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                  <text>The research in this publication was partially or fully funded by Colorado Parks and Wildlife.

Dan Prenzlow, Director, Colorado Parks and Wildlife • Parks and Wildlife Commission: Marvin McDaniel, Chair • Carrie Besnette Hauser, Vice-Chair
Marie Haskett, Secretary • Taishya Adams • Betsy Blecha • Charles Garcia • Dallas May • Duke Phillips, IV • Luke B. Schafer • James Jay Tutchton • Eden Vardy

�ESTIMATION OF MOOSE PARTURITION DATES IN
COLORADO: INCORPORATING IMPERFECT DETECTIONS
Eric J. Bergman1, Forest P. Hayes2, and Kevin Aagaard1
Colorado Parks and Wildlife, 317 W. Prospect Ave., Fort Collins, CO 80521, USA; 2Wildlife Biology
Program, University of Montana, Forestry 108, 32 Campus Drive, Missoula, MT 59812, USA.
1

ABSTRACT: Researchers and managers use productivity surveys to evaluate moose populations for
harvest and population management purposes, yet such surveys are prone to bias. We incorporated
detection probability estimates (p) into spring and summer ground surveys to reduce the influence of
observer bias on the estimation of moose parturition dates in Colorado. In our study, the cumulative
parturition probability for moose was 0.50 by May 19, and the probability of parturition exceeded 0.9
by May 27. Timing of moose calf parturition in Colorado appears synchronous with parturition in
more northern latitudes. Our results can be used to plan ground surveys in a manner that will reduce
bias stemming from unobservable and yet-born calves.

ALCES VOL. 56: 127–135 (2020)
Key Words: Alces, calf-at-heel, detection probability (p), ground surveys, parturition, recruitment

Throughout North America and
Europe, researchers and managers use
surveys of moose productivity to evaluate
populations for harvest management
purposes (Boertje et al. 2007, Grøtan et al.
2009, Milner et al. 2013); however, surveys
are prone to bias (Williams et al. 2001,
White 2005). When surveying for newborn
moose calves, one source of bias is
associated with the detection probability
(p) of moose calves-at-heel (Bergman et al.
2020). More specifically, if a calf is
observed, then p is conceptually 1 for that
individual during that occasion. However,
if a calf is not observed, then uncertainty
about its presence exists (i.e., was the calf
simply not observed, or was there no calf to
be observed). If surveys are conducted near
the peak time of parturition, this bias is
confounded by the possibility that cows
may have not yet given birth. Calf-at-heel
estimates are also prone to bias as calf
mortality occurs. However, multiplying

monthly (or daily) calf survival rates by
calf-at-heel ratios provides a numerical
correction for bias stemming from calf
mortality (Bergman et al. 2020). No simple
multiplicative, numerical correction exists
for pre-parturition observations.
Fortunately, accounting and accommodating for many types of bias is possible in
both modelling and survey design. First,
estimates of p can be modelled from repeated
observations (Bergman et al. 2020). Once
estimated, p is used to inflate calf-at-heel or
calf:cow ratios to reduce bias in estimates.
An example of such an approach was completed by Bergman et al. (2020) who used
occupancy modelling and 3 years of ground
observation data from radio-collared cow
moose to generate a summertime estimate of
p = 0.80. We suggest that a supplemental
approach to reducing bias stemming from
unborn calves is to quickly and efficiently
conduct calf-at-heel surveys after the bulk of
parturition has occurred.

