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Joshua Murner, ASA

Exams & Designations (2007 - Present)
 
NAME_IDLAST_NAMEFIRST_NAMEDESIGNATIONSSHORT_NAMEDATE_PASSEDSITTING_IDEXAM_IDCATEGORYNUM_WROTENUM_PASSEDPASS_RATEAVERAGE PASS RATEPASS_MARKSOCIETYTYPECHANGEDUPLICATEPASS_RATE_DIFFDISPLAY_DATEURL
ywzmvdMurnerJoshuaASAFM2/1/2017 12:00:00 AM95841Preliminary224097843.748.070.0SOAExam00-4.3Feb-2017fm
ywzmvdMurnerJoshuaASAP7/1/2017 12:00:00 AM101459Preliminary2946121741.342.571.0SOAExam00-1.2Jul-2017p
ywzmvdMurnerJoshuaASAMFE3/1/2018 12:00:00 AM108055Preliminary2773136549.245.872.0SOAExam003.4Mar-2018mfe
ywzmvdMurnerJoshuaASAPA12/1/2018 12:00:00 AM120383Preliminary104252450.361.8 SOAExam00-11.5Dec-2018pa
ywzmvdMurnerJoshuaASALTAM10/1/2019 12:00:00 AM130282Preliminary188477841.346.4 SOAExam00-5.1Oct-2019ltam
ywzmvdMurnerJoshuaASASTAM6/1/2020 12:00:00 AM135780Preliminary119670759.149.867.0SOAExam009.3Jun-2020stam
ywzmvdMurnerJoshuaASAASA3/1/2022 12:00:00 AM159070Preliminary     SOADesignation00 Mar-2022asa
ywzmvdMurnerJoshuaASAEA2F11/1/2022 12:00:00 AM167736Enrolled Actuary1319572.555.0 SOAExam0017.5Nov-2022ea2f
'Pass Rate Difference' =
pass rate for that exam sitting - historical average pass rate

Exam Speed and Difficulty Analysis

For a discussion of the ranking system, click here.
Speed Ranking /
Difficulty Ranking /
Cumulative Travel Time Distributions
Percentage of exam writers who reached milestone faster than given travel time
 
AVERAGE TRAVEL TIMES

For those with first exam pass in Feb-2017

SOA Preliminary Exams1.23 years (10 people)

ASA Designation3.83 years (5 people)

FSA Designation5.08 years (1 person)

CERA Designation N/A (0 people)

Note: the number of people quoted above are what the average travel time for each category is based on.
Travel Times vs. Date of First Exam Pass
This graph aims to show how travel times are changing over time
 


Note on the analysis above:
Speed Percentile = (Slower Than Me + Equal To Me) / (Slower Than Me + Equal To Me + Faster Than Me)
Difficulty Percentile = (Easier Than Me + Equal To Me) / (Easier Than Me + Equal To Me + Harder Than Me)

The above (far) graph is constructed in such a way that the annotated percentiles shown with circles are the complement of the percentiles in red table, ie: percentile in red table = (1 - percentile in graph). This ensures the graph maintains the familiar standard cumulative distribution look while the percentiles in the red table remain intuitive- ie. higher percentile meaning faster exam progress and vice versa.

Note that the 'Equal To Me' column does not include the person in question, therefore the total number of people included in each category can be calculated as the sum of the three columns plus one. The 'X / Y' ranking shown in the headers of the red and blue tables are the highest ranking categories (by percentile) achieved by that individual.

The above (near graph) compares individual travel times to the average travel times on the date of the first exam pass. Each line represents the average travel time for all exam takers who passed their first exam on the given date along the x-axis. This graph necessarily slopes downward since the completion of a set of exams that started more recently must necessarily have occured within within a shorter timespan than exams started earlier. Over time, the left portion of the graph will reveal if travel times are changing over time - if they are not, then that portion of the graph should remain flat.