The demand of the energy is likely to increase in the
previous few decades for example the need of the sources of energy like the
coal, uranium and gas there has augmented investigate of the sources of energy
that can be renewable. The overall Oil prices disaster probable to add to to
meet augmented command for energy. These days, the main present which is
measured as basis of power is said to be the fossil fuel, that is also major
issue of the global warming on the earth and it is also important to augmented
warmth and hoist in the level of sea [1]. This is also likely to guide us to
make an effectual answer to features this difficulty and it is also pending up
with cheap energy source, and the energy renewable sources. For cause there is
also said to be a investigate on intend of additional money-making basis of
energy has complete.
Because it is recognized, sun and the wind are careful the
major foundation for the energy that is renewable which is also said to be the
low cost. There is also said to be very different educational and manufacturing
seats research exposed that the quantity of the rays of the sun that is also
likely to hit the earth is equal to the quantity that the whole planet use in a
year [2]. On the other hand, the there is a big gap flanked by the expenses of
power shaped from remnant fuel in contrast with the renewable energy is
disadvantage for this type of expertise. As a result, this quandary turns out
to be the fascination of the researchers through the wide-reaching. In this
case there is also one of the customs that can change the sun’s energy into
electrical energy is from side to side the devices of the photovoltaic.
1.1 Introductions of High Efficiency Organic Solar Cell
It is stated in the abstract that the Charles Fritts in 1883
is likely to residential the first instrument of the photovoltaic. It was a
continuance of labour of the development of the Edmund in the case of the
effect of the photovoltaic. In spite of the increase in competence of all of
the devices, they motionless need a lot of capital for their growth, and
therefore, are more expensive. consequently, there has in the previous few
years important investigate conduct in expression of getting better the
competence for cells and to decrease manufacture cost that can be offer
material of the inorganic semiconductors [5]. It was with competence speed at
concerning 1percent. He used covered semiconductor selenium by a skinny movie
of gold appearance a association.
The primary photovoltaic cell was in the year 1954, which
was also said to be cell residential of the silicon solar with Chapin with a
authority competence of 6 percent that improved later to an competence of 44.7
percent in the year 2013 [4]. After that, the photovoltaic cell was established
by the hypothesis of contacts metal-semiconductor [3].This is also said to be
the type of the material used in it has show to be extremely winning as in the
untreated light produce the diodes. From side to side there is also different
research, and the organic materials show talented description for request in
photovoltaic cells. For instance polymers conjugated and dendrites [9]. As of
the low down developed price and high competence for material of the organic
semiconductors, there is motionless a room for development of by this knowledge
to arise with main sources of power generation scheme [6].
1.2 Solar Cell Development History of High Efficiency
Organic Solar Cell
From about 170 years till the year 1839 the time when it is
observes by the Alexandre Edmond Becquerel by means of the electrode in
conductive answer uncovered the light at the very primary effect of the photovoltaic
[11]. These are said to be the years that can be alienated into six
periods of time preliminary with the detection of the years from the year 1839
to the 1904. Table1 is likely to provide the mainly noteworthy events
throughout this primary period. In additions the Adams and Day examine in the
year 1877, the photovoltaic effect in solidified selenium and also in the year
1904, a solar cell of the semiconductor-junction with the help of the copper
& copper oxide complete by the Hallwachs. On the other hand, this era was
with no any real sympathetic of the notion at the back the procedure of the entire
plan.
In instant stage of the past of the photovoltaic in the era
from the case of the year from the 1905 to 1950, there is also said to be the
possible growth and the theoretical base for photovoltaic the mechanism
procedure and were devise for the reason that in the Table2. In this era, the
theory of the Einstein’s photon was also solitary of key proceedings [13], the
description of Czochralski crystal enlargement means for the silicon and
germanium single crystal enlargement [14] and in the epoch there was growth of
the band hypothesis for the high wholesomeness semiconductors of the solitary
crystal [15]. Eventually, the main manager for the 6th era that is too probable
to complete form about 2000 awaiting the year 2013 was also supposed to be the
global payment in operation of the photovoltaic cell with the United States in
concert first and foremost position. The major control country in that occasion
was the China, Japan, and Germany. The mainly extraordinary proceedings in this
era are obtainable in the table 6.
1.3 The photovoltaic effect of High Efficiency Organic Solar
Cell
![](data:image/png;base64,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)
Figure 1: Semiconductor photoelectric effect
The photovoltaic effect is said to b the a procedure in
which the whole electrons or previous free transporter can be shaped in
reply to occurrence light onto a get in touch with junction
(metal-semiconductor).at what time a fabric soak up light, and if the
occurrence photons are of superior work purpose as compare with the metal, this
guide electrons to be physically cast out. these are the Two types of silicon
are created from side to side squeezing of other rudiments into the silicon
structure: n-type, that is likely to has spare electrons, and in the case of
the p-type, which is missing also a electrons in the case.
