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7/28/2019 Design and characterization of Adaptive microbolometers
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INSTITUTE OF PHYSICS PUBLISHING JOURNAL OF MICROMECHANICS AND MICROENGINEERING
J. Micromech. Microeng. 16 (2006) 10731079 doi:10.1088/0960-1317/16/5/028
Design and characterization of adaptivemicrobolometers
Woo-Bin Song1 and Joseph J Talghader2
1 School of Electrical and Computer Engineering, Purdue University, West Lafayette,
IN 47907, USA2 Department of Electrical and Computer Engineering, University of Minnesota,
Minneapolis, MN 55455, USA
E-mail: [email protected] and [email protected]
Received 16 October 2005, in final form 5 January 2006Published 19 April 2006Online at stacks.iop.org/JMM/16/1073
AbstractWe report the first practical results on design and characterization ofadaptive microbolometers with a thermally tuned responsivity. Such devicesare needed to simultaneously image scenes that contain objects at ambientand extremely hot temperatures. In the high detectivity state, themicrobolometers are operated similar to standard commercial devices. Inthe low detectivity state, portions of the support beams are brought incontact with the substrate, which thermally shorts the devices on apixel-by-pixel basis. This is the first time this concept has been practicallyimplemented in a microbolometer device architecture as opposed to simplecantilever beams and plates. The maximum actuation voltage is set to 17 V,and the thermal conductances, responsivities and detectivities of a typicaldevice can be switched more than an order of magnitude between 1.65
105 W K1 and 2.99 104 W K1, between 1.5 V W1 and 0.2 V W1and between 1.8 106 cm Hz1/2 W1 and 1.5 105 cm Hz1/2 W1,respectively. This extends the dynamic range of the device more than anorder of magnitude. The device pixel size is 100 m 100 m.
1. Introduction
Photon detectors based on small bandgap materials suchas Hg0.8Cd0.2Te (MCT), InSb and others have been studied
and commercialized primarily for military and space scienceapplications [1]. These photon detectors have very high
performance but require cryogenic cooling systems to reduceparasitic dark currents.
With the advent of micromachining technology, it wasrealized that sufficiently high performance could be achievedwith uncooled detectors that operated based on the heating
of a small mass. Several classes of devices for readingthe rise in temperature were developed. First and most
prominent of these was the bolometer [2, 3] butalso developedwere pyroelectric detectors [4], thermoelectric detectors [5]
and others [6]. The cost and weight of these devices aredramatically reduced compared to infrared photon detectors
because cooling is no longer needed and because the materialsinvolved are much easier to work with. For example, Wood
et al [2] reported high-quality infrared imaging in an infraredfocal plane array using a monolithic silicon-based process.
Recent studies have attempted to improve the performance ofthe basic microbolometer by developing high temperature-coefficient-of-resistance (TCR) materials such as high-Tcsuperconductor (YBaCuO [7]), vanadium oxide [8] and so
on [9, 10]. Also new device structures have been proposed toenhance sensitivity [11], thermal isolation [12] and array fill
factor [13]. Furthermore, new devices using built-in thermalchopping have been proposed [1416] including a focal plane
array with a built-in thermal chopper and a two-color thermaldetector with a built-in thermal chopper.
Typical thermal detectors are designed for high thermalisolation, and this makes them extremely receptive to smalldifferences in background temperature. However, high
sensitivity potentially has drawbacks when a scene containsvery bright areas that may result from fires, explosions orengine operation. For example, microbolometer arrays thatare tracked across the sun develop a temporary afterimage
or blindness that diminishes over a period of many minutesto a few hours. One of the causes for this is that the mostcommon TCR material in microbolometers, vanadium oxide,is thermochromic, meaning that its absorption and resistance
0960-1317/06/051073+07$30.00 2006 IOP Publishing Ltd Printed in the UK 1073
http://dx.doi.org/10.1088/0960-1317/16/5/028mailto:[email protected]:[email protected]://stacks.iop.org/JMM/16/1073http://stacks.iop.org/JMM/16/1073mailto:[email protected]:[email protected]://dx.doi.org/10.1088/0960-1317/16/5/0287/28/2019 Design and characterization of Adaptive microbolometers
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W-B Song and J J Talghader
properties change if the microbolometer is heated higher than
a semiconductormetal phase transition temperature of about
68 C [17]. Since many microbolometers heat up by about
100 C when imaging a 3000 K signal, which is typical of
many fires, one can see that thermochromic transitions can
be frequent. In addition, special electronics must be used
to amplify the signals at the edges of the array in order
to handle such a large dynamic range. Intensity-dependent
noise and device damage are other possible issues. Previous
research in our group has shown that the thermal conductance
[18] of micromachined beams and plates can be tuned both
continuously and discretely. Continuous tuning of the thermal
conductance was demonstrated over a factor of 3 and discrete
tuning over almost two orders of magnitude. While these
initial studies were suggestive, no electronic devices were built
to take advantage of the effect.
