1.
Introduction of Electrochemistry
A fuel cell is based on a rather simple design
(hence the popularity of use in various industries) and is made up of multiple
components pressed together to form the entire unit – commonly referred to as
the Membrane Electrode Assembly or MEA. The key components that a fuel cell is
made up off includes but is not limited to: gas diffusion electrodes (GDEs) –
alternatively referred to as the anode and cathode chambers; electrolyte – ion
carrier/transporter from one electrode to the other (solid or liquid);
electrically conducting wire; electro-catalyst – catalyst used to speed up one
or more half reactions; the gasses used – although not technically a component
of the fuel cell, they are required in order to function. The focus of this
research lies with the electro-catalyst. The basic principle of a fuel cell is
converting chemical energy into electricity. This is accomplished by a REDOX
reaction – An electron (e-) is extracted from the alcohol (fuel –
typically hydrogen based) and passed through an external circuit, generating a
minor current, and flows to the other GDE where it combines with oxygen. The
site at which both extraction and attachment of the electron occurs, is the
catalytic surface – usually platinum. The by-product formed in this process is
water – made up of the oxygen present in the cathode bonding with the H+
ions passing through the electrolyte and e- through the external
circuit [1]. This is explained in
greater detail in section 2.
2.
Literature Review
a. Basics of a Fuel Cell of
Electrochemistry
i.
Overview (Components and Design) of Electrochemistry
It has been observed that the underlying
technology and components of the Breathalyzer have not been updated for decades
and the current generation of units are still based on 1970s technology.[2]
This design involves a high use of platinum as the electro-catalyst, a very
expensive metal. Due to many important advancements in technology since then,
it is believed that a far cheaper alcohol gas sensor can be designed,
minimizing the platinum concentration or replacing it completely and thus
making a more feasible sensor without inhibiting sensitivity, reliability, and
durability.[3] This will allow for them to be readily and/or easily
available in low/middle income countries that make up for 90% of the world’s
road accidents [4]. Palladium has shown to be a viable
electro-catalyst. According to the study performed by Holton and Stevenson [5],
palladium in its pure form was observed to only be marginally inferior as a
bonding agent to oxygen than platinum. It was also observed that bi-metallic
compounds could potentially be suitable electro-catalysts if the core metal
itself was viable. Thus, it is proposed that a compound containing palladium as
its core, and possibly supported by ceramics or carbon nanofibers, could
theoretically replace platinum as the leading electro-catalyst. This would
drastically reduce both the manufacturing cost as well as the maintenance cost
of the Alcohol Gas Fuel Cell Sensor (AGFCS) unit.
Although many other forms of alcohol detection
such as gas chromatography, infrared, and semi-conductor [6,7,8]
techniques are commercially available, breath ethanol detection is usually
performed by fuel cell sensors owing to their linearity, accuracy, sensitivity,
size, rapid response time, and cost. [9]
Several different kinds of Fuel cells exist as
shown in Figure 1. There are many ways
to categorize these devices, but the simplest way is looking at the reactant
fuel and/or the electrolyte used [10]. Each type of fuel cell has
their own advantages and disadvantages and are chosen based on the need and
working conditions of the user. The alkaline fuel cell is best suited for the
objectives this research is set out to achieve – due to the alcohol reactant
and temperature range.
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)
An example of the mechanism and theory behind
the alkaline fuel cell is shown in Figure 2 Since the by-product
is water, fuel cells prove to be a great source of energy generation and chemical
sensors. The electrocatalyst studied in this research will reside on the anode
while the cathodic electrocatalyst will be comprised of some derivative of iron
and cobalt (Future work).
![](data:image/png;base64,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)
The underlying purpose
of all fuel cells is to generate a current. The current density (the amount of
electric current flowing per unit cross-sectional area of a material) is
determined by the concentration and/or amount of reactants that react. The
faster the reaction rates of both AOR and ORR, the greater the expected current
density[11]. For industrial based fuel cells, a high current density
(relative to the amount of material in the electrode) is sought after. This is
because the primary purpose of industrial fuel cells is current generation. The
aim is to generate current from chemical energy (label 3 in Figure 2).
In this research, although current
generation is a necessary step, the aim is not to achieve a high charge density
nor utilize this electrical energy for other uses but rather to simply measure
the electricity generated as it is an indication of the concentration of
alcohol. Here sensitivity plays a rather important role as opposed to raw power
output. The current and charge densities would be plotted against the present
breath alcohol concentrations (BrAC). The slope produced by these curves would
indicate the catalyst’s sensitivity and combined with the regression of the
curves, the linearity could be calculated. Once the required formulae are
derived, they can be used to translate the current generated when used by the
subject into the appropriate BrAC. This concentration of alcohol in the breath
can then be used to determine the amount of alcohol present in the user’s blood
and thus one can determine if the user is above the alcohol limit or not. A
simplified schematic diagram of the process is shown in Figure 3. The displayed number is related to
the user’s alcohol breath, and therefore blood, concentration. Based on Henry’s
law, the ratio of exhaled alcohol to blood alcohol is 2100:1. More simply, if x amount of alcohol exists in 2100
millilitres of exhaled air, then x
amount of alcohol exists in 1 millilitre of blood.
1.1.1 Alkaline vs Acidic
Electrolyte
of
Electrochemistry
Fuel cells are
sometimes categorized not by the reactants but rather by the electrolyte used.
The electrolyte is responsible for transporting the necessary ion from one
electrode to the other. This is a purely concentration-based diffusion step. Should
the electrolyte fail to transport the ion (H+ in most cases but
could potentially be OH- in an alkaline fuel cell or even O2),
the whole process would be at a standstill and reactants would build up in
their respective electrodes. This selective transportation of molecules thus
has a significant impact on the functionality of the cell and links to reaction
rates, current density generated, and peak current generated. [10]
Electrolytes have
primarily, in the past, been liquids. However, due to advancements in
technology as well as the need to have mobile fuel cells, solid electrolytes
are now the preferred medium [11]. Nafion can help attach the
catalyst layer to the membrane, and it also helps increase the ionic
conductivity of the catalyst layer [11]. According to H2/air
PEMFC testing, Nafion 112 (one of the many industrially used forms of Nafion)
has reached a maximum lifetime of just over 10,000 hours - a significantly acceptable
number of cycles. [13]
The research focuses
on the electrocatalyst involved in the PEMFC production and would thus produce
results that are comparable to other catalysts, not other electrolytes.
However, considering that multiple researchers also used a version of Nafion as
their electrolyte. Nafion is likely the most viable material for comparative
reasons in order for this research to minimize variations. [5, 11, 13]
Table 1: Acidic vs Alkaline Electrolytes
Acid Electrolyte
|
Pros
|
Cons
|
Doesn’t require very pure input gasses
|
Higher susceptibility to corrosion
|
Broad input fuel choices
|
Higher manufacturing costs
|
High tolerance for CO and CO2 - more
tolerant to impurities as compared to both solid oxide and alkaline FCs
|
Aggressive electrolyte – requires frequent
maintenance
|
|
Low power density
|
|
Poor ionic conductor at low temperature
|
|
Ni is not stable in this environment due to
leaching
|
Alkaline Electrolyte
|
Pros
|
Cons
|
Higher number of potential alternate catalysts
|
Requires a CO2 free environment to
avoid poisoning – carbonates
|
Higher current densities / less voltage drop at
room temperature
|
Evolution of insoluble salts that could
potentially block pores
|
Lower manufacturing costs
|
Require extremely pure into gasses – easy but
expensive
|
Over 15000 hours of operating time
|
|
Circulates oxygen more efficiently
|
|
Easily removable waste products
|
|
Highly cost effective
|
|
[https://www.doityourself.com/stry/a-complete-guide-to-alkaline-fuel-cell-electrolytes]
and PEMFC textbook
1.1.2
Reaction Kinetics of Electrochemistry
According to Breeze et al (2009), two half
(redox) reactions occur in two separate regions of the fuel cell. The cell is
primarily comprised of two separate chambers called electrodes – The anode and
the cathode. In each of these chambers, a “half-reaction” occurs, i.e. the
products of one and reactants of the other are intermediates and both reactions
combined produce a stable overall reaction.
1.1.2.1 Anode Half
Reactions of Electrochemistry
A reactive fuel
(usually hydrogen gas or some alcohol) enters the anode. At the anode, AOR
occurs. The basic pure hydrogen-based reaction occurring the anode indicated by
Zhang in Equation 1 can be adapted to fit
primary alcohols as shown in Equation 2[11]. This
initial reaction converts the primary alcohol into an aldehyde, however this is
not necessarily the end, the recently formed aldehyde can once again be
oxidised into a carboxylic acid: this is dependent on the strength of the
oxidising agent. If this occurs, the reaction process would proceed as shown in
Equation 3.
It should be noted that for the example above,
water was assumed to be present in the fuel cell as the human breathe would
contain moisture and can be modelled as saturated air - 100% Relative Humidity
(RH) - at 32oC as stated by Wilamed[12]. The water found
here should not be confused with the water exiting the fuel cell at the cathode
side, which is a by-product of the ORR.
1.1.2.2 Cathode Half
Reactions of Electrochemistry
Air (assuming 21
volume % oxygen) or pure oxygen gas is fed into the cathode. At the Cathode,
ORR occurs. Oxygen is broken down into individual oxygen atoms and adheres to
the catalyst surface. The flowing hydrogen and electron then merge with these
surface oxygen atoms/ions to form a hydroxide and then pure water - a safe
by-product. The mechanism of this reaction is Taken from Nickle article
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)
The ORR could
potentially experience minor complications. This is due to high-energy reaction
kinetics / pathways and the relatively strong O-O bond in pure oxygen, not all
the O2 molecules break on the catalyst surface. This could result in
a small concentration of H2O2 forming in the cathodic
chamber or electrode. This is a highly corrosive compound and fortunately has a
much smaller selectivity (the probability of a reaction to form the compound of
interest against all possible products). The better the catalyst, the higher
the selectivity of H2O [5]. A basic diagram can
illustrate the possible alternate pathways oxygen gas may react through and is
shown in Figure 4.
![](data:image/png;base64,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)
Although ruthenium (Ru) and iridium (Ir) are
the most efficient catalysts for oxygen evolution (refer to Figure 7), platinum (Pt) is
regarded as the best catalyst for both hydrogen evolution as well as oxygen
reduction. [nickle article]Even though Pt is the best for ORR, it is
still not at a significantly remarkable level currently. Efforts should be made
to enhance the ORR process significantly in the future.
1.1.1
Mass Transfer of Electrochemistry
A critical aspect in the efficiency and
overall functioning of a fuel is the mass transfer (MT) stage. Mass transfer is
achieved in multiple forms and include; Diffusion (region A) and Convection
(Region B). The basic principal behind this is like that of heat transfer in
the sense that materials (compounds) will move from a high state of energy
(indicated by a large concentration since molecular interactions are more
significant) to a low state. This is commonly referred to as the concentration
gradient. Thus, the two state conditions effecting MT is the concentration of
the bulk material and concentration at the surface of the electrode where the
reaction occurs. It is also affected by temperature and pressure gradients but
that is less impactful and can be assumed negligible for our research. The
formula depicting MT is known as Fick’s Law and is as follows;
![](data:image/png;base64,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)
Where;
Ji = Mole flux (kg.mol/m2.s)
Dij= Diffusion coefficient (for two
species)
∙∇Ci =
concentration gradient (kg.mol/m3)
For multi-component diffusion systems (once
again neglecting the pressure and temperature contributions), the
Stephan-Maxwell equation can be used and is depicted as;
![](data:image/png;base64,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)
Where;
Ji = Mole flux (kg.mol/m2.s)
Ci = Concentration (kg.mol/m3)
Dij= Diffusion coefficient (for two
species)
X = Mole fractions (unitless)
Convective MT would take place as a bulk flow
is initiated – in this case, the channel from the anode and cathode chambers
(see figure below), dragging species regardless of the concentration
differences.
![](data:image/png;base64,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)
1.1.1
Fuel Cell Efficiency of Electrochemistry
Fuel Cell efficiency, just like any other is based off the ratio between
the useful energy output against the energy input. Note that the actual
efficiency of the system will either be equal to or lower than the theoretical
efficiency calculated. For the fuel cell in general (and for this research as
an alcohol gas sensing micro fuel cell), the useful output energy is the
electrical energy produced in the external circuit explained above. The energy
input is based of the chemical potential energy of the reactants – enthalpy of
hydrogen gas. We can simplify the calculations by assuming that all the
Gibbs-free energy can be converted into electrical energy without any waste.
Since both the enthalpy and Gibbs-free energy are known, the maximum theoretical
efficiency of a fuel cell at STP is;
![](data:image/png;base64,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)
he Gibbs-free potential and enthalpy potential
can be obtained by dividing the respective term by the product of n.F. This
yields values of 1.23V and 1.48V for the theoretical cell potential and
hydrogen’s Higher Heating Value (HHV) – aka thermoneutral potential
respectively. PEMFC plotted the efficiency of a FC against temperature (based
on HHV) and is shown below. At higher operating temperatures for the FC, the
efficiency is lower and could be attributed to wasted energy going into the
formation of gaseous products for one. This provides justification to attempt
operating at lower temperatures.
![](data:image/png;base64,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)
The above equation can
be specified to any FC by inputting the measured cell potential (Vcell)
![](data:image/png;base64,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)
OR
However, considering
that 100% conversion of the inputted fuel is not realistically achieved, the
conversion factor must be considered to accurately determine the efficiency.
Thus, the final equation is as follows;
Where;
![](data:image/png;base64,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)
1.1
World’s Leading Catalysts of Electrochemistry
1.1.1
Platinum of Electrochemistry
The catalyst primarily
has two functions to perform without any change to itself (i.e. no leaching or
degradation of any kind):
1) The catalyst adsorbs
the elements that need undergo oxidation and/or reduction and hold them for a
short period of time.
2) Once the
molecules/elements react, the catalyst releases the product back into the Gas
Diffusion Electrode (GDE).