Organic
semiconductors of High Efficiency Organic Solar Cell
Some of the Organic materials are talented equipment for
manufacture of low cost solar cell of the devices. In this case the Organic materials for
electronic request are paying attention in 6th in the light emit diode,
transistors and solar cells) and this underway when the behaviour polymers
naked in 1980s [21]. Because of their chemical arrangement, the materials of
the organic semiconductor measured to be high-quality conductive materials as
compare with the other semiconductor materials.
![](data:image/png;base64,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)
Figure 2: Orbital shapes for s orbital, p orbitals and their
combination.
![](data:image/png;base64,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)
Figure 3: Hybridization between (2s and 2p(x,y)) orbitals.
there are about Two sorts of bonds are framed due to the
hybridisation the primary is σ bonds that is also said to be the single bonds
between carbon-carbon and carbon-hydrogen particles and the second one is π
bonds have delocalised electrons. From Fig 3, three carbon electrons frame σ
bonds where these electrons are restricted. This setup leaves the forward (not
hybridized) electron to give the π bond as appeared in Fig. 4. Electrons in
these bonds are in charge of the electrical conductivity of natural
semiconductors [22] while atomic orbitals which shape σ and π bonds speak to
the vitality levels for natural semiconductor materials.
![](data:image/png;base64,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)
![](data:image/png;base64,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)
Figure 4: Schematic
diagram of bond and orbitals for two ap2 hybridised carbon atoms
The LUMO (Lowest Unoccupied Molecular Orbital) along with
HOMO (High Occupied Molecular Orbital) is the after-effect of joining the
(conduction band) hostile to holding π* sub-atomic orbital’s with the (valance
band) π holding sub-atomic orbital’s. The hole amid them is the vitality hole
which speaks to the conductivity that natural cell relies upon. It is obvious
from Fig.4 that σ bonds are greatly filled through electrons where π bonds are
unfilled. Then again, when the band hole's vitality progresses toward becoming
as little as conceivable the resistance of electrons to move to Lowest
Unoccupied Molecular Orbital increments. The properties of natural
semiconductor polymers (electrical conductivity, optoelectronic, shading
(assimilation as well as emanation) along with photograph prompted charge
exchange) lead them to be a basic player in numerous applications within both
electronic as well as optical field, for example, natural field-impact
transistors, natural photovoltaic cells, as well as sensors [23]. The fundamental
favourable position in this sort of materials is the capacity to tune the band
hole by changing the blend materials as well as it can be utilized to cover
huge surfaces. Conjugated polymer materials consolidate amid mechanical
properties of polymers as well as electronic properties of metals as well as semiconductors.
Be that as it may, the little sub-atomic materials (oligomers, dendrimers,
colors, colors, fluid gem, along with organo-mineral crossover materials) additionally
in light of π conjugated electron [24, 25].
Electron transport materials of High Efficiency Organic
Solar Cell
An perfect acceptor are likely to have quite a few
possessions that is also said to be the good harvesting light, constancy under
dispensation and functioning conditions, far above the ground electron
mobility, and low down cost of mixture) that are also mutual to make an
well-organized constituent. so it is also a Indene-C70 has also been synthesize
at a senior LUMO level of the 3.72 eV (0.19 eV superior than that of PCBM).
IC70BA likely to possesses high-quality solubility in ordinary organic solvents
and more able to be seen amalgamation [27].
Hole transport materials of High Efficiency Organic Solar
Cell
The most encouraging materials of the p-type (opening
transport) for request in the gadgets of the OPV can be conjugated sponsor
polymers and this is on explanation of they can perhaps join their immense
movies framing properties (reasonable levels of the HOMO and LUMO, escalated light
assimilation and elevated gap motilities) to complete improved electronic
quality make them significantly more successful [28].
Transparent conducting electrode of High Efficiency Organic
Solar Cell
The movies of the Transparent conducting which have thin
leading movies can accomplish an extensive estimation of conductivity and keep
up a transmission [29]. The Indium tin oxide (ITO) is watchful as the primary
current oxide materials of the straightforward directing [30]. It is a
semi-director - type straightforward which has a wide group electrons of
roughly 4 eV [31].
1.4.4 Top electrode of High Efficiency Organic Solar Cell
The Cathode materials are hypothetical to be a metal of low
function of the work to take out electrons through a physically powerful
electric meadow. The mainly ordinary metals have near to the ground work
purpose used as cathode in the case of the devices of the OPV is magnesium
calcium, and aluminium. [32].
1.4.5 Buffer layers of High Efficiency Organic Solar Cell
The major difficulty faces in the case of the organic solar
cells is two electrodes touch both the contributor polymer and molecule of the
acceptor and guide to the arrangement of acceptor electrons at a boundary that
is also likely to situate very shut to the anode. Consequently, and owing the
decrease of the operational electrical energy device, if some of the electrons
transfer to the anode, they will recombine with no trouble [33].
1.5 Basic operation principles of Organic solar cells of
High Efficiency Organic Solar Cell
In the case of the semiconductors that are said to be
inorganic, the photons are rehabilitated in a straight line into carrier of
straight charge and the transporter composed at the suitable electrodes. As in
the devices of the organic photovoltaic, a couple of hole and electron that is
also likely to form side to side the excitation of particle through photon
[35]. The length of the diffusion of the entire electron is concerning 5-15 nm
and then decomposes.