In this paper, we report a microbolometer device
architecture that incorporates an adaptive responsivity [18].
These are the first array-compatible microbolometer devices
to use microactuation to tune device thermal conductance on
a pixel-by-pixel basis. This is a significant innovation in both
concept and function because it prevents thermal runaway in
microbolometers due to intense signals and allows one to see
in detail both hot and cold regions of a scene in the same
focal plane array. The required actuation voltage to change
responsivity is only 17 V, making the devices compatible with
common change pumping circuits. For simplicity, the
bolometers are operated to have a binary responsivity: high
and low for cool and hot signals, respectively. However, if
one supplied multiple voltages to the devices, a variety of
responsivities would be possible. The devices do not require
major changes to standard commercial architectures but rather
use an already existing electrostatic actuator between the
ground electrode and detector plate to bring a small area of
the supports into contact with the substrate, thereby increasing
the device thermal conductance.
First, we discuss the basics of an adaptive microbolometer
in the background. Then, the fabrication of the device
is explained in detail. To fully characterize this adaptive
microbolometer, measurements of the thermal conductance,
responsivity, detectivity and noise equivalent power have been
made with and without electrostatic actuation.
2. Principles of bolometer operation
The responsivity of a thermal detector is expressed as
= IR0T
Pi=
IR0
G(1 +22)12
(VW1), (1)
where is the TCR, Iis the bias current, R0 is the resistance of
the detector at ambient temperature, T is the temperature
increase of the bolometer, Pi is the power of the incident
radiation, is the fraction of the incident radiation absorbed,
G is the thermal conductance of the microbolometer, is the
frequencyof the sinusoidal excitation and is the thermal time
constant. Since the responsivity as shown in (1) is inversely
proportional to its thermal conductance, the detectors must
be thermally isolated from their surroundings. As implied in
the previous section, a good thermal isolation can be achieved
by having a vacuum gap between the sensing element and
the substrate with only thin support beams connecting them.
In vacuum, absorbed heat on the pixel plate from the incident
radiation dissipates to the substrate through the support beams.
With this, the thermal conductance for the device in the
radiation limit can be written as
G = 2k A
L
, (2)
where G is the thermal conduction through twosupport beams,
kis the thermal conductivity of a support beam,A is thevertical
cross-sectional area of a support beam and L is the length of
a support beam. The factor of 2 comes from the two support
beams of the devices. Based on (2), we can reduce the thermal
conductance by using materials with low thermal conductivity
and having long support beams with a small cross-sectional
area. To ensure that the thermal conductance is determined
by the support design, detector arrays are packaged under low
vacuum conditions in hermetically sealed packages.
Since the thermal conductance of a typical
microbolometer is limited by the solid-state conduction
of the supports, conductances are on the order of 10
7
WK1 for commercial systems. In theory, the conductance
of a microbolometer can be reduced so that it is limited by
radiation, obtaining a value on the order of 108 W K1.
Since it has been shown that the thermal conductance across
a microactuated interface is on the order of 104 W K1, the
fundamental limit of thermal conductance tuning is almost
four orders of magnitude. In practice, stiction in the high
conductance state is likely to limit the maximum thermal
conductance tuning that can be achieved to one or two orders
of magnitude.