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Under ideal conditions and with modern
technology, timing of moose parturition can
be estimated with minimal uncertainty. For
instance, Vaginal Implant Transmitters (VIT)
are used to alert researchers to the timing and
location of a birthing event (Patterson et al.
2013, 2016, McLaren et al. 2017). This
approach is often used when the objective is
to capture and collar newborn calves.
However, it requires capturing adult females
to assess pregnancy status and to deploy a
VIT. The recent development of satellite-based VITs minimizes the previous need
for daily ground or aerial monitoring, but the
technology remains cost prohibitive for most
routine management purposes.
A second and increasingly tractable
approach to estimate parturition dates and
locations for large herbivores is also tied to
satellite technology. Satellite collars now
allow researchers to shorten the duration
between sequential locations of animals and
achieve nearly real-time transmission of
data. Movement algorithms, or even close
scrutiny of sequential data points can be used
to identify clustered locations that are often
indicative of birthing events (Severud et al.
2015, McLaren et al. 2017, Cameron et al.
2018). However, neither traditional VHF
radio-collars, store-on-board GPS collars,
nor early generation satellite collars provide
the frequency of locations and the nearly
real-time transmission of data necessary to
identify birth sites.
Our objectives for this research were
twofold. First, using ground observation
data, we estimated a parturition date curve
for moose in Colorado. Managers in
Colorado and elsewhere will benefit from
estimates of the timing of parturition made
more precise by incorporation of p, such that
they can implement recruitment surveys
when a threshold (such as &gt;90%) of birthing
events is predicted. Our second objective
was to correct estimates of parturition timing

ALCES VOL. 56, 2020

for p in this modelling process, thereby
improving the precision of parturition date
estimates. We hypothesized that accounting
for p would shift the date of cumulative
births to an earlier date, thereby allowing
managers to initiate calf surveys at an earlier
date without pre-parturition bias.
STUDY AREA
We conducted this research across 3
study areas in Colorado. The 2 most northerly were located in Jackson (North Park)
and Larimer (Laramie River) Counties, with
the southern study area (San Juan Mountains)
in Hinsdale and Mineral Counties (Fig. 1).
North Park was a high elevation
(2,400–2,750 m), wide (14–46 km) mountain valley surrounded on the west by the
Park Range mountains, on the south by the
Rabbit Ears mountain range, and on the east
by the Rawah and Never Summer mountain
ranges. To the north of the study area was a
mix of private and public lands managed primarily for agricultural and open rangeland
purposes. Moose habitat in North Park followed small rivers and creeks comprised of
a diversity of willow (Salix spp.) communities. Moose also used aspen (Populus tremuloides), lodgepole pine (Pinus contorta), and
Englemann spruce (Picea engelmannii) forests. Much of the pine and spruce forests in
North Park and throughout Colorado experienced mountain pine beetle (Dendroctonus
ponderosae) outbreaks during the latter part
of the 20th and first decade of the 21st century, placing these forests into an array of
successional stages (Hayes 2020).
The Laramie River study area was
located ~ 40 km northeast of North Park with
the Rawah mountain range (3,200–3,840 m)
separating them. It was also a high elevation
mountain valley (2,470–2,800 m), although
the valley floor was not as wide as North
Park (3–9 km). Diverse willow stands located
along the rivers and creek corridors gave way

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PARTURITION DATES IN COLORADO – BERGMAN ET AL.

Fig. 1. Map of Colorado, USA (black rectangular perimeter) depicting 3 study areas in relation to
nearby cities and communities. Study units are depicted by gray filled polygons.

to more upland aspen, lodgepole pine, and
Englemann spruce forests.
The San Juan Mountains study area
in southern Colorado at 2,750–3,130 m elevation was higher than the North Park and
Laramie River study areas. It was comprised
of narrow valleys (0.5–1.5 km wide) with
vegetation communities similar to those in
the northern study areas.
Management authority of moose
belonged to Colorado Parks and Wildlife
(CPW) in all 3 study areas, and each sustained limited cow and bull harvest. Predator
assemblages were consistent across study
areas with black bears (Ursus americanus)
and mountain lions (Puma concolor) the primary predators of moose, although coyotes
(Canis latrans) could potentially kill newborn moose calves; wolves (Canis lupus)
and grizzly bears (Ursus arctos horribilis)
were absent. Predation pressure was considered low in each study area.