Platinum has the best fit to both these functions.
Platinum is a transition element that could easily form bonds with the hydrogen
and oxygen molecules present in the GDE. However, some materials such as
titanium and iridium form even more stable bonds yet are not considered. This
is due to the second function of the catalyst, energy is needed to break up the
bonds between catalyst and the given species – a bond too strong would require
too much energy to break and would thus result in an accumulation of oxygen
and/or hydrogen on the respective electro-catalyst [5]. Plots (known
as volcano diagrams) obtained from Holton and Stevenson (2013) can be seen in Figure 7 and Figure 8[5]. A simple explanation
is that the top of the peak is the best catalyst, those elements on the left
bond too weakly (does not satisfy condition one above) while those on the right
bond too strongly (does not satisfy condition two above). Conversely, bonds too
weak would not be able to maintain the catalyst-hydrogen/oxygen bond and thus
the reaction would proceed very slowly or not at all.
1.1.2
The Need for Alternatives of Electrochemistry
The electrochemical-based
fuel cell sensor was introduced in the 1970s [14, 15]. According to Modjtahediet al.[3], the current generation of breathalysers commercially used today
is still based on the 1970s technology. Although this technology is acceptable
to measure the gas concentration of an individual in terms of sensitivity, the
manufacturing costs incurred during the production of these units are very high
with Pt accounting for nearly 40% of the total production cost. With the
advancements in technology made over nearly half a century since then, the
various components that make up a fuel cell are being re-examined to design a
more feasible option – note that these advancements will also aid in
sensitivity, durability and many other factors that will be discussed in
further detail below.
As a result, the electro-catalyst (made of nearly 100%
platinum) is currently under much scrutiny. Platinum is a costly material
driving up manufacturing costs and is significantly poisoned on its surface by strongly
adsorbed organic material – the reactant. This results in rapid degradation of
the platinum catalyst and in turn requires regular replacement further adding
to the costs [16].
1.2
Alternate Catalysts of Electrochemistry
There are various factors that go into consideration when a system requires
the “best catalyst”. The needs of the system need
to be weighed. What is more important? Cheap production cost or raw
performance? Sensitivity of the readings or durability of the device? In this
sense, talking about an optimum catalyst is more apt than mentioning the best
catalyst. Even though platinum reigns superior in most regard, there are other
catalysts well worth being studied as possible replacements. The 2 major
categories being production cost and durability. Looking at Figure 7, it can be seen that 3 other elements reside near platinum. Another group
involving nickel, cobalt, and iron depict slightly lower current densities for
hydrogen evolution at a significantly lower adsorption energy of the
metal-hydrogen bond.
1.1.1
Palladium (Pd) of Electrochemistry
Research for an
alternative electrocatalyst is already underway. Many academics have performed
individual AOR and ORR on multiple pure elements and the results from Holton
and Stevenson[5]are displayed in figure 8 and 9 respectively. The
closer the element is to the peak, the greater its suitability to be an
electro-catalyst. It is worth mentioning that elements to the left of the peak
bond too weakly and elements on the right bond too strongly. Based on the
grouping of Platinum Group Metals (PGMs) near the peak on Figure 8and Palladium far
exceeding the potential of the other elements in Figure 8, Palladium – a PGM –
has been chosen as the core metal electro-catalyst for this project. It has
similar electrochemical and physical properties as platinum but is denser and
much more affordable. Palladium can prevalently oxidize most alcohols to their
corresponding carboxylic acid – the exception to this is methanol which
proceeds through intermediary of formate (CHOO-) or carbon monoxide
(CO). [1
The Volcano diagram in Figure 8 shows Palladium as a
great alternative as previously mentioned. However due to Nickel’s incredible
conductivity and ease of synchronisation as an alloy, it has seen countless
studies as a filler catalyst. It also boasts great results on the volcano
plots, but previous studies suggest that merely alloying the metals near the
top is not sufficient, as nickel has already proven to compete with copper and
silver as platinum’s core-shell.
1.1.2
Nickel (Ni) – very good paper for pt/Ni
With regards to water-splitting,
a catalyst that would perform hydrogen evolution and oxygen evolution in the
same electrolyte is desired. This would result in a simpler system design,
improved practical applications, and lower cost. Ni is by far the most
efficient bifunctional element used to catalyse this reaction in basic media[n1,n2].
So far multiple Ni-based catalyst have already been developed. The downfall of
these catalysts resides in the fact that they are not very stable and/or
durable. Merging these catalysts in order to eliminate these shortcomings
produce new challenges such as lower electrical conductivity and thus water
splitting catalysts remain a huge challenge to this day.[n]
[n] concluded that
Ni-based electrocatalysts have been extensively studied in the past and
introducing other transition metals as an alloy has been established as the
most promising approach in enhancing the number of active sites for the desired
reactions. However, despite very high catalytic efficiencies and thermal
stabilities of these alloys, the stability under highly concentrated
electrolyte media proves to be a setback – This is something that needs to be
resolved by enhancing our support material.
Many scientists
propose to replace Pt with Ni due to similar chemical properties, identical
group number on the periodic table of elements, and the abundance of Ni found
on earth which results in a significantly lower cost.[n3]
Source:
[n1]
= Ahn, S. H.;
Manthiram, A. J. Mater. Chem. A 2017, 5, 2496-2503.
[N2] = You, B.; Jiang, N.; Sheng, M.; Bhushan, M. W.; Sun, Y. ACS
Catal. 2015, 6, 714-721.
[n3] Furuya, N.; Motoo, S. J. Electroanal. Chem. Interfacial
Electrochem. 1978, 88, 151-160.
[most
other things] = Nickel–Based Electrocatalysts for Energy Related Applications:
Oxygen
Reduction,
Oxygen Evolution, and Hydrogen Evolution Reactions
1.2
Support Materials
1.2.1
Carbon Black of Electrochemistry
Previous reports have
studied the (intrinsic) electronic interaction between the catalyst and the
carbon support to determine the potential influence on methanol [19, 20].
The binding energies of the 4f
orbital for platinum and palladium were found to be higher for smaller sparticle
sizes - in the case of Pt it was ~71.6eV for clusters and particles and ~71.1eV
for the bulk catalyst. The presence of carbon weakens the 4f electron binding making it more inclined to interact with and/or
adsorb organic compounds. Heating the Pt/C catalyst also increased the 4f binding energy from 71.3eV to 72.2eV