The performance of a detector can be also determined by
its detectivity, which indicates the relative magnitudes of the
signal and noise at operating frequencies. The detectivity can
be calculated from the expression
D =(A)1/2(fbandwidth)
1/2V
Vnoise2
, (3)
where RV is the responsivity, A is the area of a pixel plate,
fbandwidth is the electrical bandwidth and V2noise is the mean
square value of the fluctuating noise voltage.
As the last important figure of merit, there is the noise
equivalent power (NEP) defined as the absorbed power change
which corresponds to a signal-to-noise ratio of unity. TheNEP
is obtained by measuring thenoise voltage andtheresponsivity
as shown in (4)
NEP =
V2noise
V, (4)
where V2noise is the mean square value of the fluctuating noise
voltage and RV is the responsivity.
The devices constructed for this study were
microbolometers that used an inherent electrostatic
actuator to bring its support beams into partial contact
with the substrate as shown in figure 1. This induced a large
change in the thermal conductance of the devices which
directly led to similar changes in responsivity and detectivity.
The thermal contact conductances of the material interfaces
used in micromachining are high enough [19] so that touching
a small portion is sufficient to cause dramatic changes in
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Design and characterization of adaptive microbolometers
(a)
(b)
Figure 1. Conceptual diagram of a tunable responsivitymicrobolometer. In (a), the device stands in a state of low thermalconductance and high responsivity. In (b), the device supports havebeen actuated into contact with the substrate, creating a high thermalconductivity and low responsivity state. In practice, only the edge
farthest from the ground support contacts the substrate to preventstiction.
detectivity. While total thermal contact could change the
potential dynamic range by four orders of magnitude [20],
most imaging requires only a fraction of this range. Partial
contact also helps to eliminate stiction during operation.
Relatively low actuation voltages can be used due to the low
rigidity of the supports.
3. Fabrication
3.1. Building the foundation layer and the first sacrificial
layer
As the first step, a 500 nm LPCVD silicon nitride layer is
deposited on the top of a highly doped silicon wafer for
electrical insulation as shown in figure 2(a). Then, PI2610
polyimide (HD Microelectronics) is spin coated as the first
sacrificial layer. Polyimide is used in lieu of a typical silicon
dioxide because HF used in etch release also etches PECVD
nitride, which is used as the structural layer later. To improve
the adhesion between the PI2610 polyimide and LPCVD
nitride, 0.1% VM-651 diluted in DI water is spin coated at
5000 rpm for 60 s, and baked at 125 C before applying
polyimide. For uniform spin coating of polyimide, polyimide
is spin coated at 500 rpm for 20 s, and then the spin rate
is ramped to 4000 rpm to get a thickness of approximately
1.8 m. To improve the etching efficiency of PI2610
polyimide in O2 plasma, polyimide is fully cured in a
convection oven. To prevent the polyimide film from
deformation due to a sudden change in curing temperature,
polyimide is baked on the hotplate at 90 C for 3 min and then
at 180 C for 90 s before curing in a convection oven. Finally
polyimide is loaded to a convection oven, where temperature is
initially set to 180 C to match the temperature before loading.
The temperature is increased at a rate of 4 C min1 up to
400 C. Note that the bulk of the solvent in the polyimide is
evaporated at the curing temperature of 200 C. However, in
our process, some still remains and polyimide is cured at a
higher temperature than 200 C, because of further process
(a)
(b)
(c)
(d)
(e)
Figure 2. Fabrication of an adaptive microbolometer. (a) Spin coatand pattern polyimide for anchors. (b) Deposition of PECVD nitrideand Ti/Au for beams. (c) Spin coat and pattern polyimide as secondsacrificial layer. (d) Deposition of PECVD nitride for top andbottom plates with TCR layer (Ti). (e) Dry etch releasing of pixeland beams.
issues such as outgassing during PECVD nitride deposition,
bubble forming during the annealing process and so on.
Furthermore, N2 gas is introduced in the convection oven to
prevent any surface reactions. During the curing process, the
thickness of the polyimide decreases to approximately 1.5m.
The polyimide is patterned by using a 300 nm thick aluminum
masking layer which is evaporated and patterned using a lift-
off process. The polyimide is etched with an O2 plasma to
form anchor points. During etching, the substrate is heated to
300 C to accelerate the etch rate as well as prevent the
formation of residue. Finally the aluminum layeris completely
etched in aluminum etchant.