![](data:image/png;base64,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)
Figure 6: diagram illustrate the power generation in an
organic solar cell.
1.5.1 Light absorption of High Efficiency Organic Solar Cell
The amalgamation usually happen when a photon that encompass
energy equivalent to or better than band gap in the case of the material
absorbed semiconductor, which has aptitude to free an electron from the leaving
behind the HOMO to the LUMO a space in previous height. It can form attraction
of the coulombic together with the electron which [36]. Figure 7 shows electron
binding energy.
![](data:image/png;base64,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)
Figure 7: Excition binding energy
1.5.2 Exciton migration and dissociation of High Efficiency
Organic Solar Cell
The possibility of the dissociating of an exciton is in
general made obtainable by the formation of a heterojunction flanked by two
semiconductors that are said to be organic whereby the moment semiconductor
that can be particular which the electron result from the exciton can be able
to drop in it. This let go the dissimilarity of the energy flanked by the LUMO
and the HOMO therefore, violation of the bound states.
1.5.3 Charges transport and collection of High Efficiency
Organic Solar Cell
After the age of free charges have been at the interface, it
is required that they land at the outside circuit in gadget of the OPV, while
the electrons can be overjoyed however the material that goes about as the
electron acceptor and the gaps can be transported through the material that
goes about as the electron contributor. Utilizing ultra-thin inward layers, for
example, metal oxides like ZnOx and LiF to give an ideal match to the vitality
stature of natural semiconductors [38].
1.6 Electrical Characterization of organic solar cells
1.6.1 Equivalent circuit diagram of solar cells organic
It demonstrated through a diode parallel with present
foundation in a perfect case however for all intents and purposes an
arrangement and a shunt obstruction should be incorporated into the model in a
way that; the arrangement resistor Rs thinks about free relocation or
development of bearers of the charge in the vehicle medium and the shunt
resistor Rsh is benefited to recombination of charge transporters around the
separation territory as appeared in Figure 8[39].