(673K for 4 hours). This is a result of the metal catalyst donating an e-
to the carbon support, lowering the overall activity of the system. Compared to
the usual carbon black electrocatalysts, the nanotube-supported Pt catalyst
resulted in up to 140% improvement in efficiency for a proton exchange membrane
fuel cell (PEMFC) [21]. It had also been shown that the performance
of a carbon nanotubes (CNT)-based MEA is superior to that of conventional Pt/C
MEA [22]. Thus other derivatives of carbon should be tested.
Although a high surface area would prove useful on many fronts, [fd] showed
that electrochemical stability is often sacrificed for this cause.[cb1]Thus,
a balanced surface area would be viable for both a stable yet conductive
catalyst support.
1.1.1 Onion-Like Carbon of
Electrochemistry
Carbon onions or Onion-like carbons (OLCs) are
quasi-spherical nanoparticles ranging from 5-10nm. They consist of concentric
graphite shells which enclose fullerene-like carbons. Due to their highly
symmetrical nature, they host different properties compared to more commonly
known carbon derivatives such as nano-diamond, carbon tubes, vulcan carbon, and
nanotubes amongst others.[x1]They have a range of applications from
magnetic recording systems to aiding in the attachment of desirable functional
groups[x2]. Their lack of interest in commercial research was due to
the inability to mass produce OLCs – However, recently viable methods such as
the heating of nano-diamond could produce OLCs in large quantities.
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TOu27RVqTNbNr4PmSdL/cTgS4EWLsMPgWt14ua+nwQ3RaDz9CLXVv3i6kyu/ud73xn0Z9pze1CO88lAv9GIMlZH0kQlIw4WfmbAqotZ0G2bPtZziIPN2YoqzD7m3VWW84oPTFtPrgd983GNr/72KdxJ/S0JUge+9jHFoJFhsxgjKSjM5PPt0sR/S17vy16P/vPe97zimwh/9bKsjq980hdv+D6KDe3SxsBepD+ErYhWJ0lzKAydBpPQOiqrmB1ZM5199duTbNrlXFpLpC6tAUs374vAknO+kCDjOnUKJCwnIUS4tZ0vstyFnm6LGdxzVbMWVjOlGU9MFPs2+6olTnef//9c4HUPu07SadZG5Auq9vbnt0jYst6C/WSI2siIVrclpZ+OPLII6c6TnLl2HVLVFiMV36k3bIVzrvuU0iZEoE2AtaeY+Uif5bvsIQDmeIZ+PrXv16yxyzCWrfFvti0OtGj7v/5z39eTluGxnEu4lyjlPuJwL8RSHLWIQmmyVuRfPfddy8WhzPPPLMokYg5C+VTb8PsX8dkuN62nBlpWm/GNUpOfvtGljrPdudKec3kx+3l4+Dpvupo4Ak6FauUkwudJUuXCSncmWYPa2fyacmXQcl1+azTFW5NljRkTUxlpkSgRsByIfQOcmbGuv1wa/abENBPTyF1sTZbuDVjAhSZFC6Sy9jU6Od+ItA0Sc46pMAnXnSGo1rOKKGuCQE1ibNfuzXlD6UW5MxilnEPFxTlZbaoTyLFeVufgzn99NPLz359TV4Es14Is+NV89QYI6DtfTzZpBTupXBr7rDDDmUigPaOCQGsYL7nx+3pW32uSe6zH/E9l1xxSfOME59Rvt0odg35O/TQQ6c+LTTGcGTV5gkBa8mZOELeyI8vI5CTYSYEtKvIrYnU0XGxuLNyle85FmU16CWLmRKBRGA5AknOlmMxtSd4mvtIDE9NeNr7SJSRZX2+bTmrr5kQQEmxnMVSGmE5ky8+rI1wOWYh8dmNuoxR9l/3uteVTpgCzDRZCJgN7LMrVsHX5qxdO+2009Rx14SAZb3A/w9fs8RByNDJvc9Wbd37+DG3J+usxEpBFq3Fp2wyjPCxamRa2gj4ELywDZ8763JrGkzWnwfi1uw3IUDYRszWNLiMmDMfEiffMWAw+GThz2+HLm3Zy7dfEYEkZyviUeIhXtQLtn7WCSeUT/N0Bem3Y86CMK2s5Qxx23zzzcunXYwso1wjS8rLsfqI1dBpC6qNPLYUqutcBSwqyB2LSn5aqNXIY36ILG2wwQbFIqpdzRjmejznZz2L6iXLiiVNu7Ks6dC4J2s5aO+TFzGN7Zizww47rMiMztInXgxGMi1tBATo0xtkyOCTnonZmuRNqt2a/SYEWGZD2AadhvBJYs64SH2uiHveM1wTc4a8kcNMicBMEBC2sdhWO0hy1pIECoNb6IQeOWt3crGUBuWFPMWEgDrfdJaz9iK0teVMOSx2r3jFK0r5jlfGrUkxijuzhEKmyUBAoLWZu6y32p+bsu3WfG6v07u016mxqj772c8upIvVNVzqtTzW+6961asa3/pzn0kB1j078MADi4UE+WONy7S0EUDOyJ6Ys9BvCJXBnhSzNVn+2+ucmWQS8maZDSncmqy1PuzNRWpCQMROxmxNA94kZwWyJfcfuTAgFV4hBpYsBKFfcmBUL5zkrAJDkKoPEu+9995lxMjiEJYzlquYEEB4hlmE1ke+Kasw+9t2LUIrT0w1p7xqIQ1yFkrPloWDlSxizuprFKsRqpizIGc+7J0xHVVDj/GugH0fbbdI5xFHHNEgVEaFOi5uTXKivcmombzys5TWMjBon9z6XJg8OtgnPOEJZZ8VNsnZGAvGPFTN0izkgq5AzvrFnLGIGUQgYO0JT+4XU0v3hFuTDnMs5ozuikVo6dckZ/PQsGP6CHLBos8LUDwDPUst/cSiH56BpTxRJMlZJbgUDaEIckbRBNmx78fqQNH4xcgyrtmyhFFe9s8/v/fh82odoH6L0CrLbE/3IGdbbrllc/jhh5dneF64NY1ew6IyjFtTeax9OuPjjz++etPcHUcEWL4sp2IgYN/ixDpJsWBizpA1ssJKxmKmbbXxKL8gZ1xJYoCQM0tpXNjrkLftLR1jFJtpaSIQ5Iw8dU0IYM2ImDMLypJF+o3FrCvRZfShiQTclshZPVszyVkXaov/nJhFg0p9LV1HltqJcYHOi8HndLPR2/cvhuMkZ1Uris0iMCxSLFOUT8Rw2Q/LWXSGYjKcj883mZUU16xzNqrlTFlcCCwk3E8xIaEmZ/JQaqOQM+4ry4LkelZVY4/hLvczdzqLgwB+Qf2WICCDYsJYMpApMWhIe8jaKFvlx1IaNTljLTE7OcnZGArGPFXJxCGdYnu2JvmTkDPkPmLOELVBSScsj/vqCQHkmJeCHiPHSGG6NQchuXiusfwLpUD+kXazgOkz/W78jjnmmCmLqnz6L6Ed9dcpFg8i/d8kydk12LBQiPcKchYdXtty5jxFgiSF5UwnF+6muG/URWjDcuZ+FhILjlJsw7g1deKxlEbUl5KlEJXHzclUzHWVaTwR8E3C9dZbrwT4x4SA+MIDdyOz/0nn9Cy2y05qzl529oyIGfensopbs2c5e3NlOUtyNp5yMZ+1apMz+o0LEjmLRWiRMwH9XTFnXXWVHznTCdNFJhckOetCavGf0589+clPLjJFFp7xjGeU/tZXeMiZc36ImH746KOPLrGJXN/yOEfurEO6FFKSs2tamQsy3EYEhOUsLFchNO1tl+Wsa0JAO+YsFqFtl8cCx3JGKW611VZT66xxXyFaCJd7ho05q8mZpRKe9KQnLQWZnsh3RM6e0lvyQqyZSRzc0Do1iSuoLSujHiPtLHOUI9LHWhExZ+nWnEiRmfVK1+Qs5KsmZ86xXiBndNUwKcnZMCgt/jwx+GQJE/ZD17GaIv2s9WEYMSEgllgRBoSQGaxya+pbLf+DvMVXJhYzcknOrmld1iWTAVjE/LgNKaOwRIWysl1Zy1nXIrS15cwzzBglmOLM6mcbxXIH1OdiP5bSiGNbxI71zahlq122ak77zmmLWZ4n9t0QpQMOOGCKnIXZ3wtZfWxZb0JA3a6j7pNjcv2BT3+g+aF/PYLGfWDCwR//+MdiVc0JARMrPrNS8TY5Q9otQhuWMzI3Cjkbxq3JKpJLacxK8411IcgYckXPcWsiW77VaiCqn9N3kS9knpeHdZ880lO8BuHW5OGyfiddFl+ZGOsXX4nKJTnrgffjH/+4+LVZlpjcCUmX5SyIzqCOcZDljEDFUhrKMIKQvy5PEK18OuejjjqqCOlMAr/rMo1QdMT+CGwzjR8CA8nZLFjOyAO3JtkiDzU5s9hoLqUxfjIx3zXqR87oJPJjHcdR3JptctZvQkCSs/lu6fl9nkkj+lZ9ndmZrPZI/hZbbFGMICYEmI3OY4R8SQiY/opHSyKDjk0gQMp4uRb7+p1JznoNz7Kk4QmR+C0dGMsZC5VRY0107LctZ3F9JovQujc+byJ2LcqqRxBBzmK2Zrg1I2+97bL06YytzSYuzSzQXAm+/L2P1X9tt2ZYzo7sWU6P7cljHZNRt/co+zU5M8MuF6EdKxGY98r8qvdFibCo0nl+XRMCdIxixkadEOC+GHyKyQ1yRma57+lXljP6TaebXwiYdxGYlweus846RQ5Yz8JDZBZmuDWjEgwjwnlMECAXrrOs6VclssT9SWYNKPXXPF6LNSU567VskDMEjYJqd3g6tYjfal9rHxMgZbCEtK85JlD9Pt/kOoXmfsK74YYblpl1ZmtGzFmXWzMmBAxyayKUFrfNleDH80+5HzlDyMWKhdm/S6YGnTNjmFyL20DqI+aMPOTnm8ZTFuayVmJ1TAyiY9oxtbVnwOBAZym+LBahRc6ER7CIsXaQLXLbleILAUgY/apTdo9n1gMNZXpursPYheJkn7v66qtLH8hqZoJckLONN964ECyzNbuSdR7pLHKj3zNbkwxKjuPbweTPNZ6vxZiSnF3TqjFbM9YYqy1nYXGIpTR0bCxbOkWKRnCs/bblLJbSaHeedcxZXDOyZDlDztTBUhpckJQo5RXkLPLbxiK0XeQsZmuGwjXDz2w/7isfRM80XghEwCzrQT0hIKaaz5SciSNjITPaPPjFL24O7w0aLOxIniyrQe65CPLbmuMlD7NdG+1MX9AntuE+iueQu9AtsQgtNxN3k/igmI1u8CkcwyK0vhagPIHbca9tLEJrZib3Fc9A+wsBCCI9Kj+9muQsWmLxbK+66qrmiU98YgnlMSgkO4wWZAZpH5S42N3Ldck65h6yJCFvZI5O5Amy9NBiTEnOWq1KWey///7FqkAg/AhHKJ9wERpZUl5x3sjw1a9+dWH8WD+rxNprrz117NxDHvKQZp999lnhnPP1z3IKVn5HzurzsY8I1m5No9uIk1OX2q3JVRCE0jWzS406tttuu1zPqtXu43Doe5rkSudnX1yYFEtpaL+Qt2G2rLTcAOQFKRfvwV0g7vGZz3xmiUFD/qyrt8b66zfrtWRR4C5l2v5MzzhglXUYHgGWBYNNgzjuIEmgP7di6Lh6S4foPMmb++pva7Y/3+TD512y6OsBEXNm0GpWHj3KAiK/wa1ZeTrhJGfDt+Uk5SQD+jxxYw996ENL20fM2TDvIRbR7E1Wf0tpiME2KOB5Iq8GGQwgLGyLMSU562hV66jolLbeeutm1113nVJgNdGhYCgvQoIwIUIIFNNtrejqfSOBE088sZA/Vov6mv2DDjqoOfbYY6913jXWlE033bTkifuMPkMx2g83BUsfd1ibnMkrn3qa/ZJpYRG4uvf4ZX7XfJMQMUfqWWMtQmvGEosGV/bmm2++wmAg2r3fljXMQIBiZKEQx6Fj5F7Q/q9//es7X95a3ct6HalyjUjJqc9/rbXWWkVuneeuyDQZCBg00hdBsNtuzVi2IN4GeRef6tuXiJyOUYwqOVQOUhWL0A7j1mQticVG6Ulxbqxx5Mhit0HOQqfRXfJkmnwEanIWlrNRyBkEDFbJhgGD5YX0aSYEOKe/I9dIGzldbCnJ2YAWvainJA7qkSWWLMscUCgsZ6FIwnJGcHR4FtULs7+8w/zEcBhZ1m5NpC/uNSoIt+bOO+9cyFl7KY2h3Jq9Dlp9dfwIYJKzAQ0/h5coLCO/15742maNfdcoskW+6h8FRC7i802qg6iRsfgwcMiHLYsE8kVJxXpBZJQS4942yBBreGYv70t6nauyjEp1jnU57X2WDynqbAaVeu67776F9HFbZBpfBC677LJC7KMd4zuY4dZEgrR5hG2EXrPlMrLECn1RTwiImLMrr7yy3Btl1vfaNyhA4iQ6zDkTAgYlxFB9dLryX3jhhYOy57UxRoBFlWzEQFDcGReldhXHOEriFg+PkfsZGAw+6TruefKtP9OvkaHFkpKcTdOS4i0oL3FaBI2LKTqxsJzF6sXIWVybbhu+d8LWRc6MUFk8anImr064/kzUdM+JmDP51Jd7y3skOZum4efgMveQdcXWXXfdMjFkqu2uvrr5V+95RoEH9Sy2+12zDhAFpK0+3lM41Bn3tYki7RnEEZMRpJ3lN2Yzud+Ik4WEFQW581wxZ64N+u2xxx7lW58sJDrKcGGJ9+CyF/vRL6h3DuDLIkdAQCdFLritJWQp3JrkA/miT0KWolMToB8xtdY5iwkBBo/WpeLudN8w7u5wa8ofH7CuF1Q2OOiXIkYu6twvX54fTwRmk5wZIJAh+o0HSdhH6DcxZ+ExMojwzWG6zeBz0lOSsyFbkHJBlKIz00mGJQrR2WSTTYoAGVlyB1FeFKK4n/oLAVMdcq+DnG6fe4GljjuVNYWrkpuVRaUdIB5uTVY8gly7NcPaR5DX78UW5TcUh2z0WczGaoDs+CxXWARiNhOyo838uB3JEhKlozzyyCOLzHH/SNxN4Q5iAUPilY18hTxxnZtUYh0hctBOZBlpD/dV+7rjiC2q3ZpcE5FMYHDiFRcAACAASURBVHj4wx9eCD8rSqbxQoA7yKDS4JI+oi+4NMOtKZYsZrmRn5Adcka+IqaWCzJizgwKBWWHW5O80m9xb71F6F1vuzVDzustWXQv12mdWH4jptZ+pslBADnjIYiYs5m6NeONES+DBsQrZmu6ZkArNtY3h4VtGFAwkoirJv+TnJKcjdh6RpixoOuhhx46ZYniS6e8Zsut2WU546KKwEjKlnvCyLJWiu19ii9cYoSass00vwgIvkbqBeFLOjcm/nBl7ttzF554DTmz3ACLw6N65H+33j0sCBFzxpIWs+wiVsdIcbPNNmu22WabqYGDdiYX/To05IySM0Mz6oC0118IQM7IkgDc2q1J2YpXcw7JRDbJJBdYpvFAwEQSpJyVCmmP2BzyQC50moMmBNTECYmT4tua4dZ0jgzU+sYggysrzoVbU14WPOcRvXaKRWg916d86sRCos4GupkmCwHyEeTMhABWV0YNi9COmugm/S4Z0u8d0dOFfiEX5OvFvdnolosi/376PaEeCNskpiRnM2g1I0tKq8xy68XgCN6mWGpyxgJi9EhZUVqEKpRXLKXBPIvMuY/LSR4jBGUZuTqu3ZpBzh796EeXj8IGOaO87MsfP3m5YrfffvvmcY97XDEJz+BV85aVROA3veD6l/WI9GMe85hSEhKz9957N2v3lNUbexMBJP8v61miwtrA0qEd48PArKGOKaMNeoTtuT0lxRoabd3ehvLSKdeJhQTpD6J40nt6Ad7L/r0kTLuMs3tyuUfPBb7OIx7RPLVya7ICm9iyX88699ceySS7j+jlIW/p4qzRXrh9sqE9tDe9Eu7u0BHh1iQf7QkBak2/kQdhEHRRxJy5Fm5N58mrfBY0no0Urlj1RR4jhbXP30WmyUGgi5xxj8fnm0Z5EzKo33vsYx9blmohE6z3YsHpSXJM3oVaPP7xjy+eJp4H+kms9iQaJZKcjSIhrbxGddxOyBmhi3XOBrk1YxHadmc46Lh2a+qojT4IOFdm3GefwmRlIcjhfkXQwiXWqn4ezjECZj6e9r3vlcWEucBZDVjMtB3FwvSvzcyEXKM3s3KvHvGKWbw6QYkFhHyRM52l9uaOpJAs5hiWr9hSXtpeubXljHtLvJslWljNQm4GbcmxciwR87CHPWxqwVGdMaXoOcimYF3vVHeopfL534IggJxxf9cTAiLmTHvTFQaPUsTUauf41e5ubep8xJzFC3FlKzPuqbcsc4hbbSULy1kMPuv8tVtTnZFGngEkMhL3VT8yGXlyO14IxDpnLO3am7yQGzMrrWqAYI2aIhaR7jEhgDwzcojFjoVqYyICXUuPco1P4mcLk5yNKh1VfuRMgL0lMEYlZ2LSdH7cBEhdVyfZFXOGnMV6aixw9X0Umvg3ghvm3aq6uTvPCHBRslawXHIT6oQi5syoUmwYUkVpIWrtJACbOyncmvJSSGIvjAol1oYpGejNvltub2iK8gs3aMzSncrbU2rD7p/Xq9/evRGpiQyR6pgz5VjmpcsKE/lzOz8IcBFqD/FbOquwurL0azPXyCS5iM83mTjQloU65gyBCzJVuzXjjSJ2Msqgl8g0t2YsQuv++vN0kTdmcroe1j5ypL5IZHTgiJp7UsYC9fHdImUIElKmL/IzGEDIYtDJgi92Wiw1PTlqigkBymYt0//aR9QkA0gDWFZYVrNJ/DJOkrPSlDP7j7Kw/hTLAfcBE2oondgOcmtGnnBrKodCjfP1lrWD8tJRU2SCyy2Wy6UpH0XGesHKstimFM+sdRb+rst6Zvan9dpKB0SZWMeMEqG8uLNZzLgJ63XDxHhpzyDt8pOJd/bOndP7UWrbHLZNs8ZG/15+Y9ttt51SgMz+CJzv073gBS8oHxtmLdNBkpmuTriWsUH7rCHIJJdmEMkSc9ZTsJ/qfdlC/KVBQ8zKW3j0l2YNdHZ+Qc5YrAT+R9u2Y84Qpq6kE2Wprdc5o6fILVnqN1uTxYysGHzEbE2DT4OMfqmOOVO2QUlYSGqXqfKUlWk8EUDG9YNIkqUzeIkkVna6Q9uaGGCgaLCqnc2+FBbB9cigYFDArT5sinXO6DkTAMSmxXNdo5NY9xk6dtttt2GLHYt8Sc5m2AyUhxigNjmLCQEziTkbhpyFkhVcjpwReH8IZuYZQeTIcoYNOge3cdFQPtqM4uCGpDCMFGvl5dFh1ZDX6K8dixjtHiNPrmrnuD3JgJ9ZuBQj5XRE73ifawJmWdqe21NeH+zlj3Jmsv1ir9N9SI+cXdAjlEHQvNNxPTfaSb06GwkjoZkWDoEgZ9o3ltJgoWdVdy7ImUHAdG5CnZqO1IAQ2UPOEH3La3SRM0SK7OmkyXnIcSxC6/nh1oyY2rAAk1GDT3nUCxFD8si1AYzknGv+rjKNFwL0kv7HxDht2LacrbnmmmVJH+3JiEBPIU4Ra+0eoR+jkjMokAseIwNZwf9CeVjtyInnkXkDySRn4yUzc1Ybs4pYCzQ+UkW4Rvm13ZoEK76tacTab7YmRclU6w8BIWMpiZXg5+xls+AZIRDkzGjfWmMINYuCdjZ7KawCtmTn5GUnN19c9sUpOQqLqmssGEUuevtn937RqdUVMzoUm8aKauAQMRniLZj1R5HPrrwULnlnPYvlM/wNULTqZqCS8Y11i8z//nTkTLuKRRyGnKm9mDM6h+XLvUHO6Lx2QszICMswfYYUhoUk9FstV+SVPMWaVIigQQwCFmSyXkojyVkb8fE4povot4MPPri4sy1WbfAZE+GizesvoDhHvyFz9IffTCxngUDM1jQgIIMIWjxDXXy7ddKWkErLWbTuCFtmV8rJWlI6zRC+ftth1jnrUl79ynNeTIZZf5ZNSGvFCI03T1kFQ+totI8OTrwFq4FODrG2Rlgdq6NjE6fTRdrD1f2uXrt/uvcrsYiXfqr5be/fpb33eWVPyZ3y2VOa499zfLmffOj0dHKefUwvrvGQnuVskDwNey1ma57fC+y9qvdsCparIsiZznQmMSTz1CyL/jHTkbNRLGfAIj/klnwYZHC3I139yJnBBytFTAiImLN+7m5/I2IxXQ9y5ln0m3LIG5lCKJOcjZ/40mcmoDznOc8pS2QgWXSdNkSSgnh1beswCHFhLGcmuxlMiqUdNbHCIXieLQzIhACyymVqwJrkbFREJzA/16FFQlkNkDOWEOSqVl46WUIyzC8sJBRedMT1fe3ZmnHNCEVskT+CTLODAKVgSvbKJuTs1F7Hs8M15Iys6FwoM+1GgXWRs2jbeqtz1HHV52Kfu4m1TJzhYccf1pxy1ilFHljOgpzpUMVkxD0rs50iZz0iyUKS5GxlJeXf9yM12oV7e2VSFzmLmDPB9Z7BXThTy1mEbbg/6hzyxFLiHOtFTAjgAeiy8tbviJyxbPjb44oVi6RT1aEqG6FUHqLoON2aNXqj78MPjvBc2YQ0C7wnFwad9BxrqRgzFivPoefqsA3n/NwXpM3EOgM858VTm1Qy6npo9DaCZ6DLG2HdMzpQH0l/0qPtdfRW9v3n8v60nM0AXZ0shs86MYicUSgEpbacOaYcuywkSF4Ibr1tk7Mw++vkCbdRZqbZQQCpMbtS7MPKpH7k7I89crZfr93iW63aOda/q9u8vT/l1ux1duJzYv27mpzVHwZ2fyylEd9QbJc5k+M2OaOMLf+hM0235swlJta/W2eddabc3TMprT1bs54QEOQs1jsTHkHn9Et1zFm4NWtyphOmx+pBhljEIGfky8BgGHKGVJJl9YkJAe5XZx1tkrN+rTT6eYYEE8fEfokNnGliIdduvjyDGNVuzXrwiaQFCYutsA6LxLKYIkxCMMxkZ6DgGUDc6JpREz2kj7UIrf7ZD2FLcjYqkhOYn6KhfMyIi0YnUKN2dP3IGXZvBDFdzFlMNRf4aJQSHfEEQjpWVUbObnWrWzV3utOdyoKH3C4zSW23ZttyNiw5o0i7rKm1vAnEZzkLclbXN6wNdf6V2Q9yRua+1Av8fmRvQgC3hr+JnBBQIz/aPiLEYrDKKqs017nOdUosqUlFrJOjpH7kjL5gvQiCZkITl6N4sn6WKOESBgW+NBATAuaCnNV1TnI2SmvPLC+dcv/737/I2h3ucIdi4ZoJEULIlEWfGMyKqSXHlpZC0hkh4gsBMYEoakz2wnJmuReTTATz+zwhXWLWpQEo9+QoC8giZ0gfa2ySs0B7iWzFQWD/YomQqNpyRkhDedWzNUNIbLkg218IiM4y3JpIH2EvsUW9ji+um5lHkMNy5jxyhlAYWY6SjHqi3Nwudz+LI9RBxo/ysro/a8MoqU3O6pgzFk/kjEIkE7ZGe9qwbotwd4dbM+Qi8rxv2fuaT1zxieapR65IznyFcFmvY0XY396bAXdYL1g37pnNbcy6MmDxGak6hmQQVtxXs1mPxVAWXfKgBz1oSu5C/pwz6o8JGINwjWuxCC1ST1+wnJIt7kFYcRfST/U6Z9okkpha+odsInVkWTyPztKsPDpPCstZ3EeGa7emZ41iOZM/3JrIo+PacjZqzFlY+5STv+UYGMgFOQs5u93tbldimJGbYVM94YmsIFXkBDkjB875tYlZXT7LLk+F0AyDAXqxJmfCh0ZZPqUfOcuYsxr1RbjPB45Y+Y4hy1abnLVjzihECqvuhLuURHTCbXIWefu5NREGws9szGoySuIqiD/M3C4nY7C4y13u0tz61re+Fj46Sm0xTKrJGfKifeLbmqwh2rYtF4KodZrR7iEXcVxvw63pXFjOVog568nFh3oDASPb3XffvVhI6vtnY//A3t+CBWoRB6TWDDsd4nSJ8r3Pfe5zLXyXuhxe73rXax784Ad34rLaaqtNLcg6Hb7IWSxLwTKG1MS6Ydo9Pt9kINn1hQA6hX5jyWDRQPIMDKVRyJklNYaNOeMeU7fZJGc6e5/yWepy1fX+d77znYt1dtVVV10Bn9ve9rZDr6Y/iJwh7pZ64vIeJrF2CeYXLkRmWc7oRzrRYICcDpNYeLk0hX7stddeUzFnyJkyJyllzNkIrYWcUVLWVGl3bkYMOtMuy1lMKY7YorblLDrhfuSs/SzH4dY0kwk5M1tG4O+wiavCMhz5WxGDW97ylp3kzMjSJ0J0csOmb/cCb7e6Zp0zRD7ImfuNJrvatcvdrXOkoJTRdU+QMwTQ/Ug7ayoLK3J22GGHdd7XVdao54yQBYdvemjvCwG//NFQ0Khbyt2Kcrf66quv0EnWHaprOhtkZ5ikc9KO3E70UnyrktU+Zj62JwTo1KLtBedLEXPGcsvCYb0y+i0sZ9rePQZ6koGoZzgXszWRM4PWfqTd0isGPJ7JQiiMgEWPBaQ9IWBUy5l4Jp1+ytqKsiZso5av2EfUuNaHtVTV5IzuEXMWljPkrJ4QUARkmv+QM14p5CwGn9ya+jY6cNik3duzNXmhcp2zYRGcwHwUCfcNy5nRZR1zFuQsFFzt1myTs8hTb3Wi4i1GjTkLcmbNs2GtOhMI/bxVGXGolRe35kyXK6G8rOND0RjFxyK0XobyiuBYsRnh1gxyVsvGdPvImUGDjpNc6tRskTMWFFPIKbzpypnJdR202BEztUZZ2XveGnRCHlTHnEVnyYoG11E/KI+ckQdER5uSA4Hf3Nxcm8i7QUbt1my3fe3WBCHyRqb8WD7r2ZpBzmzJMRJJnyFY5Jz8uw9ZrBPS6LyYs6hzzKZzrxASfzfqpu7I2bDEoX5O7q+IgLap3Zq3v/3ti+WbjhglaU/tx7hQx5wJ4UDS4/NNdMQwKWLOdthhhyK/iDXvk/IZLsjrMMmzrXPGghyrKpgNmpazYdCb0DxhOSM8G2ywwbRLaXS5NSmvQbM1g5zVyrLLremPwiwZ7iQ/a7qMYjmb0CaY82oHOTMh4Oijj17h48ujPjxmM5mJRJEhYyYGSDoti7lqR7+wONTtHhbV+hxLRD1b07UgZ9rfzEky5j3IhAkBs7UIbV0P+9yzOv0NN9ywkMBRScSoeC7m/EHOrnvd65Ygah3bqJMBanzEkNVfCCBjMSEAeWd5Jy/cRdoSiQ9ZtG27NZ1Dsrg1g5x5Hpc2T0AkFrN+XwjQwdbPIMdc/sgZS4c6+DtBwOSr1zlTR27zJGeB9My3Qc7ueMc7loltcJ1JCv3Wnq2p7cgBUtZvQkDX87rIGZJlkHHccceV+MXplv9A6ulZ95H/o446qliL1ZG3aJJSujVn0FosBJTbTjvtNPX5prrjIiAsIMOQs7hvOsuZfEbDAnwFXlu2wIxRVjmjy0yzgwBSQxEMO0ob9FTKi5VCW2m/fh8+15l1rQMUslFv390rxxcCnDNYIGeUEVc7S4TPRcXU9fhyhJlRrgsErstamf0I8kU2PZ9lJdPMEUBso1ObeSkr3tmeEKB8bR4xZ45ZS1h42wkJkzeWIKjdmu5DtCTkLDwD9XpWOmaWLhMCEKrp3JqxlIa6sPS5l7WMZ0DsUX74vN1CMz8mF0I06KOVTdqI5ZysKJc+IDuWygj9Qh8ZjA6TTAhQN2UaDLB8caMrK8I2yEI7GWQwbNBFBqesuMowyCBDBqiTlpKcrUSLIUVmmfhwK/cVS8dsxpx1zdYkuD5wbaackWWm8Ubgp734h/16ZFrchEkCrFn9ppqzQtVuzbCcUTo6yfhCQFF6PYvDsp7Fwer8h/TK37UX70EBndAbNOzXGyXWHz6HkPspLm55VopQnDPdBjnjquU+GDYearxba3HVDtFBvrpizrxpuDWRrX4/g1AJuUKykC2DzyBn5CAmtoRMsKwZmJKJ+EKA8oVt1PJGvzmPJIgTCmtf1JeHgRuWnvW3gbTlt4NLc4zNf+TC3398IUA/qN0stRMTAhAux9MRtLCckR9rnu27775lHbWIqSU7PAP0GP0WMss65lwMPpE68b22dKgvBIyyHMe4gJvkbCVbwmwm1izC4cffTrgGxZwNOyEgyBm3