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W-B Song and J J Talghader
3.2. The support beams and their metallization
For the structural material, PECVD nitride is chosen for
two reasons: PECVD nitride has a relatively low thermal
conductivity compared to LPCVD nitride film. Also, it is
easy to control stress in PECVD nitride by changing process
parameters such as temperature and pressure [21, 22]. To form
support beams, a 500 nm thick PECVD nitride is deposited onthe top of patterned polyimide and etched using a CF4+O2plasma as shown in figure 2(b). We determined the shape that
yields the lowest actuation voltage by designing and testing
several shapes and lengths of support beams. To ensure a
low resistance for electrical read-out, the support beams are
coated with 50 nm of Ti as an adhesion layer and 300 nm of
Au as a conducting layer by e-beam evaporation. These layers
are patterned by lift-off. Due to the poor step coverage of
the sidewall between the anchor and the edge of the support
beams, a 50 nm of Ti and 1 m of Au layer is deposited on
the sidewall of anchor.
3.3. The second sacrificial layer and the vias
A second polyimide layer plays an important role in isolating
the pixel plate from the support beams. As shown in
figure 2(c), thesecondpolyimide layer is processed in thesame
manner as the first. After curing, it is etched to define vias
between theTi/Au and the TCR material (Ti) of the pixel plate.
The contact between Ti/Au and the TCR material through the
vias is very important, because it enables the reading of the
resistance change of the TCR material. Therefore, etching of
polyimide is done very carefully so that there is no polyimide
residue on the top of Ti/Au after etching. The polyimide is
etched in an O2 plasma with the substrate heated to 300C, as
was done for the first polyimide layer. The complete etchingof polyimide was verified by measuring the resistance of the
contact between Ti/Au and the TCR material. For example,
the contact resistance would be higher with the existence of
the polyimide residue.
3.4. Top and bottom layers of the pixel plate and the TCR
layer
The pixel plate consists of two PECVD nitride layers which
encapsulate the TCR layer as shown in figure 2(d). This
structure helps to protect the TCR layer from moisture and
other contamination. A 200 nm thick PECVD nitride is
deposited on the top of the second patterned polyimide layer
and etched in an STS etcher using a CF4+O2 plasma. This
defines the vias from the Ti/Au metal of the support beams to
the 100 nm Ti metal TCR layer, which is deposited using
e-beam evaporation. To encapsulate the Ti layer, another
200 nm of PECVD nitride is deposited. The two PECVD
nitride layers and the Ti layer are patterned and etched in
a CF4+O2 plasma using the STS etcher to form pixel plates
with a size of 100 m 100 m. In the final step, the
double polyimide layers are isotropically etched in an O2plasma with substrate heating at 300 C to release the pixel
plate and its support beams from the substrate. During this
etching process, we found that the polyimide layer around
the vias was not easy to remove due to the small gap.
This limited to achieving the thermal conductance value we
(a)
(b)
Figure 3. (a) SEM image of an individual microbolometer device.The dimensions of the microbolometer pixels are shown in table 1.The microbolometer pixels are designed to be compatible with highfill-factor arrays, and shown in part (b), an optical image of a portionof a 4 4 high fill factor array.
expected. This might be improved by adding a thick Ti
metal layer before TCR layer deposition to increase the gap
around the vias. This would enhance the detectivity to
its theoretical values by achieving a good thermal isolation
of the devices. A completed pixel and a 4 4 test
array with a fill factor of 91% are shown in figures 3(a)
and (b), respectively. Typical device characteristics are given
in table 1.
4. Measurement
The thermal conductances of the devices were measured
under vacuum (
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Design and characterization of adaptive microbolometers
Table 1. Measured and calculated parameters for the microbolometer.