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZ0AAACmCAYAAAABFVJ4AAAgAElEQVR4AezdCYCfRXk/8Laete3fo9Z6tNJq9e/xt1ptrWex1bZWq5R6VEHFA8ULRPAC1IAgiFyCiNxRi9z3fYWEw4T7hhACWQgJgZCQ+9wk838+s3mSN5vdJJvsks3u+yaz8/7ed955531m5vnOc8zM773pTW8qv/d7v9eGlgZtG2jbQNsG2jYwoG1gJd78XmmPlgItBVoKtBRoKTDQFFgp4LSgM9CEbvNvKdBSoKVAS4GSUlQLOm1jaCnQUqClQEuBgadAK+kMPI3bN7QUaCnQUqClwEoKtKDTNoWWAi0FyooVK2pYFymkaY+WAptKgRZ0NpWC7fMtBbZQCgCR5cuX19DZ2VmWLVu26nd3gJHO/QSnjLfQT2+LvRkp0ILOZiR+++qWApuLAkDmkUceKTfccEP53e9+V8aOHVuuu+66cu2119bg/JZbbimTJk0qM2bMKAsXLiyeSZBK0Ml4c31H+94tjwIt6Gx5ddaWuKXAJlMAiFxzzTVlv/32K1/60pfKRz7ykfLhD3+4fPazny277rpr2W233cqPfvSjcuKJJ5Yzzjijpp02bVpZsmRJBR5g48h4kwvUZjBsKNCCzrCp6vZDWwqspsDSpUvLvffeW04//fSyyy67lFe+8pXlJS95SfnCF75Qjj322HLCCSeU//3f/y3HHXdc+eY3v1m++tWvlrPOOqtMnz59LTXb6lzbs5YC66dACzrrp1GboqXAkKTAokWLypNPPlmB561vfWt51ateVX75y1+WJ554osycObPG99xzTznooIPKe9/73ioRUcN5joSTqrYhSZz2owaMAi3oDBhp24xbCgxuCgAOEs/FF19c3vWud1XQOf744yuouC4AmMsvv7x84AMfKG9/+9vLSSedVObMmbMG6DRVbM3z7l/v3rrud0/f/h6aFGhBZ2jWa/tVLQU2iAKcAy655JLy7ne/u7z61a8uQIe9B+C4x4ZzxRVXVNABTCeffHIFHVIOAMnYy/J3vjhBJiWijPN+Gw9PCrSgMzzrvf3qlgIVJAALSecd73jHKvUauw21GxXbhAkTyqGHHlre9773VdsPjzbST4JNM05QaV5LN2xxnrvfHsOXAi3oDN+6b798mFOAJAIIgM473/nO8uIXv7g6EnAeSEcCks8ee+xRdt9993LhhReWWbNm1Wc8l5INEGmCSp6L0806ryUwDXPSD+vPb0FnWFd/+/HDmQIJFtRrVGcveMELyr/+67+WHXfcsarT3vOe95SddtqpjBw5ss7neeyxxyqINMEmQYQ6bvHixVUKopIDNkKq6Zqg4/n2GL4UaEFn+NZ9++XDmAIp5aR6jaSz1VZblb322qucc845VbJ54xvfWEHo1FNPrRNEAYfnuoMO6ee2224rl156aXU64PH20EMPlfvuu6+6WCcIpeTTgs4wbnjx6S3oDO/6b79+GFOAlEISSfUaR4Jf/epXZe7cuXWFApNGeaz94Ac/qLadlFaaMduPVQwOPvjg8o1vfKN85zvfKUceeWQ57LDDyiGHHFJXNSABpdTjfS3obFqjS+DvHss1Jc9Ne8PAPt2CzsDSt829pcCgpUCCDvUaScc8nXSZJr2cdtpp5T//8z+rtHP00UfXZXMACNDxrPjmm28uBxxwQPnJT35SJ5OecsopFXCscLDddtuVq666qqrdpE1VWws6628SCSjNlK4l4Cf9u/8G7nlNPBhp3YJOs1bb85YCw4gCycSoxXKeDieCBQsWVIB48MEHK6CQdrbZZpty9tlnV6+2ZGwY30UXXVTtPiQkk0pnz55dbrzxxiodWcnAZFJg02SSg5ERDvZqRzOu7JMnT64rSUycOLGon/vvv7+qMTs6Oirt1U1KleLBSOsWdAZ7a2vL11JggCiQQNAEnZynQ6KhZrMgKLUZl2qx364bRWNqnt15550LSQgDJCHNmzev3HHHHVXKefjhh2u6fNdgHX0PEIn7JVvAgX5Tpkyp86R4EwJ0a+QJ3/72t8vPf/7zwpaWoJPSjucG29GCzmCrkbY8LQWeAgpgRsDBIp6//e1vyz/8wz+UV7ziFXXJG6NmUouRtdUHRo0aVZfA4dn2ve99r04mNdI2n+euu+6q7tX77rtvfZZbtZWpH3/88SoVySOBJoFnMI6+nwKSb/QrEnQeffTR6uQBdCxL9NKXvrRYvgjwjAwPQ3OqEmyAT9J9o188QA+2oDNAhG2zbSkwmClAkrn11lvrgp5cpF/zmteUl7/85XW1aU4BgIaTAKAwSdRK0x/96Eer7eeTn/xkGTFiRDnzzDPLAw88UJmdlQoAj5WprdV27rnnrmEDSsYpvxZ0NqxlNOnknBegurjpppvK17/+9fLnf/7