METHODS
Field methods
We captured cow moose (&gt;1 year-old)
via helicopter darting for 4 winters between
mid-December and the end of January,
2015–2018. We sedated moose using one of
three different drug combinations: 1) BAM
(54.6 mg of butorphanol, 18.2 mg of azaperone, and 21.8 mg of medetomidine) in
­
combination with ketamine (200 mg), 2)
carfentanil (3 mg) in combination with xylazine (100 mg), or 3) thiafentanil (10 mg) in
combination with xylazine (25 mg). Once
sedated, we blindfolded each animal and
administered oxygen (via nasal canula)
to minimize the risk of adult and fetal
hypoxia. We fitted moose with either a VHF
radio-­collar (Advanced Telemetry Systems,
Isanti, Minnesota, USA; USA model:
M2520B), a store-on-board GPS/VHF collar
([Advanced Telemetry Systems; USA model:
G2110D], or a satellite/VHF telemetry collar

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�PARTURITION DATES IN COLORADO – BERGMAN ET AL.

[Vectronics Aerospace GmbH, Berlin,
Germany; model: Vertex Plus, and Advanced
Telemetry Systems; USA model: G5-2D]).
Blood samples were taken to determine
pregnancy status using Pregnancy Specific
Protein B (PSPB, Wood et al. 1986). After
handling, capture drugs were antagonized
with naltrexone (100 mg, antagonist for
carfentanil and thiafentanil), tolazoline
(500 mg, antagonist for azaperone and xylazine), and atipamezole (100–150 mg, antagonist for medetomidine and xylazine). All
capture and handling methods were approved
by the Institutional Animal Care and Use
Committees at Colorado Parks and Wildlife
(#08-2013) and the University of Montana
(#032-17CBWB-060517).
During the first year, no moose had been
previously captured or collared. In subsequent years, previously collared moose were
neither targeted nor avoided by the capture
crew. As a result, this random process meant
that the pregnancy status of some collared
moose was unknown.
Each spring and summer we conducted
ground surveys to evaluate the calf-at-heel
status of each collared cow. We began observations in early May and continued through
August. Pregnant moose, based on PSPB
results at the time of capture, were prioritized for observation. Once these animals
were observed, we completed observations
of radio-collared animals with unknown
pregnancy status. Typically, ground observations were completed by a single observer
by relying on previous known locations and
using VHF signals for ground tracking. A
second observer was used for individual
moose that consistently evaded observation
by a single observer. In cases with two
observers, one homed in on the moose using
the described techniques, with the second
observer stationed along the expected exit
route with the goal of observing the moose
as it passed by. Moose observations typically

ALCES VOL. 56, 2020

fell into 2 categories: stationary or moving.
Stationary observations were made of moose
that were either bedded or standing idly
while they foraged. Stationary observations
often lasted from 5 to 20 min and ended
when a moose stood and moved or foraged
out of sight. Moving observations were
those of moose displaced by an observer.
To be considered a completed observation,
observers needed to see the entire moose and
the surrounding 2 m of space. Repeat observations were made on animals throughout
the summer to increase the detection probability of calves, and to help determine the
fate of calves. We recorded date, time, and
location of each observation.
Analytical methods
Our objective was to estimate the parturition date for moose in Colorado. Thus, only
cow moose that were eventually observed
with calves-at-heel were included in analyses. Cow moose that were never observed
with a calf helped inform calf-at-heel and
calf:cow ratios (Bergman et al. 2020), but did
not inform estimates of birth dates. The date
of each observation was standardized against
the date of the earliest survey (27 April),
allowing for simple numerical progression
throughout the survey period.
We used a hierarchical Bayesian model
to evaluate the probability of parturition
during the study period (McCarthy 2007,
Gelman et al. 2009). The hierarchical component refers to the multiple levels included
in the model, which are ultimately integrated
to estimate posterior estimates for each
parameter of interest (Gelman et al. 2009).
The base model for parturition probability included an estimate of the probability of
detection and followed a logistic regression
with a “logit” link. The model had the
­following form:

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logit (ρi) ~ α + (β × ϑi) + γδi + γτi ,

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PARTURITION DATES IN COLORADO – BERGMAN ET AL.

where α is the global intercept, ϑ is the date
of observation (with corresponding coefficient β), and random effects (γ) of year (δ)
and cow (τ) for each cow, i. The predicted
calf presence, ρ, was influenced by an estimated probability of detection 0.8 (Bergman
et al. 2020) and followed a Bernoulli distribution, modeled as:
Yi ~ Bern (φi);
φi = μ × ωi;
ωi ~ Bern (ρi),
where the observed calf detections (Y) follow a Bernoulli distribution with probability
(φ) informed by the product of the detection
probability (μ) and estimated calf detection
(ω, per cow i). This is standard practice for
including detection probability in Bayesian
models (McCarthy 2007).
The random effects were given vague
normal priors with uniform precision
(inverse of variance):
N 0, θ  ; θ =

1
; σ 2 ~ U 0, 10  .
σ2

The global intercept and β coefficient
were given vague normal priors:
N [0, 1.0 × 10−6].
We ran the model using the “runjags” package (Denwood 2016) in R (R Core Team
2019) including 3 chains, with 10,000 iterations per sample and a burn-in of 5,000
iterations and a thinning parameter of 5.
We determined convergence when R-hat
&lt; ~1.1 for monitored parameters (Gelman
and Rubin 1992).
RESULTS
We captured 46 individual cow moose
that were observed with spring or summer
calves-at-heel, providing for 86 unique

animal-by-year observations (i.e., some
cows were observed multiple years). We
made a total of 213 unique observations of
these individuals. Within a single year, the
minimum number of observations of an individual moose was 1 (when a cow was
observed with a calf during the first observation and subsequent observations were not
made), and the maximum was 5. We made
an average of 1.72 (SD = 0.96) observations
of each cow. Our earliest survey was on 27
April 2016 (day 1), and our earliest observation of a calf was on 17 May 2016.
Based on raw observation data, the
median annual parturition dates ranged
from 8 June through 18 July; however, these
dates reflect uncorrected adjustments. As
expected, accounting for p shifted dates for
the predicted probability of parturition to an
earlier period. The cumulative parturition
probability for moose was 0.50 by day 22
(19 May, with a 95% credible interval [CI]
range from 19 to 20 May). In consideration
of cumulative parturition among all moose,
without correcting for detection probability,
the probability of parturition exceeded 0.90
on day 64 (June 30, 95% CI = 20 June to 19
July; Fig. 2). When detection probability
was incorporated into the model, the cumulative probability of parturition exceeded
0.90 by 30 days after 27 April (27 May; 95%
CI = 26 May to 28 May; Fig. 2).
DISCUSSION
Evolutionary theory suggests that for
many large, northern ungulates, the peak
and duration of parturition periods are
shaped to occur within a narrow window of
time (Rutberg 1987). But because our
ground-based field methods to estimate
parturition dates were laborious and observation rates low (0–5/day), the date of first
observation for many cows extended well
into summer. However, analytical adjustments to the estimation of parturition dates

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ALCES VOL. 56, 2020

Fig. 2. Predicted probability of parturition by date (shown as days since 27 April), modeled with
(solid) and without (dashed) including the probability of detection, Colorado, USA. The horizontal
dotted-dashed line indicates a 90% parturition probability. The vertical lines indicate the days on
which that 90% parturition probability was estimated to have been achieved for each model (dotted
lines represent 95% credible intervals). Raw observational data are depicted as black dots.