JovIpptuWuLdCNx05t2VfK28fZYQ+Gvz1+aMy85oNttss2IN0Amtu+66xewfi3euvfbaRelQXmJ5yA+SX3dk9X7EdrFYkDkjS8G4x/RGict6sUTxAXTKy+DBiFOnxqwv7oIskam6zFH2YwaWelK8XFOZxhMB7R4xZ2poaYrarRm17poQ4FrM1iRL9A6y5ZxBBMIkhRyTIQTNoJFbC4mLDpnlzXUDDWWJUXIcshMxZ+0JAeobdVZepvFDgCUr+r1+EwIYMFjWBi0Jw8IVn29i9TLwcxxuTSSs/uYqgsZdSb7Jkny1fgu3JtI3iSnJ2Sy1mhGEUR5zLqvWsG7NMPsPcmtuv/32ZcaRTnbYKcWz9FpZzCwgwGVFcVA2lAgLAkLG/C4h61aGN/U7rAu1XFBq7+zdd07vx2VgZhslhJgZBOg0uS11nI5ZVgX5inWjzCjOJzzhCVMznhBE9Rjl17bScsP6Pug5PdfqlbOAURYxdwiILWMBCytU260ZciD2C1mKY7ODESmECrmSyJ9zfmS0TuRZ7GTEItaDjC63Jjn2LAMF5YV1o445YzWLSQwZU1ujPT77tX5jMdWWZIEFTcwZQkZf0EPkp18yW5Oc0mUmA7B+bbLJJmUdNDrQgHXPPfcsfaG1J4WgeBbSZpKeAbAyuMgNQOnTSy65pN/jxv58krNZbCJC+umeAO3Xm2Gl42RVIDwRkxFKr73VuRpxcBUQQtf5yi2BsNFGGzXI2Xt6gp5RPbPYWPNcVD0hQOdFie3XmxCwX08+/tk7DuVFbuIntpBFg2vqkEMOmVoHKK4z25OVMPtzU3FZxnVbblR5kH/H3JpkchTLWVhIAjLxHMjkTGYSRhm5nV8EYp0zbR+zNdWga0IAi33oqCBMtVtTPJgOlwwbhNaJxUynHDP0aremZ7d/XGJiJ6W2WzNizlhU7GcaXwSCtGt/A0xGinB3a3PywrrPLcny2k5ImXi1IGfiqxG0Wpe1LWchS23LmXtMCLC6wiSnJGdz0HpiLZAtQiIYMsiZrZFl260ZijDImREBn3tMKQ7lNQdVzSLnEQHtSCbaMWdiK1i8dGhf79VnWfON5u+9f5FqckYh1bPcSsxZj7hZgoBlwYiREuMKYjXzvHBrIohI/3bbbVd+rHmRaveVZ7jHmkdIGGIoRXzRmj1S+dpeDEnGmQV6k7Ola7SvTtD+oBguM0jlMWB0T7g14225LCP4Os7ZspjJ3+XWDF1XW1BitqZ7yKRBRpDJsPbV5ef+eCJAv3XFnNEhrF70GzelsI5Y+R/pp99MmrI0lWWLHBt4kgf6TNiGQUTbcka3+W299dbFmhaWMy7yxZCSnM1hK1JeRgprrrlmETTC1l4yoXZfuW50gZjxpQ9SnHNY7Sx6DhHQ4VEorKqxPlTt1uw3sqyrVNyaPeW1cW/1c8qOdYOsIFRizFjhIlmegPKq3ZquUaTKiWQ/lB0FSxb9IvCbtQ+B5KawzENYRuL+3E4WAmJWY52xaOuubcyUC7dm+y1ZROK+mBAgD2trkDRuyiBl9TYmBLg/Zmu6lywjj2LjDDIyTQYCYZQw+NT3xVJBLGgsaUg+eYlZvCz+dI7Z8SYsMUogbeShnq1JfurEilrLkf3F2FcmOatbfQ72KSyEjBDq2LiZCJ+OrhYwIwRBk7vsskuJsahHlnNQrSxyARGgxMjBWmutVUz/EWCPqJMBK5rv3vvkErdmdHyxRcasK+azNEaXsYRFTCPXybUTS4RFGI0sKb9RRpaUKeW49957FysamY36tp+Tx5OLQD0hQBuPEquDuId8RsxZIMGtqTxu9chj2zUhQD5B3K7rwDNNHgIsYfHt4Oj3DObsiznTDwqHqGUBmXOe+5oMiDkLtyZLP4v/UkxJzuax1VlKjCB0dCwkzP46ZHFlOmTmXMstZFr8CLA8xQraFFO4Nb15jCxDgbGmyiPY1blwa8orTgfxcp0s9ZvFyy0Qs5nkFWzbji0iect6a7NRkFwIlKi8rHyse7VFzrMzJQI1AvQbNycZjaU06uvt/faEgFiEtp0vjycLAes70hv1UhqO6RS6JX4Rax3HLGfy0X+xKPIog4TJQmn62iY5mx6jWc2hg9PRmekW33wT+ChGjVBnWnoIID9c3zFbc5hYLsGu5MZsJjFh8dmbYdCLb8+JaQwZbG/rWcftCQHDPCPzLF0EYimNGFzY0m864VhKo74W65wtXcQW35tzayJafgaiXROe4npsDT7FGlqailuTO3QppyRnC9T61rNiEWHeN8sz09JGgPIy04lbUyA+hdXl1tSpTc3itQL2NZ+8WRn0IvA7RrD94otW5hl579JF4Jvf/OaUtYSMdc3WW7roLN43F9JDX4k9a3sGQtfElkxYj8yEALqvvXTP4kWp/5slOeuPTV5JBBYEgXBrRsBsjCxtxYzVbs0FqWA+NBFIBBKBIREIdzdrvHXKumLO1l9//fI5RBNBYpHtIYtftNmSnC3aps0XSwQSgUQgEUgExgeB+AJKTA4w4IzZmiz4mZYjkORsORa5lwgkAolAIpAIJAKJwIIjkORswZsgK5AIJAKJQCKQCCQCicByBJKcLcci9xKBRCARSAQSgUQgEVhwBJKcLXgTZAUSgUQgEUgEEoFEIBFYjkCSs+VY5F4ikAgkAolAIpAIJAILjkCSswVvgqxAIpAIJAKJQCKQCCQCyxFIcrYci9xLBBKBRCARSAQSgURgwRFIcrbgTZAVSAQSgUQgEUgEEoFEYDkCSc6WY5F7iUAikAgkAolAIpAILDgCSc4WvAmyAolAIpAIJAKJQCKQCCxHIMnZcixyLxFIBBKBRCARSAQSgQVHIMnZgjfBeFXgqquuar761a+OV6WWeG0uvvji5k9/+tMSRyFff7YQ+MUvftH85Cc/ma3ispxEYEEQ+PnPf75ScvyPf/yjWbZsWfO1r31tQeo/3UMnmpzd6EY3avbYY49rdVz3v//9m3e+853Nn//85+nef1auf/vb32422WST5r3vfW8Rlo033rjxgddxSz4s+8Y3vrFZe+21O6v2z3/+szn33HObhz3sYc2//vWv5g1veENz/etfv/nc5z7XuBbp3e9+d/PUpz61+fGPf9x86EMfau5+97s3q6yyytTP8TOe8YzmkksuiVual7/85c3b3/72qePFuvOlL32pWWONNYpc1u/4s5/9rCEXFIF2ePCDHzyFV2C3++67F6wpjUjf+ta3mm233Xbe5Om73/1u85jHPKa56KKLogpTW/V6yEMe0lxwwQVFPt7ylrc0559/fnPllVdO5cmd8UQAGXv+85/f3P72t5+Suwc84AHNO97xjqEqTG7vdre7dcrFUAX0yXTIIYc0J510UvOb3/ym2XPPPcv+j370o2aXXXZpXvrSl/a5K0/PJgLPe97zmn322af56U9/OlXsr3/96+aII44o7TB1ss+OweP//u//NvTDOeec0zzykY/sk3PlT5Pj5z73uc3tbne7ZtVVV23ucIc7NA984ANLfx+ln3nmmc12223X2Halv/71r83HPvaxcp/+bfXVV29ueMMbNieffHJX9gU7N/HkTMf2qU99aoUOYiHJ2d///vfmG9/4xoI16KAHT0fOfvvb3zYPf/jDi+WsJmcPetCDmt///vdTRbfJ2eabb958+ctfLte/973vFZK65pprNi984Qubyy+/vJz//Oc/XxTvYrfKIWf3vve9S0f2wQ9+cAqzNjlDkBHlSHB5ylOe0qyzzjoNy0akD3zgAwW3X/7yl3FqTreDyBmZMNK8+uqrSx3WX3/9ooyTnM1pk6x04QZRT3jCE5rHPvaxpf0USJ6OOeaY5lGPelTztre9bdpn6NC++c1vTptv1Aw1Obv00kuLvkhyNiqKK5d/ksjZoYce2qy11lrN6aefXl6arjRI3GabbZqjjjqqnBtEzv7yl78073vf+5rb3OY2zbve9a6Sn+Hhs5/9bDFEGCiMS5p4csZypqPD9CO1yZmGfPrTn97st99+XrTqTAAAGzZJREFUzfvf//4ySpOXJcfvNa95Tbmms9SJRmI9eNGLXlSusfz84Ac/iEvFQvaKV7yioVzkCcvZH/7whyIsYTnTcb3+9a8vZXg+SwPXofTMZz6z+fSnP12sTK4RKp2fEYtjVqnf/e53Je8Pf/jD5pWvfGU5TwiDAKqv9yNURx55ZLleW6gQLiRBeQT7sMMO67ScqadRjw5XCnLmD4El6NWvfnVDsKVB5Kxk6P2HMO+4447lHZyLDgJWizkhZzDceuutm/ve974Ny5c0HTkLTDbddNPSzuRI0qYf//jHi3UYcYo2RtoombBOsm6SAdYRcszkj/BF/le96lXNZZddVsr8/ve/X+4NuXjBC17QfOc73ynXPIOF7/jjjy8y8+QnP3mq8ya3noGIewbL9W677TZl7dN5P+tZzyr3HXvssSuQzFJ4/rcgCLDo+/s/44wzVnj+r371q+bZz352IW2IkXZ9yUte0px66qklPz0UcsFi4TgSXfDa17625DvggAPidNnqLOm5gw8+uFynC5C7rlSTs7e+9a1Fltrk7Ctf+UqRuy984QulCJ4K9fRORx99dEOeM80cgWHJmXbRDwbu8cR+ljODOP3Zk570pHIPeQk5YP2ioyTtSW/RPVIM8Nvt+p73vKdhCCBf7aRshgV92CByph9Sf+9cJ1Y/us1vXNLEkzOMV2fIJH7FFVcUXGtytvfeezc77bRTIQkvfvGLi0XDVt599923ufOd79wceOCBpVEe/ehHl3PMu2eddVbpYCkYjb3XXnsVAkZgECPEQ7kUHtbOvNp2a+pgWZAIZwjpf/zHfxRChgzd8Y53bLgWXvaylzVPe9rTmkc84hHFjIz0BZm88MILCyk0wt295/bSUbtmFGyfQrXPNEvAuRs322yzIsBcBcp2jdAdfvjhxarT5dZEAgmtekhBztT9i1/8YvM///M/BQdCPAw5Qya32GKLFaxDCAKyUBPg8rBF9B9yRjaYzXfddddmhx12KG83LDmLdo/BhrKC4GkfbXz22Wc35PrmN795wZNscX3e6U53KrLg2QYE8Ke0HO+8885FnnXC2u9mN7tZ+ZsxONDpqiclS0Ei4xtuuGGRGdYVeclh7db0TMrQ3wVi6NjfkrIccyt4pjIzLSwC9AkC1WW1RvLpize/+c2Nzk9b02f0hcHcaqutVtqwdmuyVrDwsvTSDfQod3eEPiiDzkHQ5XEcg8k2EjU563Jr0m9PfOITy2DBveT1cY97XNHZdLS/Cfpfh55pZgggKnRFkJPY6m+4lyWkh07gDWEM0OfQE1IXOdN/IOjXuc51ig4SCrHeeusVncNg4H7lIGsGA0JhPFefGcYSbV8nxNBgkS5qp8985jNFFhC3QeTM3wDXPlkf97QoyJmO4da3vnXzkY98pOFWrMnZaaedtgIZYDk68cQTp8iZkb4RpBQjQfccdNBBhehEAxI0iuB1r3td89GPfrQQtbjWL+ZMXSi9Ov3Xf/3XCuTMs/72t7+VDpilhXBxP7KI+OPwR0FoPZtrUML+/dEgld4ZgWLpkHTqSJBOElFwn/eSkM5+ljPkjAL3fKkmZ+qHpFLIRjvDkDNlsKr4ww+ioSNgpdFeizUFOaOwvGeQ9lHI2brrrlsssyxRLBsI1Yc//OFmyy23LJ0h7AwSWGuRXc9BzhC7cH86RyFGYjEmMzo37fd///d/RYm5zjpCTlgjwnIWyotbWgwiuajJGfnQKZJPAw31VEYQb+8vro7VJNPCIkCXGXSFpaKujcGtdgtyJl4oiA4ZYqnQeQY5o4NY8Fl4I5ELHTW9iqAhY4iT8xI3P3kKy3vcZzuInCGJiJ9yI+m4nfc3Iamj+of+Kyfzv5EQoKPFcGnD+nfXu9616Axk6k1vetMK/SGyjdTTK13kTN+nXfyCtKvUbW9722LQiEEoi6xBrOfqsxyTVc/z3DpNR86QdmVMR87Ex3XF1NbPGof9RUHONP4pp5xSAhGZXmtypuNBCDbYYIMiABRHbTnrImfIEIZOGCIhS4LcWSx0VLUpn7uIQLUtZ+oVI8sQ+ute97qd5Mxz5AnTfU3O1BGpCheDvEalXIRd5MwfG3cvy1odGDko5gxBpZhjVNImZ57pj5Fihk89IaCOOZNP6rKcIWf+WNV5saaanCE2rJV3uctdisKoJwS0Y84Cj1BaCC1Fg2jbZwGFXVjR5GftqskZ13MkJInrMUa4rFosXUHOjIKjE5bXiBiZRs7qCQFiDYO0DyJniKOg2pjcEFsda7hoo265nV8EkDPkvZ/ljIWTXCBQ05Ez+cghOY1Ezznnp1OmY2PAK49O0yCUjuadCF143nnnDSRnBjbyBjkz8KCDQ7Zi63ksdJlmhoD+YtCEAOE89E9NgJ3T3vRGFzljEeM10lfoSyIZUH7yk58spJq1Tj/H6qpd6RAyou8iZ+00HTlTH33zIHKmD6WHY/DZfsY4HS8acgZUjcvaxN1jtqZRlWB2ozPWJgnJIQg6IaOyLnJGkZgp1CZn4htYF3SYhCxSl+XMswnYf/7nf67g2utnOVPWKOTMO/WznAU5QxTEtRFWaTpyFhYSebvImTg6IyyuNn8IMBUX10XO2jFnylxq5Mw7s1YiPdp2GHJWx5wh1pSXNAo580yyrSNkcdNObctZm5wh3WE5myk54wLlSs80XggMG3M2DDljOWO96iJnXOmIWj9yRifWP8R/kOWMDkbM6HXxkUHO6J5Ms4fAMOSMZdyAPNJMyVlYzpB4niKDV4MHngADA/v66DASxPNsyedcxpzxMNHT45IWFTljahV3Y0SFnJkmfo973KPE6ACcAOiUjBIGkTOkRpyGvOJnJHE7j3/845tPfOITZbmJrbbaqliArD+F7Yf7illWJ8xiZqQhjiwSSwaydtxxxxVfu5izcGvK04+cGWmwkoTFyYjT6MIogV++7dYMcsYygnxySUpGOOo9aswZt2Ykf6Q3velNm+23376TnHmmzsCoSQyJZ0ZCaiP+Ls4ttm1tOYt3M1ojk2YIxVIa8Nl///2nZj6yarRna9bkTBnk44QTTigzZ7nXxWl0Wc6CnAm6lVgxyEFtObMsgrIkMmQUi2iPajmLiSJmPvl78TcmKcvfXro1CxwL+h9yPsxszWHIGXIlrOOWt7xlkWWDONZ+sUVCPxz3I2ejujWRM1ZdOsOg23vQLdxg5/Tc6RLduNFGG61g1SkX8r+hEZiOnHEv6g8N3g0WDfL1PTHhqctyhqQj1nSWsAfJhA99