Parameter Value
Size of pixel plate 100 m 100 m
Thickness of pixel plate Top plate (PECVD nitride): 0.2mTCR layer (titanium): 0.1 mBottom plate (PECVD nitride): 0.2 m
Length of support beam 277 mWidth of support beam 6 mThickness of support beam 0.5 mAir gap spacing Plate to support beam: 1.5 m
Support beam to substrate: 1.5 m
Thermal coefficient of resistance 0.2% K1 (Titanium)Thermal conductivity of PECVD nitride 0.0380.051 W cm1 K1
Density of PECVD nitride 2.22 g cm3
Specific heat of PECVD nitride 1.311.73 J g1 K1
Heat capacity of device 2.55 108 J K1
Thermal time constant 1.5 ms
Signal
Analyzer ConstantCurrentSource+ -
FunctionGenerator
DC PowerSupply
Laser Diode
with moduleLenses Beam Splitter
AdaptiveBolometer
Pinhole Aperture
VacuumChamber
Si Photodetector
Ref.
Preamplifier
Lock-inAmplifier
Figure 4. Experimental setup for the measurement of responsivityand detectivity.
the photodetector where a pinhole aperture of similar size to
the pixel under test was placed in front of it. The device was
biased with a current of 100A using a constant current source
to read an output voltage of the device. The microbolometer
output voltage was amplified using a PARC113 preamplifier
and then fed into the lock-in amplifier. For the calculation of
the detectivity, the voltage noise in the frequency of interest
was measured using an HP35660A dynamic signal analyzer.
5. Results and discussion
5.1. Tunable thermal conductance
As mentioned in the previous section, a thermal conductance
of a typical device was extracted from the plot of 1/R versus
I2 as shown in figure 5. In an unactuated state, a typical device
gives a thermal conductance, G = 1.68 105 W K1. This
is much lower value than the designed thermal conductance of
7 107 W K1 in its unactuated state. There are two possible
reasons for this. First the vacuum level in our apparatus was
only able to go to 10 mTorr, which places it in the transition
zone between air and solid-state limited conduction. It is
0.0 2.0x10-6 4.0x10-6 6.0x10-6 8.0x10-6
8.4x10-3
8.6x10-3
8.8x10-3
9.0x10-3
9.2x10-3
9.4x10-3
G = 2.99x10-4 W/K
G = 1.68x10-5 W/K
Vact = 0V
Vact = 17V
1/R
I2
Figure 5. A plot of the inverse resistance versus current squared fora microbolometer in its unactuated (Vact = 0 V) and soft actuation(Vact = 17 V) states.
further suspected that the top layer of polyimide between the
plate and the support beam was not fully removed during
etch release. With an actuation voltage of 17 V, the thermal
conductance of the device changes to G = 2.99 104 W
K1. This shows that the thermal conductance of a typical
device is changed by about 1.25 orders of magnitude. Full
device snap down of the support beams would have increased
the detectivity tuning, but in usestiction would have been seen.
The snap down and restoration of the support beam happens at
the moment of turn-on/off of power supply, but the numerical
value for the actuation time was not measured. Given the sizeof the device, the mechanical resonance is expected to be the
order of 10 kHz, making a transition time of the order of 1 ms
or less.
5.2. Tunable responsivity
The responsivity of the same device from figure 3(a) is shown
in figure 6. The responsivity varies by over an order of
magnitude from 1.5 V W1 to 0.2 V W1 (the absolute values
are low, but explained by the artificially low responsivity
described previously), when the support beam of the device
snaps down at a voltage of 17 V. In commercial devices, one
would likely use vanadium oxide instead of Ti because of its
higher TCR and place a special absorption layer rather than
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W-B Song and J J Talghader
10 100 100010-2
10-1
100
Vact = 0V
Vact = 17V
Responsivity(V/W)
Frequency (Hz)
Figure 6. Responsivity versus frequency for an adaptiveresponsivity microbolometer. The response varies by over an orderof magnitude when the lowest device support is snapped downat 17 V.
counting on the intrinsic absorption of titanium and PECVD
nitride at = 658 nm. These factors represent limitations of
our available fabrication processes rather than the architectureitself. In figure 3(a), the reponsivities of the device taken at
frequencies below 10 Hz arenot plotted because of high scatter
and too high 1/fnoise.
5.3. Detectivity characterization
Once the responsivity had been measured, the noise spectrum
of the devices was obtained directly from the signal analyzer
and used to extract the detectivity as described in (3).
