|
#4
|
1000
|
Hulk
|
#5
|
1044
|
Hulk
|
#6
|
-2488
|
Hulk
|
#102
|
166
|
Hulk
|
#103
|
112.4
|
Hulk
|
#104
|
96
|
Hulk
|
#105
|
25.2
|
Hulk
|
#106
|
-0.8
|
Hulk
|
#107
|
264.2
|
Hulk
|
#108
|
86.2
|
Hulk
|
#109
|
40
|
Hulk
|
#110
|
26
|
Hulk
|
#111
|
47.4
|
Hulk
|
#112
|
36.4
|
Hulk
|
#113
|
35.4
|
Hulk
|
#114
|
37.4
|
Hulk
|
#115
|
-10.6
|
Hulk
|
#116
|
21.4
|
Hulk
|
#117
|
30.4
|
Hulk
|
#118
|
42.6
|
Hulk
|
#119
|
27.8
|
Hulk
|
#120
|
38.8
|
Hulk
|
#121
|
87.8
|
Hulk
|
#122
|
-61.8
|
Hulk
|
#141
|
59.4
|
Hulk
|
#145
|
130.8
|
Hulk
|
#162
|
187.6
|
Hulk
|
#180
|
193
|
Hulk
|
#181
|
-37
|
Hulk
|
#182
|
138
|
Results from the overview data show the division between the
worlds from the first 6 issues vs. the other issues. I may come back at some
point and add in the TTA issues that were starring Hulk and do the complete
Hulk analysis.
So the reasons for the issues highlight are most likely
obvious based on the “Keys” within the Biased issues. I try not to just hit the known “keys” but
leave open the discovery of upcoming “Key” issues.!
Note the low plus/ low minus numbers reflect a
sight bias by the unsophisticated outsider group followed by the more extreme
biases. I use the Average followed by Std. Dev. as a guide into
these cutoffs. (Note the term guide). These numbers only refer to this data set
unless I combine multiple runs. So you cannot draw conclusions between
independent runs and numbers throughout this blog. The data suggests a bias
does exist within the run and invites a deeper focus (see Tables 2 and 3).
Table 2. SLN values of the Insider vs. Outsider Biases
Run
|
Issue
|
I SLN
|
O SLN
|
SLN DF
|
%DF
|
Hulk
|
#1
|
198670.0
|
56000.0
|
142670.0
|
445.8
|
Hulk
|
#2
|
14503.3
|
5600.0
|
8903.3
|
27.8
|
Hulk
|
#3
|
10404.7
|
3360.0
|
7044.7
|
22.0
|
Hulk
|
#4
|
8717.3
|
2800.0
|
5917.3
|
18.5
|
Hulk
|
#5
|
8870.0
|
2800.0
|
6070.0
|
19.0
|
Hulk
|
#6
|
6870.0
|
2800.0
|
4070.0
|
12.7
|
Hulk
|
#102
|
422.7
|
280.0
|
142.7
|
7.40
|
Hulk
|
#103
|
186.7
|
114.1
|
72.5
|
3.76
|
Hulk
|
#104
|
157.3
|
112.0
|
45.3
|
2.35
|
Hulk
|
#105
|
92.7
|
78.4
|
14.3
|
0.74
|
Hulk
|
#106
|
83.3
|
78.4
|
4.9
|
0.26
|
Hulk
|
#107
|
237.3
|
78.4
|
158.9
|
8.24
|
Hulk
|
#108
|
125.3
|
78.4
|
46.9
|
2.43
|
Hulk
|
#109
|
88.7
|
56.0
|
32.7
|
1.69
|
Hulk
|
#110
|
67.3
|
56.0
|
11.3
|
0.59
|
Hulk
|
#111
|
68.7
|
44.8
|
23.9
|
1.24
|
Hulk
|
#112
|
61.3
|
44.8
|
16.5
|
0.86
|
Hulk
|
#113
|
70.0
|
44.8
|
25.2
|
1.31
|
Hulk
|
#114
|
75.3
|
44.8
|
30.5
|
1.58
|
Hulk
|
#115
|
50.0
|
44.8
|
5.2
|
0.27
|
Hulk
|
#116
|
65.3
|
44.8
|
20.5
|
1.06
|
Hulk
|
#117
|
67.3
|
44.8
|
22.5
|
1.17
|
Hulk
|
#118
|
95.3
|
67.2
|
28.1
|
1.46
|
Hulk
|
#119
|
57.3
|
33.6
|
23.7
|
1.23
|
Hulk
|
#120
|
60.7
|
33.6
|
27.1
|
1.40
|
Hulk
|
#121
|
100.0
|
33.6
|
66.4
|
3.44
|
Hulk
|
#122
|
116.0
|
78.4
|
37.6
|
1.95
|
Hulk
|
#141
|
146.7
|
98.4
|
48.3
|
2.50
|
Hulk
|
#145
|
114.7
|
32.8
|
81.9
|
4.24
|
Hulk
|
#162
|
183.3
|
65.6
|
117.7
|
6.10
|
Hulk
|
#180
|
476.7
|
218.7
|
258.0
|
13.37
|
Hulk
|
#181
|
1566.7
|
1093.3
|
473.3
|
24.54
|
Hulk
|
#182
|
202.7
|
109.3
|
93.3
|
4.84
|
In order to begin this deeper analysis I
developed a measure called SLN. The SLN looks at the slope of the values in
both the I/O databases from 9.4 to 6 conditions. Table 1 shows the SLN values
of Hulk issues as shown.