h3aUjuh5BugkHiDEG+l2XT8RE+FKxuo/fac+TLyaJP7RwNVzcrZmBdRC75otJmaCIESiYAT8xTpn3JAazg+58oc8neVMB0tYWALiXpYy635JRnwIWVyzdb3t1uTOqfOwZuiUkTZm32HJmWfywYvd4J5SJisewRxEztxnppP3do+RST9yZk04Ha04IqnLclYu9P4zE5E1yB+ZTniYdc7ca0TERRZxSVHeYtp2kTOKhiu9Jmftdc4cR3A992HE9SH7kZDzcFNqU7ibmcutzm1VuzVZMfwdGKmyoFF8fmKLYkJAyCa5IOvSKOSMgr7JTW5SlCOFbbICqzWlrWx/i85nWngEyJH2GbTO2TDkTKyOASmvgslN2tmM7tp9NZvkDHJ0GL3BumugoYP2XAMM8sb6lmnmCExHzpQsxk++0BksWLFUUBc5c4/Z3SZzCOWh39zLmxSxiPpLRg19KZmi3+gO5L9fIscGpsoKt3bXOmfiyuJ6bMmppO9lbHFfXMt1zvohnufHAgEjJCOZrtiUla0gd4jOoT2df2XLXSr3s5yxWkT8VkwIqJdNGRYL5Kx2aw57X+ZbHAgY1NWkf3G8Vb7FUkPABJeVlWNWPd6McUwT7dYcR0AnuU7cl0YlYtlmOxlpi2nqmjE2289ajOWFW9PEE1YKljKuZe7zUVOSs1ERy/yJQCKQCMwvAknO5hfvsX8ak+9skzMzaLk/x3WEMvaNck0FuRzFmHFPirOI+K5R6+8+C9jGbM1R78/8iUAikAgkAnOLQJKzucU3S08EEoFEIBFIBBKBRGAkBJKcjQRXZk4EEoFEIBGYbQSsiyimMr7FO5PyTT7h/m8nyzbE5/Ta1/I4ERhXBJKcjWvLZL0SgQVEgCvazF0zqcyG1nHOxUSRBXzFfHQPAQscm6hjqY35SJYAEvMYE1uswRgzLy3PcZfegs3W04rPPcVSGtZr7JeES5iRbOawGe3WkvQVgViwWRk+f5cpEZgkBJKcTVJrZV0TgXlCgLUhOkhLgfiklOVcMi0uBOaTnFl6wZqLsbCyJYUsbWSCSyxebF1JS7vIZ1bpdOTMoMGyMtZBE5MpscJZC815iUXNmn6+FZopEZgUBJKcTUpLZT0nGgEdRHzQ1yrYdUJ6LLQp0F/nVK8DdO655zYWk3XNOkAsDlGOdYKuuOKKUpT7rN2jE/JJFZ1WnVgRrLWmHIshR1Kecp3XIfqKg2QtP+uYmQ1q/TTWDd9WVe7VV19drGgmjrjPM3M9s0B0frfceD5Ppx2Qn/geoXWpfOLNeb+TTz65zJQ2W9o6UgiRRTutGcZyZt0q8iSvRUGDQHkbBM7CoK75MkCQdmsj+sydtf3iORaitb5VV0KYfKnCmlaSZ1q7LOoc99SLbA8iZwid9R6t/ddOLL8WXvZ9WsnCzNYZzJQITAoCSc4mpaWynhOLgEViH/rQhxbyg2xZGNl6chb61UlaHBHBsW+FbCujI02+EIAU6Sxdu9e97tXc8573LGTNQsrtRWh9HaP+5E188J4biVtHZ21fuRYERsAQPa6g6Kx9PspMznBrWrT2M5/5TKmjLxogZ36+dKHD1hlbM427ysLNmeYPATOgfdnBSuvab7XVViuLCWsf57kqndc25AhBc43LT16EKsjZLW5xi7JgKHJOVuLD5mK11ltvvfJh+/gkm4WwJeTIAqOxCK0FRy1Ma/X+emFweQ0OPDeIHfJnxXmfF2snsrfLLrsUWR5Ezsw25u4cZhFai9f6mzPgyJQITAICSc4moZWyjhOLgKVJWDSsZh6JZUxHaQFEn73x+RtETRLjJdbL4opIlA6WFUTSmbJy6LykQR8+94UAnynTOfssFNIWySfIlG1FeOTMh4dZYFhCdN460iBn6lO7NVnNwsrn3aT45mq4leI5uZ1bBHylg5UUgZHEb8VHpbVjBNfH55uQ/CBn8W3McGuyYvleosQKyxrlk1ysaXU8mvwspuQCObvxjW9cVvAvN/b+Q4Dc3yZnLGabbbbZFDljvfOlEcS/K8W3g9WXvHXFnLHYWetvGHJGhv39tK3WXc/Oc4nAOCCQ5GwcWiHrsGgR0IFZk8zHxOuEjLE6IWfiuyIhOquuumpZwwyBsnCvDlEaRM64JFnFInFVhkWF+8rnzCJdcMEFpSzWOkTMh6X/+7//u1hI4vt0/ciZevsEGYtJfPoktqeeemr5NEo8J7dziwCLFZd4l0vZZ3JYn1jM/HzGK8gZCyiLmRTkrCZgrFtkTYyWdfXqa+FWR+76kTOEP4h7IICcIUbiwSTk7AEPeMC8Wc4MPFiSk5xFi+R23BFIcjbuLZT1m2gEusgZy5m4r37kzHdaw3I2LDnr+rZmP8sZcsYSwdISSRwQl5aOnDWiHzkLy5mPGkdsXJSR2/lFoE3OuPlYmhChHXfcsbidka+25WwYcoZ8sbq2yZnyELcgZ0h9nVjO+pGz2nLmnn4xZwYZrnFBDnJr+tsSc8bS3F5Q2fc4uf0j5iwtZ3Ur5f4kIJDkbBJaKes40QhwGfrgNIsEd885vZgc0/3tcynuu+++U9YznZ7OTyc4iuUMOePmZHkT/KxMH1LXWStTWWLfTCBA+MSJnX322cVNKlZIEpfjWpucIW46dFYa5OwNb3hDs/baa08FdnNxWQYh3ZrzK6baiqzE2l6sQoLg/ZwX3yhxTa6++uoDLWcme4gpQ2JY1WLyh5jD+93vfsXC6vNuYsRYdskZcrQy5Gy+ZmvCIMkZFDJNEgJJziaptbKuE4mAjuEVr3hFsUrpJMXpiDlDdJAnRCfcT3vuuWfp9LzoqOTMhIAoR+fMQiZddNFFzc4779zc6la3KtctMXDWWWeVa7Vb073igNoxZzplMzavd73rlaBxrk2z9G5wgxuUTv/6179+IXUmGGSaXwRMLtFuJpKwTLEYcR2aEGDNMNfEiAnwP+CAA5rTTz+9EO22W9NEE6SctemBD3xgc8YZZ5QXMcmDOzTkaoMNNphykY9CzhSmjPa3YGOds3CNq7Pv8MbkkrCcxfXYWtrF4EKKdc7iWnudM3kMPCzRceGFFzrMlAiMPQJJzsa+ibKCiwUBbsC5+L4oi1jbrdmFmQDxS6+ZXNC+zjp28cUXt09Pe+x9TGzINH4IkAsW2NlIYsjCRTjT8pA8M4Yt59FOCGUsC9O+Nuyx2LuwItb3iOlkFdx4443r07mfCIw1AknOxrp5snKJwPQIDEvOpi8pcyQCc4uAZT3m+0sTrG8Wu52LgdHcopWlL2UEkpwt5dbPd180CFi+gPsyUyIwzghYm83yGWZ9zldiUXvHO94xX4/L5yQCs4JAkrNZgTELSQQSgUQgEUgEEoFEYHYQSHI2OzhmKYlAIpAIJAKJQCKQCMwKAknOZgXGLCQRSAQSgUQgEUgEEoHZQSDJ2bQ4Xt6c1/uMyXnXTHq6/PPvat71+cunvWtJZPj1eb1PvJzXLBo0FtP7XHx6WUT0pJOWy+6SkMlJe8mJaKcVdeBEQAzXM0affTwR7zawkhc3p590etP15hefcVJzeteFgeXN7cVxrNPcvvHwpSc5Gx6rzJkIJAKJQCKQCCQCicCcI5DkbM4hzgckAolAIpAIJAKJQCIwPAJJzobHKnMmAolAIpAIJAKJQCIw5wgkOZtziPMBiUAikAgkAolAIpAIDI9AkrPhscqciUAikAgkAolAIpAIzDkCSc7mHOJ8QCKQCCQCiUAikAgkAsMjkORseKwyZyKQCCQCiUAikAgkAnOOQJKzOYc4H5AIJAKJQCKQCCQCicDwCCQ5Gx6rzJkIJAKJQCKQCCQCicCcI5DkbM4hzgckAolAIpAIJAKJQCIwPAJJzobHKnMuUQR23O85zcbbHTD1+/Z3f9gcccxJ5TdfkLz7Q5+Yev6Bzzpm2seqnzp/6nMXrJBX3Z13fVByXztP3Gs7G6nG1X6d1LEr1e0Ak2FS3POaN713mOwzyhPtU+PtecPWcUYP7d1EFjzTrx9mMy17pvdpy9mSkZnWIe9LBCYdgSRnk96CWf85R2ChO712x6vzq0lAFwA6bb82OYjz0xEV16fL0/XcYc/BtK6begUZ9G6O6xTEMO5x3M5T54/9uX6PeI661+/gvOO5JiltUhv1WcjtONZpIfHIZycCM0EgydlMUMt7lgwCiEJXZ+NcdLwIQFhndNJBINp5guxEJ14TlLjfNsoNkJUZ9zrn/iBn8sd+5Lf17DYxUa8gEXFPu+7xHPkiTzwv7ld+1CnqHXldk995dbA/3fu4R9nySuqg/Dq5FnWrz3tu1KF9j+P6WtTfuXhWO0+ULU9g4z3q59TvGvmV57y8ker99nPURWo/J+6FWdTdNjCsz3tmPENdA586j+e280S5gbnjwMPznY88ca/z9gMT1yPV2CgnyqrLibrFPblNBBKBwQgkORuMT15d4gjUHYwOybEUnZPjugNzXufoV5/XYcW9zus0I9X5nI98cd25unOTv4sgRH7XPC+2cT7qHFvX62fX5dqPd4hnqUPUQ/lxb31eXePd2uXX9VB2nbxzdOptDOQNXOt77Ec92+fjuL6unvHurjuOZ9bPiP14V2V0vWs8wzbKDdyVEWXX7xZ5Xe96jnORJ3CvMVWPkA/1C6xrzOSJe9t5op7KsB9lxXn3xb561M9zPp4X79lV18CtLke+TIlAIjA8AknOhscqcy5BBOpOL15fBxYdb91JuR4dUrtD1snVHXKUFZ2k+/yi3LhuGx1m5Iln1HnqfWXqID3Pc6V4j65zcW+7jp4TZEGe+l3ra1G2PHXdapxck+rn//vMv/9X3+jU1cO9kezHe8S52KpTv2vtZ8kbZMT99TvUx+22q/PV7xp1qJ8T2NvKK9W4OQ6Mup7jOhzi3vq4jWcbM/WYLk/gWj+jrn8bozhut0HISv2e6lrjI4/7MyUCicDoCCQ5Gx2zvGMJIdDuWL163bHVHXfdMdYdZ92x1XmiLHmHTe3OsOu+dgdZP7++X+fpmlR30M4pIzrmeEa8a/sdAqP6Oe6pMYgy6ufEOdsoO/bra+1y62v2vVN9f1yP94jjIBSO2/Woj2v86vPui3e1H6nG1DnP8e7OS3Xdauz6Pac+7/44Vqb9SNF+6ugZUjtP1Lf9HlGme+o61Ri5FsfttoznKce1SPW7Ouda5I08uU0EEoHpEUhyNj1GmWMJI9DVsdQdW90Z2Y+Oqs6jg9NJSu1OzrG8w6TohG0HpehQ5fFc9dIBS+16xXn3RD2ijq7F+9ede5uMRB75lSPFvVF+OXnNf3V9nFLHeLb8gVXcE+9dlxX5I0/9znEu3sNxXf84jno79kz5Yz+e1e9dS8Zr/qufE/erT5ThOdFm9qd7jneLPMqIejoX720/ypUnMOvKo051Hsc1Xu7xi/NRb+eiXM8NslmXVdfVftS1FHbNf13n6uu5nwgkAtdGIMnZtTHJM4lAQUAnFGSjhqTu2KJD0gHVHZiOzDm/uvPT2UXnF2VGvsgb523rclyvk3pEp9o+H8euq1ek+vmuxbPrOsofdbTvWk1S6vdskx51Uqbn1DjF822VHc+1VX6k9vvGtfZ5+dUjyol8UY5t/a51/SNPfb/9SMqM5HyUrd7KbKf6Oa5FXSNf/RxluS7Vz3E+nhNkNN4tiF19Xl74Sv3unS5Pubn3X13/qLtnR/ny1W1ZY1m3pecFPrZR/3jfeF5uE4FEYHoEkpxNj1HmSASGQqDuwIa6YRFnapO2hXhV5CCIzUI8P5+ZCCQCicBMEUhyNlPk8r4lj0BtyUAElrqFoLa6LCQxYsHxfNtMiUAikAhMIgJJziax1bLOiUAikAgkAolAIrBoEUhytmibNl8sEUgEEoFEIBFIBCYRgSRnk9hqWedEIBFIBBKBRCARWLQIJDlbtE2bL5YIJAKJQCKQCCQCk4hAkrNJbLWscyKQCCQCiUAikAgsWgSSnC3aps0XSwQSgUQgEUgEEoFJRCDJ2SS2WtY5EUgEEoFEIBFIBBYtAknOFm3T5oslAolAIpAIJAKJwCQikORsElst65wIJAKJQCKQCCQCixaB/wcTrDTWXpuCSAAAAABJRU5ErkJggg==)
1.1.1 Cerium Oxide (CeO2)
Almost all electro-catalysts seem to degrade over
their lifetime. Some leach into the electrolyte while others leach into the
GDEs. For this reason, cerium oxide has been chosen to stabilize the catalyst
and decrease the rate of degradation. CeO2 will be fused with all
electro-catalyst synthesized in this project to increase the life-span of the
catalyst and/or AGFCS. A previous experiment and report showed that hydrogen
and CO oxidation activity was significantly dependent on the cerium
concentration [11]. A large concentration would increase activity
and selectivity of the desired product H2O but too much would lower
the surface area of the catalyst and thus lower overall activity. They
concluded that CeO2 was a promising additive to PEMFCs [18].
1.
Material
Characterization
2. Methodology
Chemicals
Cerium Nitrate (Ce(NO3)3)
Carbon Black (CB)
Onion-Like Carbon (OLC)
Ultrapure Water (UPW)
Palladium (Pd) nanoparticles
Nickle Chloride (NiCl2)
Stirrer used: Stuart SB 162 heat-stir
Making the ink
1) In small vial, weigh 2mg of catalyst powder
2) Add 2uL of Nafion and 1mL of absolute (99%)
ethanol
3) Sonicate for 1 hour
4) Mix contents using a pipette.