(i.e., accounting for p) buffered the bias
associated with our slower field methods
and led to the prediction that 50% of parturition events had occurred by 19–20 May.
This 2-day window aligned very closely
with the range of median parturition date of
19–22 May reported by Gasaway et al.
(1983) and Keech et al. (2000) for the interior of Alaska. Similarly, Bowyer et al.
(1998) reported a mean parturition date of
25 May for moose in Denali National Park,
and concluded that 95% of births occurred
during a 16-day window. The median parturition date for moose calves in southwest
Yukon was also 25 May (Larsen et al.
1989). Our results also aligned with parturition dates for moose in the eastern United

States and Scandinavia. In New Hampshire,
Musante et al. (2010) and Jones et al.
(2017) reported a median date of 19 May
with 78 and 90% of births occurring
between 13 and 27 May, respectively.
Parturition dates in Norway were also similar (23 May), but dates were sensitive to the
number of mature bulls in the population
(Sæther et al. 2003). Finally, Severud et al.
(2015) reported a slightly earlier mean parturition date (14 May) for moose in
Minnesota, but a 1-month range of parturition (2 May–2 June). This earlier mean parturition date aligned with that reported in
Ontario (13 May; Patterson et al. 2016).
We estimated that the cumulative probability of parturition increased from 0.50 to

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0.90 between 19 and 27 May, indicating that
Colorado has a similarly narrow parturition
period as reported across much of moose
range. This narrow window may be shaped
by the interaction of habitat and season
(Rutberg 1987, Bowyer et al. 1998), as well
as predation (Bergerud 1975, Testa 2002).
Perhaps less intuitive was that Colorado’s
moose appear to calve in synchrony with
moose at more northern latitudes. In comparison, the onset of spring and summer is
generally earlier and winter later in Colorado.
This variation in seasonality could potentially afford moose in Colorado and other
southern populations flexibility from tight
parturition patterns identified in northern
populations; however, no shifts in parturition date are apparent. While the seasonality
of Colorado’s southern latitude may be
mediated by high elevations, the parturition
synchrony within the species across latitudes
may prove to be relevant and informative in
the face of a generally warming environment. More specifically, moose occupy a
wide geographical and latitudinal range,
over which seasons are not perfectly synchronous. Yet, they apparently maintain tight
synchrony in the timing of parturition across
this range. Thus, concerns over the shifting
of seasonality due to global warming (i.e.,
earlier spring and delayed winter) may not
intrinsically, or negatively impact the timing
of parturition.
From a management perspective, the
estimation of parturition dates in Colorado
was particularly useful to design field
surveys. One goal of refining productivity
surveys is to reduce bias, and as noted, one
source of bias is p and its confounding effects
when moose are transitioning between
pregnancy and calf-at-heel. Ideally, surveys
should be implemented post-parturition, but
early enough that neonatal mortality is
minimal. After applying the probability of
detection at which the probability of

parturition reached 90%, we recommend that
surveys in Colorado be initiated on 27 May,
or 34 days prior to the date predicted without
considering probability of detection. In
addition, incorporating probability of
detection decreased the credible interval (by
about 28 days) associated with the predicted
date at which 90% of parturition events
occurred. While ground surveys cannot fully
replicate the results of aerial surveys,
managers can use our results to improve and
facilitate the timing of ground surveys. For
example, a concerted ground survey effort at
the end of May, conducted typically on foot
or horseback with a large number of
volunteers and field personnel, should
produce a productivity estimate with minimal
bias from pregnant females and calf mortality.
Importantly, the narrower credible interval
indicates that earlier surveys need not
compromise confidence, and applying our
refined, optimal date to initiate earlier
surveys will produce measurable savings in
effort and agency resources.
ACKNOWLEDGENTS
This research was funded in part by a
United States Fish and Wildlife Service
Federal Aid Research Grant, CPW game
cash fund, and auction and raffle grants
administered by CPW. We are also indebted
to the efforts of S. Boyle, B. Cimpher,
R. Cordova, A. Howell, A. Maclean,
S. Peterson, B. Smith, and K. Yeager who
spent many hours tracking and observing
moose. Early drafts of this manuscript were
improved by the comments provided by
M.Alldredge, D. Tripp, M. Lankester, and
2 anonymous reviewers.
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