As I look across the data landscape, I see a lot
of positive biased issues to focus your investments. I have added some more
color indicators. Deep Green and Light Green are denoting the issues with
definite Insider Bias and are worthy of further digging for investment choices.
On the other hand, I denoted the issues with Outsider Bias with Deep Red and
Light Rose. I see an interesting pattern in that most of the early issues of the
Hulk are in Insider biased. Note that issues #102, 107, 180, and 181 are highlighted in light green
and should have your high level of focus while the dark green issues are of a
lighter focus level.
(I note that extreme high grades equal or above
9.4 are always going to be valued greatly by both groups just due to the
rarity).
In conclusion based on this
data, I suggest the green (dark and light) issues are the investment targets to
focus on the highest grades possible while the red/rose/white denoted issues
are targets for much less if any focus except if Table 3 data suggests
otherwise.
Table 3. Adjusted Average Differences of I/O Data at Selected
Grades
Run
|
Issue
|
C 9.4
|
C 8.0
|
C 6.0
|
Hulk
|
#1
|
$$
|
xx
|
$$
|
Hulk
|
#2
|
$$
|
xx
|
xx
|
Hulk
|
#3
|
$$
|
xx
|
xx
|
Hulk
|
#4
|
xx
|
xx
|
xx
|
Hulk
|
#5
|
xx
|
xx
|
xx
|
Hulk
|
#6
|
xx
|
xx
|
xx
|
Hulk
|
#102
|
$$
|
?
|
?
|
Hulk
|
#103
|
$
|
x
|
?
|
Hulk
|
#104
|
?
|
x
|
?
|
Hulk
|
#105
|
x
|
x
|
?
|
Hulk
|
#106
|
x
|
?
|
?
|
Hulk
|
#107
|
$$
|
x
|
?
|
Hulk
|
#108
|
?
|
x
|
?
|
Hulk
|
#109
|
?
|
?
|
?
|
Hulk
|
#110
|
x
|
x
|
?
|
Hulk
|
#111
|
?
|
x
|
?
|
Hulk
|
#112
|
x
|
x
|
?
|
Hulk
|
#113
|
?
|
?
|
?
|
Hulk
|
#114
|
?
|
?
|
?
|
Hulk
|
#115
|
x
|
?
|
?
|
Hulk
|
#116
|
x
|
?
|
?
|
Hulk
|
#117
|
x
|
?
|
?
|
Hulk
|
#118
|
?
|
?
|
?
|
Hulk
|
#119
|
?
|
?
|
?
|
Hulk
|
#120
|
?
|
?
|
?
|
Hulk
|
#121
|
$
|
?
|
?
|
Hulk
|
#122
|
$
|
$
|
?
|
Hulk
|
#141
|
$
|
?
|
?
|
Hulk
|
#145
|
$
|
x
|
?
|
Hulk
|
#162
|
$
|
x
|
?
|
Hulk
|
#180
|
$$
|
$$
|
$
|
Hulk
|
#181
|
$$
|
$$
|
$$
|
Hulk
|
#182
|
$
|
?
|
?
|
Given the I/O differences in the data across
grades, I focused on the average of those differences between the I and O data.
I adjusted these averages to normalize it and allow a sharper clarity in the
results. That data is presented in Table 3.
Double $$
is High Bias, $ is Weaker Bias, ? is neutral/Watchable, X and XX refer to
issues with O Bias.
Analysis of the Table 3 data revealed that I/O
data in Tables 1 and 2 may not reflect the whole truth, the “Buy” signal
disappears as you see the data lands on the grade of 9.4 for the Insiders choice
on these issues. Note only 3 issues are favored across the three grade levels
by the I crowd (Hulk 1, 180 and 181). In contrast, 11 issues show only the I/O
bias by the insider investors mainly in the Grade of 9.4. I also have
denoted via gray color on the issues that certainly need to be watched. Finally
the other issues are all pretty much biased by the outsiders over the insiders’
opinions and buying habits. These would not be recommended.
Based on this data, I would
conclude one might focus on the bright green denoted issues in the lesser
cheaper grades while the dark green issues would those you should focus on only
in highest grades or not at all. The grey ones are on the watch list. Other
issues are not recommended for a focused effort at this time. Note this table
may be of greater usage and certainly suggests a different approach, as did the
data in Table 2.
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