Experimental solutions (100mL)
KOH
0,5M KOH = 2.81g KOH + 100ml Ultrapure Water (UPW)
KOH (+Ethanol) [1:1]
1M KOH + 1M EtOH = [2.81 KOH + 50ml UPW] + [2.95mL
EtOH (99.9%) + 47.05mL UPW]
Ferric-Ferrocyanide (1:1) in 0.1M KCl
0.03:0.03:1 = 0.127g K4(CN)6.3H20
+ 0.099g K3(CN)6 + 0.746g KCl + 100mL UPW
![](data:image/png;base64,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)
1.1
Synthesising the Support CeO2/CB (and CeO2/OLC)
1) Add 1.507g of Cerium Nitrate to 50ml of
Ultrapure Water (UPW) in a conical flask
2) Slowly add 1.130g CB (or OLC) to cerium nitrate
slurry
3) Fill to 100ml with UPW ensuring to wash the
walls of the flask
4) Stir for 30mins
5) In another flask, make 40ml of 2M KOH – stir for
10mins
6) Add mixture (5) to (3) until a pH of 12 is
achieved
7) Sonicate for 1 hour
8) Stir vigorously for 2 hours
9) Centrifuge and wash to pH 7
Yield after step 9: CeO2/CB = 2.0091g
CeO2/OLC
= 2.0225g
10) Using a furnace, heat 1.700g CeO2/CB
(or CeO2/OLC) to 250oC for 3 hours
11) Cool to room temperature (25oC)
under a flow of Argon (Ar)
1.2
Synthesising the Catalysts
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)
1) Add 0.3333g of support to 50mL of UPW in a round
bottom flask
2) Stir vigorously (1150rpm) for 30 minutes
3) In a vial, add 0.1150g K2PdCl4 to 5mL UPW
4) Sonicate both for 30 minutes
5) Stir support for another 10 minutes
6) Using a pipette, mix Pd solution for 2mins and
sonicate for another 8mins
7) Wash walls of flask with UPW (5mL max)
8) Add Pd solution dropwise (30drops/min) under
stirring @ 1000rpm
9) Stir for 20mins
10) Prepare 2.5M KOH solution and 99% (absolute)
ethanol
11) Add 0.7mL of KOH followed by 4.2mL ethanol
12) Heat under reflux @ 80oC for 1 hour
13) Add water to 250mL and leave to cool for 10mins
14) Centrifuge and wash to neutral
|
1) Add 0.2958g of support to 45mL of UPW in a round
bottom flask
2) Stir vigorously (1150rpm) for 30 minutes
3) In a vial, add 0.1150g K2PdCl4 and 0.1519g NiCl2·6H2O
to 10mL UPW
4) Sonicate both for 30 minutes
5) Stir support for another 10 minutes
6) Using a pipette, mix PdNi solution for 2mins and
sonicate for another 8mins
7) Wash walls of flask with UPW (5mL max)
8) Add PdNi solution dropwise (30drops/min) under
stirring @ 1000rpm
9) Stir for 20mins
10) Prepare 2.5M KOH solution and 99% (absolute)
ethanol
11) Add 1.4mL of KOH followed by 8.4mL ethanol
12) Heat under reflux @ 80oC for 1 hour
13) Add water to 250mL and leave to cool for 10mins
14) Wash to neutral and vacuum/gravity filter overnight
|
1.
Result and Discussions
1.1 Material Structure Analysis
As-prepared
electrocatalyst has been characterized by XRD, SEM, TGA, BET, and Raman
spectroscopy. The XRD of the Pd-CB, Pd-CB-CeO2, Pd-OLC, and Pd-OLC-CeO2 are
shown in figure 1. XRD pattern of Pd/CB possesses a broad peak at approximate
24ο, which is corresponding to 002planesof graphitic carbon with a
low degree of graphitization. Moreover, the Pd-OLC shows the sharp peak at the
top of the broad peak at approximate 24ο, corresponding to the
higher degree of graphitization compared to the CB. The graphitized carbon of
Pd-OLC may help for the enhancement of electrochemical activity and stability. Since
graphitized carbon possesses good conductivity along with corrosion resistance
property.
Further,
in the case of Pd-CB+CeO2 and Pd-OLC+CeO2the carbon peak
(CB and OLC) has been suppressed, and the new peak near 28ο observed
and shown by the square in figure 1. The newly obtained peak was observed and
it assignsto the CeO2. Along
with the carbon and CeO2, the Pd peak for Pd-CB, Pd-CB-CeO2,
Pd-OLC, and Pd-OLC-CeO2 was found and shown by star symbol in the
XRD spectrum. Among all the as-prepared catalyst Pd-OLC shows the very sharp
peak of the Pd,it attributed tothe crystalline Pd particles on the OLC. The
highly graphitized carbon and the crystalline Pd of the Pd-OLC, is expected to
showthe superior electrochemical performance among all the as-prepared
catalyst.
Further,
to understand the distribution of Pd nanoparticles on various support, the
morphology of the as-prepared Pd-CB, Pd-CB-CeO2, Pd-OLC, and
Pd-OLC-CeO2 was obtained by scanning electron microscope (SEM)
images and results are shown in figure 2. Figure 2a represents the Pd-CB, and
Pd particles are agglomerated and highlighted in the circle. It suggests that
the Pd particles are not well dispersed throughout the CB surface. However, in figure
2b of Pd-OLC indicates the uniform distribution of Pd particles on the OLC
surface. Further, in the case of Pd-CB+CeO2, the Pd particles are
well distributed as shown in figure 2c, but the CeO2 shows the
agglomerated on the CB surface shown in the circle. Moreover, Pd-OLC+CeO2,
CeO2 on the OLC surface is less agglomerated comparatively CB as
shown in figure 2d.
![](data:image/png;base64,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)
Thermogravimetric analysis (TGA) was
performed on the as-prepared catalyst to determine the amount of Pd catalyst on
the support. The TGA analysis was conducted under the air atmosphere in the
temperature range from room temperature (RT) to 9000C. In this
condition, the carbon can get the evaporate and the remaining residue is
considered as the metal content. Figure 3
shows the TGA analysis of the as-prepared catalyst and Pd content is
approximately 8% present in the Pd-CB and Pd-OLC. Further, metal content
approximately 40% is present in the Pd-CB+CeO2
and Pd-OLC+CeO2, it includes the weight percentage of CeO2
and Pd. The carbon evaporation of the Pd-CB and Pd-OLC shows at higher
temperature comparatively Pd-CB+CeO2 and Pd-OLC+CeO2.
Further,
the surface area of the active catalysts was obtained from the nitrogen
adsorption-desorption curves, and the results are shown in figure 4. The Pd-OLC shows the highest surface area
among all as-prepared material. The highest surface area of the Pd-OLC can be
helpful for the adsorption of ions from the electrolyte, and it can help to
shorten the diffusion of ions (Bokobza et al, 2015
1.1 Raman Spectroscopy analysis
Raman
spectroscopy is a non-destructive technique to understand the structure of
carbon material. Hence, herein we have used the carbon and the metal oxide as
support for the electrocatalyst of the ethanol oxidation reaction. Raman
spectrum of the Pd-OLC and Pd-OLC + CeO2 shown in figure 5. The
presence of D -band peak by the disordered structure of SP2
hybridized carbon system, whereas, G-band arises is due to the E2g and exist
due to the stretching of carbon-carbon bond in graphitic carbon. However, in the case of Pd-OLC+CeO2
small peak at the G peak is observed and known as D’-peak, is due to the
impurities or surface charges. It may occur due to the presence of CeO2
on carbon network. The small peak at
1088 cm-1 for Pd-OLC and Pd-OLC+CeO2 was observed and itsattributes
to the presence of Pd. Further Id/Ig ratios provide
information about defects/disorder in the carbon materials.The Id/Ig
ratios of 1.20 and 1.12 were observed for the Pd-OLC and Pd-OLC+CeO2,
respectively (Ghosh et al, 2014).
1.1 Electrochemical Performance Analysis
Carbon
support plays a crucial role not only for the electrocatalyst distribution on
carbon support; also, it promotes the electronic structure of the catalyst.
Such as degree of graphitization, presence of surface functionalities,
heteroatom (N, P, S, B) dopant in carbon matrix influence the electron transfer
from electrocatalyst to support. Besides
that, textural and morphological (porosity, surface area, etc.) of support
affect the activity of electrocatalyst and selectivity of ethanol oxidation.
Therefore, this project mainly focused on the support for the electrocatalyst[Iqubal
et al, 2017; Zhang et al, 2018; Li et al, 2017).
The
cyclic voltammetry (CV) is the important techniques to understand oxidation and
reduction peak for the redox reaction. As seen in figure 6, anodic and cathodic
scan proceed the oxidation of K4Fe(CN)6 to K3Fe(CN)6
and reduction is vice-versa as shown in equation [1].
[1]
The CV curves of Pd-CB, Pd-CB+CeO2,
and Pd-OLC+CeO2 shows the broad peak of oxidation and reduction and the
sharp peak has appeared for the Pd-OLC in figure 6. It
suggests that the Pd-OLC possess high reversibility and fast kinetic for
electrochemical performance. Hence, it is expected that the Pd-OLC could have
the fast kinetics for ethanol electrooxidation reaction. It may occur due to
the faster electron transfer from the catalyst surface to the support. This
indicates that the OLC could be the good support for the fast electron transfer
and better ethanol electrooxidation reaction.
Figures
7a and b show the cyclic voltagramm (CV) curvesof the Pd supported on the
various carbon support in 1.0 M KOH withand without 1.0 M ethanol electrolyte,
respectively. Generally, the Pd surfaceis
considered tobeanactive site for electrochemical redoxreactions. Three
potential peaks were observed in Figure 7a. Peak I in the potential range of
-0.9 to -0.7 may attribute to the adsorption of hydrogen on the Pd surface.
Among Pd-CB, Pd-CB-CeO2, Pd-OLC, and Pd-OLC-CeO2, the peak-I current of
Pd-OLC-CeO2 are higher, and it indicates that the hydrogen adsorption occurs
only on the Pd surface. Pd-OLC also shows the sharp peak, but the peak for the
Pd-CB and Pd-CB-CeO2 is the broad peak, it may suggest that the CB also helps to
the hydrogen adsorption. Further, during
the cathodic scan, the hydrogen desorption peak -V was observed at potential
-0.7 to -0.8 V(Vračar et al, 1998). The current density for the hydrogen
desorption peak of all the material is almost the same, it indicates that the
hydrogen desorption occurs a similar way for all the as-prepared materials.
Peak
– II and III in Figure 7a correspond to the adsorption of OH- and
formation of the oxide layer on the catalyst surface, respectively. The Pd-OLC
and Pd-OLC-CeO2 show the better electrochemical double layer formation among
all the as-prepared material. Peak – III shows the higher current density
compared to the Pd-OLC-CeO2; it indicates that oxide layer formation was more
prone to the Pd surface of the Pd-OLC catalyst. It may contribute that the OH-
was adsorbed on the Pd surface of the Pd-OLC catalyst and OH- may be
adsorbed on carbon or CeO2 of Pd-OLC-CeO2 catalyst. The reduction of Pd (II)
oxide during cathodic sweep confirms byan increase in current density of peak –
IV of Pd-OLC is higher than the Pd-OLC-CeO2. These results may conclude that
the Pd-OLC-CeO2 shows the superior electrochemical performance due to catalyst
support provides a platform for the OH- adsorption restrict the
formation of the oxide layer on the catalyst surface (Takamuraand Ken'ichi, 1965;
Prabhuram et al, 1998; Liang et al, 2009)..
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)
Two
main peaks A and B have shown in figure 7b, which attribute to the positive and
negative peak related to the ethanol oxidation activity of the electrocatalyst. The peak – D in figure 7b corresponds to the
hydrogen adsorption and desorption, and the current density intensity was
suppressed compared to the peak intensity in 1.0 M KOH. It attributes to the
as-prepared catalyst shows the ethanol oxidation reaction. The positive
oxidation peak-A attributed to the direct oxidation of ethanol and the peak – B
attributed to the intermediate product of ethanol oxidation and/or incompletely
oxidized carbonaceous material produced in the system(Sahin and Hilal,
2013; Li et al, 2019).
The
higher current density of the Pd-OLC among the all other as-prepared catalyst
indicates the superior catalyst activity towards the ethanol oxidation. The
current density of the peak – A and B has been decreased for the Pd-OLC-CeO2.
It may associate that the electron transfer from catalyst to the support has
been hindered due to the non-conducting behaviour of CeO2 and lower
surface area of the Pd-OLC-CeO2. The
Pd-CB shows the least ethanol oxidation performance may be due to the least
surface area. Further, CeO2
has been added with the carbon support, the other peak – C has been observed,
it may attribute to the oxidation of CeO2. The CV of as-prepared catalysts in
1.0 M KOH and 1.0 M KOH +EtOH confirms that the Pd-OLC shows the superior
activity due to the synergistic effect of metal with carbon supportsfor the ethanol
oxidation reaction.
Further,
the effective catalyticsurface area (ECSA) by using the integral area of the
hydrogen adsorption from CV plots and equation 2.
[2]
Where,
Q = Integral of hydrogen adsorption from CV plot,
S
= Charge density constant for Pd (0.424 mC/cm2), and
L
= mass loading of Pd on electrode.
The
ECSA values of each electrocatalyst were compared in Figure 8. Among the
as-prepared
various
electrocatalyst, Pd-OLC shows better electrochemical activity with higher ECSA
towards the ethanol oxidation. The support OLC helps to faster electron
transfer during the electrochemical oxidation.
To
further study the EOR, a typical liner sweep voltagramm at the sweep rate of
______ mV/s has been carried out on as-prepared electrocatalyst in 1.0 M KOH +
1.0 M EtOH, and the result shown in figure 9.
The
current density at potential – 0.2 V is gradually increasing from Pd-CB,
Pd-CB+CeO2, Pd-OLC+CeO2, and Pd-OLC in figure 9. It may
attribute to the electron transfer from catalyst surface to support is faster.
Therefore Pd-OLC shows the superior performance among all the as-prepared
electrocatalyst. The Pd-OLC and Pd-OLC+CeO2 show the approximately
same onset potential compared to the Pd-CB and Pd-CB+CeO2. However,
the current density of the Pd-OLC is much higher than that of Pd-OLC+CeO2,
it indicates that the Pd-OLC possess the highest ethanol oxidation kinetics. It
confirms that the carbon support is helpful to enhance the kinetics and lower
the overpotential for the EOR. The high surface area of the Pd-OLC and
graphitized carbon is responsible for the superior EOR.