Figure 7 shows the detectivity versus frequency of the same
device as in figure 3(a). The detectivity varies more than an
order of magnitudebetween 1.8106 cmHz1/2 W1 and1.5105 cm Hz1/2 W1, at 0 V actuation and 17 V actuation,
respectively. As mentioned above, the detectivities below
10 Hz were not plotted because of difficulties in measuring
1/f noise at extremely low sampling rates, which made the
uncertainty in the detectivity values very large. This problem
might be solved by replacing the Ti TCR material with VOx,
because VOx gives a relatively low 1/fnoise characteristic at
low frequency range [6] as well as a high TCR of3.0% K1
at room temperature [2]. In this measurement, Johnson noise
was around 120 nV Hz1/2, which is somewhat higher than
in typical microbolometers. This noise will be reduced in the
future with a high TCR element and a low-noise resistor for
electrical read-out.
Lastly, the NEPs of adaptive microbolometers have been
measured versus frequency in high and low sensitivity states
with a bias current of 100 A as shown in figure 8. The lowest
NEP of 5.6 108 W Hz1/2 was obtained in an unactuated
state. This is higher than in commercial microbolometers,
but reasonable for the responsivity and TCR material of
our devices. At higher frequencies, NEPs for both states
converge.
The devices described are the first microbolometers
made with a fully adaptable detectivity, but they have a
relatively low performance relative to commercial devices.
In particular, the device was designed to have a much
lower thermal conductance of 7 107 W K1 than
measured in its unactuated state. This would directly
translate to another 1.2 orders of magnitude improvement
10 100 1000
104
105
106
Vact = 0V
Vact = 17V
Detectiv
ity(cmHz1/2/W)
Frequency (Hz)
Figure 7. Detectivity versus frequency for a typical device. Thedetectivity is in a high state at 0 V actuation and a low state at 17 Vactuation.
10 100 1000
10-7
10-6
Vact = 0 V
Vact = 17 V
NEP(W/Hz
1/2)
Frequency (Hz)
Figure 8. Noise equivalent power (NEP) versus frequency for atypical device. The lowest NEP is obtained in a high state at 0 Vactuation.
10 20 30 40 50 60 70 80200
205
210
215
220
225
230TCR of Ti = 0.21% K-1
Resistance(ohm)
Temperature (C)
Figure 9. Resistance versus temperature measured by point probefor titanium. Measured TCR of Ti is 0.21% K1. For TCRmeasurement, the temperature was scanned from 26 C to 70 C.
in responsivity and detectivity. In particular, it is suspected
that the top layer of polyimide between the plate and
the support beam was not fully removed during etch
release. This will be corrected in future processing. In
addition, the performance could be further improved by
using vanadium oxide instead of titanium as the TCR layer.
Commercial VOx has a TCR that is approximately 2%
K1 compared to a TCR for Ti of approximately 0.2% K1
as shown in figure 9. VOx also has a very low 1/f noise.
With these changes, the architecture presented here could
provide commercial thermal imaging performance with full
intensity adaptivity, extending the dynamic range of present-
day microbolometers by at least an order of magnitude.
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6. Conclusions
Adaptive microbolometers in which thermal conductance,
responsivity and detectivity are electronically controlled have
been made. These bolometers have been designed to have
extended dynamic range to handle both very hot and cool
areas within the same image. For characterization of the
devices, the thermal conductance, responsivity, detectivity and
NEP have been measured versus frequency in high and low
sensitivity states. The high sensitivity state corresponded to
normal microbolometer operation. In the low sensitivity state,
a portion of the support beam was actuated to be partially in
contact with the substrate and thereby increased the thermal
conductivity and reduced the detectivity. We reported that
the thermal conductance of a typical device could be changed
by 1.25 orders of magnitude, the responsivity by one order
of magnitude and the detectivity by 1.2 orders of magnitude
with the minimum NEP of 5.6 108 W Hz1/2 in the high
sensitivity state.
Acknowledgments
This work was supported by Defense Advanced Research
Project Agency under grant no. F33615-00-1-1625 and by the
Army Research Office under grant no. DAAD19-03-1-0343.
The authors would like to thank the staff at Nanofabrication
center at the University of Minnesota.
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