In
addition, the compared Tafel plots of ethanol oxidation were obtained in 1.0 M
KOH+1.0 M EtOH and the values of each catalyst are shown in figure 10. The
lowest value Pd-OLC was observed among all the as-prepared catalyst, it
indicates the ethanol oxidation is more favourable on the Pd-OLC. Tafel slope
values of Pd-OLC 121 mV/dec which is very close to the ethanol electrooxidation
controlled by the adsorption of OH- value is 120 mV/dec(Jiang et al,
2010; Shen et al, 2010).
(Note: The lowest value of Pd-OLC is
expected, please recalculate for the Pd-CB)
Further to understand the charge transfer resistance
for prepared catalyst theNyquist plots are made and shown in figure 11. The
charge transfer resistance (Rct) provides a resistance between the
surface of the electrode and the electrolyte when the ethanol oxidized at the
surface of electrocatalysts. The lower the Rct signifies the faster
the charge transfer and hence lower the obstacle for electron transfer from
electrocatalyst surface. Hence, the lower the Rct value of the
Pd-OLC indicates that the better the electrocatalytic performance of the
catalyst. Figure 11 shows the lower Rct of the Pd-OLC among all the other catalyst
and impedance results are consistent with CV, LSV, and Tafel plots. Therefore,
it can be concluded that the carbon support is important to enhance the
performance of the ethanol electrooxidation (Yang et al, 2019).
1.
Conclusion
of Electrochemistry
In
summary, the Pd dispersed on the various support such as CB, CB+CeO2,
OLC, and OLC+CeO2 and tested for the ethanol electrooxidation. The
presence of graphitized carbon in OLC and the non-graphitized carbon of CB has
been identified by the XRD spectrum. The amount of mass loading on the support
has been detected by using the TGA. The Pd-OLC possess the highest surface area
of 357.73 m2/g has been observed through the Nitrogen
adsorption-desorption isotherm technique. The highest electrochemical surface
area and the hydrogen adsorption and desorption peak were analysed by the CV
technique. The as-prepared Pd-OLC shows the highest ECSA among all the
as-prepared catalyst. The lowest onset potential -0.58 V and the highest
current density of the Pd-OLC indicates the highest ethanol electrooxidation
kinetics than as-prepared electrocatalyst. The lowest Tafel slope value of 121
mV/dec suggest the ethanol electrooxidation through the OH-
adsorption mechanism. The lower Rct value of the Pd-OLC indicates
the better electrocatalytic performance of the catalyst. The superior
electrochemical performance of the Pd-OLC could occur due to the graphitized
and high surface area of OLC among other support.
2.
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Project
II: Bimetallic catalyst is used as PdNi
with various carbon support
Introduction:
In
ethanol oxidation reaction (EOR) various strongly adsorbed intermediate such as
acetic acid, acetaldehyde, and carbon monoxideused to form, which can poison
the electrocatalytic surface and reduced the ethanol oxidation efficiency (Kowal
et al,2009; Du et al, 2012). On the other hand, in alkaline fuel cell
adsorption of OH- on the catalyst surface leads to the poisoning of
the catalyst surface. However, Ni would activate the dissociation of a water
molecule (H2O ---à
H+ + OHads + e-) at lower potential and
provide an active site for the OH adsorption (Sulainman et al, 2017). Hence,
the alloy formation of Pd with Ni can protect the active site of the Pd surface
from the adsorption of OH- and the ethanol oxidation efficiency of the
PdNi would be expected to increase.
Therefore, in the present report PdNi alloy used as an anode electrode
for the EOR.
According
to the previous report, the carbon support helps to transfer the electron from
the electrocatalyst to the support, hence herein we have used the various
carbon support for the PdNi catalyst.
Material
Characterization:
Figure
1 shows the XRD pattern of the PdNi-CB, PdNi-CB-CeO2, PdNi-OLC, and
PdNi-OLC-CeO2. XRD pattern of PdNi-CB possesses a broad peak at approximate 24ο,
which is corresponding to 002 planesof graphitic carbon. Whereas, PdNi-OLC
shows a sharp peak on top of the broad peak at 24ο, corresponds to
graphitic carbon. Hence, CB possess the non-graphitic carbon, however, OLC
suggests the graphitic carbon. The carbon peak in figure 1 shown by the
triangle symbol and the square symbol at 28ο suggest the CeO2.
The peak at 400 indicated Pd since the peak is not very sharp, and
broadening of peak suggests the Ni incorporation in the crystal of Pd (Yang et
al,2005).
The morphology of the as-prepared
electrocatalysts PdNi-CB, PdNi-CB+CeO2, PdNi-OLC, and PdNi-OLC+CeO2
is shown in figure 2. The PdNi on CB are well dispersed and shown by the arrow
in figure 2a, however, PdNi particles on OLC also distribute and the size of
the particles is lesser than the PdNi-CB shown in figure 2b. Figure 2c and d
shows the presence of CeO2 and highlighted by the circle. It
suggests that the CeO2 well adsorbed on the CB and OLC in figure 2c
and d respectively. The well-dispersed PdNi particles may help to enhance the
electrochemical performance.
Thermogravimetric analysis (TGA) helps to
estimate the metallic percentage in the as-prepared catalysts and is shown in figure
3. Therefore, the TGA analysis was performed in air medium so the carbon can be
evaporated the remaining residue can consider as the metallic part. The TGA
analysis of PdNi-CB and PDNI-OLC shows the presence of the approximately 18% of
a metallic content and 50% is present in the Pd-CB+CeO2 and
Pd-OLC+CeO2. From the percentage of PdNi-CB, PdNi-CB +CeO2,
PdNi-OLC, and PdNi-OLC+CeO2, it can estimate that around 30% is the
CeO2 and remaining carbon is present in the as-prepared catalysts.
Raman
Spectroscopy analysis:
Raman spectroscopy is a non-destructive
technique to understand the structure of carbon material. Hence, herein we have
used the carbon and the metal oxide as support for the electrocatalyst of the ethanol
oxidation reaction. Raman spectrum of the PdNi-OLC and PdNi-OLC + CeO2
shown in figure 5. The presence of D -band peak by the disordered structure of
SP2 hybridized carbon system, whereas, G-band arises is due to the
E2g and exist due to the stretching of carbon-carbon bond in graphitic carbon (Ghosh et al, 2014). However, in the case of PdNi-OLC+CeO2
small peak at the G peak is observed and known as D’-peak, is due to the
impurities or surface charges. It may occur due to the presence of CeO2
on carbon network. The small peak at
1088 cm-1 for PdNi-OLC and PdNi-OLC+CeO2 was observed and
its attribute to the presence of Pd and Ni. Further Id/Ig
ratios provide information about defects/disorder in the carbon materials(Bokobza
et al, 2015). The Id/Ig ratios of 1.18 and 1.13 were
observed for the PdNi-OLC and PdNi-OLC+CeO2, respectively.
Electrochemical
Performance Analysis:
The
electrochemical activity of the as-prepared catalyst initially tested in
potassium ferrocyanide solution and the results are shown in figure 6. The CV
curves of PdNi-CB, PdNi-CB+CeO2, and PdNi-OLC+CeO2 shows
the broad peak of oxidation, a small peak at top of the oxidation peak
confirming the multielectron oxidation reaction occurred and the cathodic scan
shows the single reduction peak in figure 6. However, the sharp oxidation and
reduction peak is appeared for the PdNi-OLC in figure 6, indicating the one-electron
transfer process and higher current suggest the faster electron transfer
through the OLC support. It may suggest that the PdNi-OLC faster kinetics for
the ethanol oxidation reaction.
Further,
we have investigated the catalytic activity of the as-prepared PdNi-CB, PdNi-CB+CeO2,
PDNi-OLC, and the PdNi-OLC+CeO2 towards the ethanol oxidation
reaction by using the cyclic voltagramm (CV) in 1.0 M KOH and 1.0 M KOH +1.0 M
EtOH. In figure 7a, peak – I and V represents the hydrogen adsorption and
desorption peak respectively, the current density of the peak – I and V has
been increasing from PdNi-CB, PdNi-CB+CeO2, PdNi-OLC, and to
PdNi-OLC+CeO2. Further peak – IV also present for all the
as-prepared catalyst, it suggests that the adsorption of OH- or
formation of an oxide layer on the catalyst surface and peak – V corresponds to
the reduction of oxide or desorption of OH- ion from the catalyst
surface (Na et al,2015).
Generally,
the mechanism of EOR on Pd can be ascribed as following equations (1-4)(Tripkovic
et al, 2001; Liang et al, 2009; Liu et al, 2007).
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)
Equation
(1) and (2)have basically occurred on the Pd surface, however, the generated
hydroxyl radical (OH-) block the Pd active surface as shown in
equation (3) and hence the ethanol oxidation activity of monometallic Pd may
decrease.
Ni
is active metal for the adsorption of OH-, as shown in equation (3)
adsorption of the CH3CO and OH- is the determine the
ethanol oxidation activity. Therefore,
Ni could be involved for the OH- adsorption and can convert it into
Ni(OH)2 and Pd surface sites are used for the ethanol oxidation
reaction. Henceforth, Ni can provide a site for the OH- adsorption
and therefore, Pd facilitate the ethanol oxidation at lower onset potential (
Zhang et al, 2011).Therefore, it is expected that the similar behaviour of all
the catalyst, but in figure 7b the current density of each catalyst is
different since the carbon support is varied. It suggests that carbon support
plays an important role in electron transfer from the catalyst surface. In
figure 3b, the current density of the peak – A is not much increase from
PdNi-CB, PdNi-CB+CeO2, PDNi-OLC, and PdNi-OLC+CeO2 since
it indicates the direct oxidation of ethanol. Whereas, peak – B assigned to the
removal of the carbonaceous species and the regeneration of Pd active for the
fresh ethanol oxidation reaction. Figure 7b shows the monotonical increment of the
current density of the peak – B as the catalyst support is varied. Although the
current density of peak – B of the Pd-OLC+CeO2 is better than the
Pd-OLC the current density of peak – A is similar for both the catalyst. It may
attribute that, the generation of the carbonaceous product is higher for
Pd-OLC+CeO2 and incomplete ethanol oxidation. It indicates that the carbon support plays an
important role along with catalyst surface for the ethanol oxidation.
Therefore,
estimation of the effective catalytic surface area (ECSA) of as-prepared
catalysts is essential and it was estimated through the CV and following equation
(5).
[5]
Where,
Q = Integral of hydrogen adsorption from CV plot,
S
= Charge density constant for Pd (0.424 mC/cm2), and
L
= mass loading of Pd on electrode.
From
figure 8, it observed that the ECSA of the Pd-OLC is 515.8 cm2/mg
and highest among of all the as-prepared catalyst. It suggests that Pd-OLC possess the high
surface area for the electrochemical performance and hence the CV in figure 3b
shows the similar current density of anodic peak of the direct-ethanol
oxidation for the Pd-OLC and Pd-OLC+CeO2. It may indicate that the
Pd-OLC promote the ethanol oxidation reaction.
Further,
the linear sweep voltammetry (LSV) curve of the various catalyst has been
tested and the results are shown in figure 9. The as-prepared catalyst shows
the very little increment in current density from the PdNi-OLC and the
PdNi-OLC+CeO2, but the onset potential is found to be -0.62 and
-0.58 V, respectively and shown by I and II in figure 9. The lowest onset
potential of PdNi-OLC suggests that the superior electrochemical performance
among all the as-prepared catalyst.
Further, to understand the electrochemical performance
of as-prepared catalyst Tafel slop has been shown in figure 10. The lowest
Tafel slope value of 95 mV/dec was obtained by the PdNi-OLC catalyst and the
other values are shown in figure 10. It confirms that PdNi-OLC is the best
catalyst among all the as-prepared catalyst. Although all catalyst possesses
the bimetallic PdNi alloy, but the support is varied and hence the ethanol
oxidation activity of the catalyst is varied. PdNi-OLC shows the best catalytic
activity towards the ethanol oxidation because of the high surface area and
graphitic nature of the OLC. The Tafel value is close to the 120 mV/dec, it
suggests that the ethanol oxidation was controlled by the OH-
adsorption mechanism. The as-prepared PdNi-CB, PdNi-CB+CeO2, and
PdNi-OLC+CeO2 show the 127, 184 and 186 mV/dec values, respectively.
It suggests that the PdNi-CB is also controlled by the OH-
adsorption mechanism. The CeO2 added to support does not follow the
OH- adsorption mechanism.
Further, to understand the charge transfer between the
electrode-electrolyte surface, the electrochemical impedance spectroscopy (EIS)
was studied and the result is shown in figure 11. In the case of EIS,
semicircle in figure 11 shows the charge transfer (Rct) and lower
the Rctfaster the charge transfer and lesser the obstacle for
electron transfer from the catalyst surface to support. Figure 11 shows the
lower Rct of the Pd-OLC among all the other catalyst and impedance
results are consistent with CV, LSV, and Tafel plots. Therefore, it can be
concluded that the carbon support is important to enhance the performance of
the ethanol electrooxidation.
Conclusions:
In summary, the PdNi dispersed on the various support
such as CB, CB+CeO2, OLC, and OLC+CeO2 and tested for the
ethanol electrooxidation. The broad peak of Pd in XRD confirm the insertion of
Ni into the crystal lattice of Pd. Further, the amount of loading and surface
area of the various catalyst has been characterized by the TGA and N2
adsorption-desorption isotherm, respectively. The ECSA of the PdNi-OLC is
highest and the Tafel slope values are lowest among all as-prepared
electrocatalyst confirming the best ethanol oxidation of PdNi-OLC. The LSV
shows the lowest onset potential for PdNi-OLC and lowest charge transfer values
suggest that the electron transfer from the electrocatalyst surface to the
carbon support. Although the electrocatalyst same, but the carbon support is
varying the activity has been varied and hence the high graphitic carbon shows
the best electrochemical performance for the ethanol oxidation.
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