nVe05ZsyY6l2Yk3aBDdBB68F4tKAzGGulLVNLgQGmAAlk3Lhx5Wc/+1lVz2BiVpKmtrHdAY82DA6zw8C4QJOI9txzz5pGbBVqEg87DtXP3XffXbhX77333hWAABUbRDLABJwmM93kzzTlpy9hk1+4rgwUBKMXnK99rD/F6me608lvNERrHoUve9nLqrOG1cId7uczzfPVOQ6OsxZ0Bkc9tKVoKfCUUsBomCTDGI1pUc2wyYwfP74apqlyjKyTeXEGkD7n33gGoHiGnUfM1uO522+/vRx++OEVzGwQJx/MUvBecb8clYPHn+V9CJ7pS+hTQX3X0pVh2coXrcxg5TulcKdzZexyXw71MXXq1CppAh1SZ4JOX/LZnGlb0Nmc1G/f3VJgM1IgQSD1/xkDhgQHaRJ4xK5Ll8FGcOw8QIbUA5zmz59fN3/72te+Vp0JXPOsvPId/fLZOHafAKevLL6vpVwH6DSy6gKeAOH419cStaDTIGR72lKgpcCWRYEEgoyBQoJM89x9oQk4CUzm+Gy77bblU5/6VJ1YeuWVV5bLLrusztU58MAD60oF7EeZX4JZ/1AqWPaKYOEbGvrM4vtaShBChhFAS0+HNDF/JiSiUFzGed9gRz20kk5PdG2vtRRoKbBFUQAzc4gTIJw3g+sp4WSa6667ri6dY3Io+xCp57vf/W4FHVIQDzegkxKO2LP9c5AUYi7KBof+em9vpUdD7xB6AxP3qOAWR1gSoW9lUh8t6ATZ2qOlQEuBLZcCCTQJMEDBuSOvZZoEnYwxQNsdWGfN6gS81gQeVmxAmY6KTfCbtNM/B9AhMWxoSDuLb9vQ0JeSynM14OSvNa8oQ4DNikURAE8LOn2hcJu2pUBLgSFCgQSZ3j4nwScBKSWdpsqNwwC3XQHANNOmOi7z6e09fbsOHBNwzL6P8/o7VVxrxqEgDKjZiH8rAXj9ZSMZWnom1JTxzOIA2PmLgyYBskvj97IIy+P+8uWxlFDngrJiWYAO1eDKY0NoI00r6STF2rilQEuBlgJPKQWSyWPkJChAB3yAy9qB4b7ralhVQgypirlg4p1CPNE9SAs8EgwSaBNM8/rqmE1MGQJklnWWx2N1hvsffqR0THuszJi/sCwI8Fm88l5nZ3j0dQZIrpQqM498R29klK4Fnd6o015vKdBSoKXAAFIAA04AWE66aDBwYNE9kDQ6gU0FnK6YBCKsuhblTfmIIqw30Onxs6IMK4BeAM7SkHImPz69XH3TLeXCMdeW6+64p3RMn1lmV8kn3hled8uivAkyYkfzm3p6Rws6PVGlvdZSoKVAS4GngAIAoRPzDhCpIfh2elAvi/PuoTOuLY20NUT5Vp03gSiubwjoYP5rHa6FtLUipBiAMmPegnLzhAfKOaOvK7+9eFQ5/9obyi0THypTZ80vc5YsD7WbMnYBZwLmWnl2u9CCTjeCtD9bCrQUaCnwVFEA269AEsx7aYSu81guJsSW3sLiQKdFcV9wvjiAKPj/GgCUYET6SUmnKZHkOQBYI4T6bMXSxatAZ14U6NEFi8vd054ol916b/nNpdeUky69tlxx8/gyfuqTZeYCElGX04Z8Mt910a8FnXVRp73XUqClQEuBTaAABruuowoWDcBZuLizTHt8Vpk4aUoZP/HhCJNruHfiI2VVeDCW64nf9zwwtdz/0GOl49GZ5eHHZkWI1RamrRkenjazPBKAMfXxmWXajFnliVlzy8w5C8qTcxeUWfMWrh3mzI8lgeaUOXNDklm4uMxavKzMCESbuqizTJg5v4yd+Gg5d+w95aQrbi1nXnNvufbuyfHOmWXeotjeOz61M6SjzgCu5cS1+u1rf/+6QKdJr+b5umi4Oe61KxJsDqq372wpMAAUwGiao2W/eY2lu7J73dP0tRjyyPzklaGv+eRzzfyyfM17zns94lbY5eMbu1Rps+YsLnfd90i54prbynmXX1/OvfzGcs4VN5ezgsnXcOVt5ayr4nzULRFuLeeOuaNceN095eKx48tFY+8tF/2uWwiAuHjs3eWS6+8pl904PiSUCWXULRPLVbc9UEbf/mAPYVJc6yhjbp9UrrtzUrnh7gfLDXc9UMZFGHtXR7n6rinlvBsnlyMvvLvsecJ15Qcnji6/vvSmcmOA0WPzl5YFATZLgr7LQi/INhTGoVXebSGMValLfdouYq+99qqrTH/iE5+oa96hU9JPnK7p66Rfr4Qd2Bst6AwsfdvcWwo8JRRIpoPhZMCgbFFgXbVHHnmkblWQ98R9PTxjfTUrS1uzzXI3G8vU5KV8tlewnpv8LBzqujy7h97KuoJNJNRkhIP5YSR56NEny233TQ6G/1AZd/cj5Xf3TC3X3jOtXHPvYzW+Ln7/7t64FgBw1W0d5fKb7i+XXn9fufSGCWuHG+PazRPLpZHmgnH3lrOuvr2cEaB15pjbegxnXH1nOe3qe8rJo24rJ186rpxy4dXltPOvKmdcMLqcesG15X8vuqmceMnd5adn3lG++vMx5TP7n132OOqccvqY28uE6fPKnPiOJfHtyyAp0KnAE/SIj48rZU7Q++7YM8eK3h//+MfLC1/4wvKe97ynHHvssXXjPBNx0TQBR7wx9dwbrfvregs6/UXJNp+WApuZAsmwk6FbSdqKATb4Ouecc8pjjz1WmXmm62txzcOxuOQJJ5xQfv3rX1egwNg25gAqnu3o6Ci2uD7++OPrxm9WL8A4m8yyd2DDjjHW8BgLz7HOCAtjftCcRaHaCpXVzEVLy4xQcT0RYXoYb54IUHpyYWfcizjsKdPnLCpTZ84tk6fPKY88MadMmTF3jfBI/J48c155JNJ0TA/35ynTy32THysTHnm8TJgSQdwI4x+J/YUmP1FuD7XdrQ88Um6+76Fyy/iOcmvEN933cIDeI+XCmyeXE6+YUA449aay98iryjHnXleuuyecC+YuLvMDdKjYVgCdFSnpBAD7yvjz8JSp5de/+U35yle+Uj7wgQ8UO7r+27/9W/nsZz9bfvrTn5Y777xzFeCgX4aNqZ+BfKYFnYGkbpt3S4GnmAIYNKYtAJmjjjqqfOhDHyrf+ta3KlNPht47I++9wDZ0A17bbbddsQfPVVddtdHSjvcDGEvl7LTTTnXkftppp9WdR3OknmXMeO2SGf9bSiZWw45VCULxFxJBrHwQQBRWklhoZllZFFcXxd2FEcLEv3KCZpeqiu2EKqszAi+y7oFnHNfmrhC5x/mSSCt0uVqv6YCwOO7Pj3tza1gRcUgnIVCy6zw0a2G59aEnyoU3PlB+O+qucvq1E8sVd0wpdz7yZHmcai3SLonn1U9VrcV8ny7gWQk68ZWPz5hZxlx9dd1iwrYStpoQnNs8z6rfOaBIwOmddmtT86m60oLOU0Xp9j0tBZ4CCmA2GBeGbimaL3/5y+Wv/uqv6k6T9rexnXRlbMH0+8KQ5Eutts8++5TXv/715R//8R/LkUceWfd2ca+vh2fsLvrLX/6y7lr6f//v/617xFhOR9ndV74MPeefoNO1nUDAQYAKo3zEFXbAj9D1b1kw8hXh0rxKdUV95XevISQoUlQEkz5XmPi5LCZ1cov2bJVGVsfud8YqA0vDZXpxAM+ccKmbOndhuWPy4+Xym+8tZ4y6oZx51U3lqlsnlHunPFntOHOXLCsLIizpJN0BHOULIK0hzkN665LnApQiz3mhYqOGpOY0CMiYmrK5FUXSr2e6bd6rLehsXvq3b28p0G8UwKAxG6AyY8aMOgL+p3/6p/JHf/RHdStqG391Z+q9vbw7s2e/sXq03UP/9E//tBqxv/jFL9aN4IBEM73zPJrX85qYM4KdS6mK7ID53Oc+t65WfdFFF61h21k38/SeamKP2PoBEQIIVi2HsxIoMPKu0GDmq5g7xo7R9xACYFZg/pbWkUf8rmDgHdJ7LkN9PtZTWzYv0iwMF+4lobKbWa65PWxBo28IW9D1YTO6s9wRnnWPh5fbgqUhjQXIqKtloWZcFkC1Kv9YJqcIQC2+yleCV4F3G0kQXdEm67sZ571mPcSjg+ZoQWfQVEVbkJYCm0aBZDxGvPeEwXnPPfcsf/3Xf12e9rSnVab+X//1XwVTb0o7Pb2xybScY4xUN4ceemj5u7/7u/KHf/iH5U/+5E/K1ltvXX4TNgYAJ10G5XDucJ6/Xctzi4Gefvrp5V/+5V9qfs985jPLG97whrrVdUdHxxqMNfPquazBluNV+e6a1oV4b+jL1gyuVRbugTjPALjyvBkHKHRJH112FrYWoWv1gwALoFGloJXpQsIqy+YEMswtixbPKxMnP1IuH3dzeMXdEh5qk8vDMSl0NrAJr7RlAVbLI32XKq1LwlkNOl1AV8u0ssRKXkN8W9Ij46RL9995fbDFLegMthppy9NSYCMpgKEbBWPobC8f/vCHy/Oe97zy+7//++XpT396VYvZgoCaLEfLPb0K80pwADgcEthePv3pT5cXvehF5RnPeEYBEtR2trdOA3Y+51mH357P32K/geJdd91VQfGVr3xlBUXl441lX56mrcgz+fxaZe2GHYkXDeGnSzxYKSa4v4p5R2brO7dsztIArlz1IEwuXRKH74rA6N91P74rfi8nmXTOKyuWzA0V4fy69tqD06aXh2bMDieGpWVeZLAoChGQE28nyVhpmrQUvz27KrivdPHClYez1b/y6pYZt6CzZdZbW+qWAmtRAJOntuIizfbyute9rjzrWc8qf/AHf1CBB1PnBDBq1KiyYEGschzpezqaYAEk2F6OPvro8pa3vKU8+9nPriBBevrjP/7j8q//+q/lrLPOWiU9NUFCPk3AyN8krbPPPrs6OABFeQEdEtTf//3f111ILWrp8IzQ4+FyAzkkq0kb15r3V4FGPLYSh9YZ8xjjPAB0rHYQzmUrwaYLdABNV+jKjwREWlnRGTapsPtYZXph2HUWBTgtjrQAx4KfnQEyUVM1dAFOZA4Ro7C88Hr93h6JsOVdbEFny6uztsQtBXqkAGbFoEyF9t///d9VcsDMSTqAB2BQjx1xxBF1peLemJvrKaGw17C92Hr6JS95SQUHeQnyfvWrX10Bjit10wEA2GT+4gzyvf/++8uPfvSjCookpgQdEtSLX/zi6hl34403rpLGMp+1PrqCTjDreJfQxbC73pvva8Z1AdDIpIu9b0gcdIh8lXkptVhIaIsWd23dsGRpOCvE9fzOVcvlBDKZN1TnD8WLOuO8rjQQYLI0ArdusRBPh3S0mjZR8vgd5Yrg04bq0YLOUK3Z9ruGHQUwQLPVqdB4mAEZwICpJ1BQj33hC18o119/fZWKeiISRi0vTNWEQ265//zP/1ye85znrJGXPF/wghdU5wIuuySYZMKeTbBwLa+TsC699NLqNODZLJtyCpwe3vnOd9atr9mK8rmeylnlCxuh1RB2kJWu08Hmg2lnwNpXh/gyrH2Dgvk/C+bPLY8+Mrncfcft5frfXVeuvXpMuWHs78p9995dZkx/vCxdHM7YkS730anrv1WwqThYBRjbF7ANVftP0NbabosCWZZEzFUgpS7nGQDj2sCz9pVItsUdwwJ0svHnqKd7LeX1TNf9fvu7pcC6KDBQ7SfbY+avDHmecV4TkzR+97vflc985jPlz/7sz1Yx8ec///mVmWPqVFjvfve7VzkAYOqZR/N9rhvZs9fYfvoVr3hFBQjSyP/5P/+nOhI4B2xvetObKtClragpAchTXgI70pQpU+pW1lR/pBzqP2o6ecrL77/8y7+stqI77rhjlfRUC7nWH+w6QKeGDQOd1Sw+WX1XDGC6Jpl2xctCTTY9QIUt66gjf1G+vdvu5bOf/kzZ7n/+p+z4uc+WvX/4/XL6qSeXe+66o8yfO7sCD5VaZ1WfBcyRYFJsCbtQdUCILQ/MDaK2s8iofXzYd4Bi11+/U1WnrrtCRR9440LzqNdc735RnWZOcbPHdI1nGve7AJn6T+gZ+hpPbtTpkAedbPTZSdt4tTjf0qL/aJGMdSBomnn3FOf73Js2bVo57rjjytve9rbKwDF16i+z1tljuCWTTl7+8peXb3/723WyqF0+5ZF54yJ+Aw6SC3uN2e9AAWhRsQGtd73rXdXV2Tu4PFsD7PLLL6+TRTMveTQDt2tMfIcddqhu16Qc4Ki8W2+9dS2X/Eg7ymyyKEkLWPV8qL9g6GuFvtfrsgAE7yGRoElHx6Ty25NPKTt8bsfyd29+awDhX5cX/umLygue94Lyoj97UXn1q14V9qz3lT332KOMuWpUmfXkjNK5JGiZbtUBYqFn6xJ3om5qPQXgRFFriEsViFaEM0HX1NWwBVVGr+zqQEV0pfWM9PWZBkC4n6Gmrz+ADQAOJ4XqrODBOM1QM48f1XkhyxcZ1fveHTSI50MBGLkl8MTz/XgMC9CpFR7EFjuav9vzLrq0dNg0OiSjHUg65jvETWnCb4ySHeTrX/96ednLXlbBhZGebefwww8v3/jGN6q0wr6Dqf/Hf/xHMVnU2myYrfyaZfd74sSJZcSIEcXETVKN54DNvvvuW68z+lO5CW9+85vXsBUpU+YrLw4OVkgwGRQAkmiA2N/+7d9WL7YDDzywTmD1Du96VTD1vfbaq7p+e7a3o1nmTTlXxgyPPvpoOemkk8o24WL+5+xYz3xW+f0/eFpIek+vZQOWT3vaHwQ9nhO0eVXZdZevl7HXXV3mzZkZvNxcHYHaj2dagA/HgQqM2hj+kwGYLoywIAKJze/kUStPV6X1TBfA1jT1erPNRvr6rDyAjnwBTwCLLOtLnStPAFyE1eULxCGVVYmMqtD9BB0P9+8xLEAHybJBZQc1m9fMXsF5M5jl24bhR4NmG2i2i97aQqaXllQg5LXentnQ6/Jp5us56jPtGHNtAo9rPMzMmWF7aTLuvffeu9x88811fTOLQyazzxUAzOcBWF2j/C41mP7CTbppewEQJBoTQrk0c1Yg3fCISwnIcjZsRfJrlk/e8uOQABRJSxi3uT5AkT3IGnF5j7TD3mNe0bnnnlvBakPptr50WT9om3WcsXvoSGL73Oc+V/7iL19WnvHsp5Vn/uHTywte+Nzyyr/Zqrzu9a8uf/nyl5Y//pM/LE9/xh+EuvKZ5e/e+IZy4AE/LhPvu7d0hqt0BRygUyeWBgOPiZ7LKxNPO1PGwAE4AQBgABQqmnSBACCoolGCBfD1TFfarnlDVHcrQaMbsHTZulYCXwU0wBZAtILnYoBStYW5H/mTwqoTRCj6qqox4pVAGQ/16zFsQCdHXsT1cePGVbWB1VotNnjqqadWUZ44b8KaEWAbhh8N1L02oD1oF+trD9IL0mtLgvP+aEPNssjzvPPOq0x75syZFXi0ZwEAkQRuv/32ur4a2wsQwND//d//vbZzBvnbbrttDQ80UtA222xTmbp5PZlfxlalPuigg6qHGVsLWxAJ5Re/+EW1y3DL/vGPf1wdFoCE++94xzvKiSeeWBl3DvLEQCdBEfABRaCjrFy72YJIQVZLtryO+8CRatCKBSeccEK/9cesr576/ZlnnllGjhxZdt555/La1762PPs5zyrPfM7Tystf+dKy7cc+WPbd7wfl50ceGqrJXUPie3t5/vOfV2lN5fbRbT9aLr3wkjJv1mwj3MCFAJaw8QATqxqki3TXCnBUagJgCgCRPqSMlT7Z3WKAIJ8AG6sULA/QqHFcaz7HUBSg0RXkJU+rKMRqEZ6pkpSYBBTODwE6wLBrpYVoR5F8VQBAa4SudtZfyDMsQCc7klHQFVdcUXbZZZfyvve9r+qmLRNCn6wzGCWaId2G4UsD7UB70C7W1ya0F0F6dg7BeX+2oywDddh3vvOdMnr06DpCT8ARG6mb9yINuw31FLuNiZtpjGfvyXXOAIQ0PNz222+/yvSzj4hJJRwSdtihy/YiLdvL9ttvX6UcbtnAjxRiMVEABnj+4i/+ouy+++7V+YATQuaZDgnubbXVVpVRU8npZ2xGJAzS0bXXXltXTCZRAU4OBiaPArP+6pNZX9nvsw6Tzu985zuras+7n/aMp5UX/PlzyzYf+Y9y0qkjY1Xt8WFjmhYAf2vZf//9w4HiLeWPnvPc8ifPeX55xz9sXY77xcgytWNaWRwLeC5ZEGFhuFXHPJ0VAQDVuy2kjfBZq2ADcKzjtiw2eOuM1T47F4Q6ckE4GdTgPK4tDJVfbEy3ojMAhtSUgRQVA40VsWbb8lgxe9lC6bs/H78XhmNDuHgv61wp1VQpKfIRB4gtj3yXLo75RLHi9uJ431L5LIwyLAr17eKQpqtABYACxPrxGDagY8TFnZTuWGczmtL5chSXuumhHPvm7iG/1/XmefN3Xh8KcX6/b2l+Y55rExm6p+np+7MNaUcZXOsp7cZeyzLz+LJ+Go+yZOo5GXTEiC7bCwmBlIOJkjpIENo+IBkdgGXGP7dpkgbV2P+EN9aoUaMq0yc1ScumwSGB1AFMgM7/+3//r0o+kyZNqpIVVd/dd99d9thjjyqxeC9ng/e///1VKgFKCTpAEbiQvJTNu3mosTMBRd9AGuq+1I503p19NOulGW8MTbPOsp6SvtkG8puf/oynl7/+m78qe8UJ0/EAACAASURBVPzgu+We8XeVJZWBLyvzY9fQyy8dU3b49FfKG1//jvL6V7+tvPfd25bvffPH5eQTzysXnz26XHTOVeWKi64p990V+w7FFgrLquoqmHk4FywPkWLRovnlgQkPlmtio7lRF15fRl90Yxl98U0RxDdEGFeujY3o7rtjYpn/ZOxbFOAVk366JJiIOwPUJt8/pdww5tZy7WXxzEU3lKsuvCHyijjO5TPmshvKHTffVZ6M1amp4uJPjZcDwZCsHo1tGcZde1u58pKx5YqLry+jLolnI776suvL+NsfKAtmR7nDzW659/bjMeRBB62yM1EJ8Np56UtfumpymxFVNupkGjrQUAv5jdnRdFbXdOycw+Hcd7sn3VCjge/xXULSI+tcrC00aZEMr5mmp/OBoJP3ZDkxQeUy+ubVRTXEAQBAmPfCBkFVRuJQZhLHV7/61apGBjaYP6Zus7RDDjmkujjLU3jjG99Y99shCckPmHBI8Hz2E0DBvnLJJZdUqUR+0lLLUf0BOAxbfn/zN39TgXH8+PEVTABKOiS4p3y+i0NCUxWnfCSoK6+8sko7QKlJ6/6isTy756W9J/A49x3awtMibBVr1+3x/e+Xe8dPCNCxMGcpc2OH0quuuKF8Z/f9y0e3+WLZ9oM7lo9v89Wy/Ud2KV/Ybvey02e+Uz7/yV3LN3baq5x1ysVl+qOxsncIK50xQUfA/2fOnFUuOPey8v1v/bTsttO+5dtf3b9852sHlG9/bf/yra/9OOJ9yw++dUA586QLyrSHp4dgEhLHysA8s1AZLrqu7P+Dw8te3zywfOfr8VzksftX9q95fHfnn5Q9vvmTctxRJwW4PRQaung+nlsearhlkQ9J5saxd5YD9zuqfGuXfcvuO/+4fGvnA8ruX92vfO8b+5dTRp5XHps8I6SfkMRCGsND++sYNqCjo2j83/ve92qnxGA1fh30H/7hH1apRN773vf2myjfXyqB/srHtwmWLpGnBRYxqtrBgh7OXaNyoH7sr/cOpnx8V9ZxxsrHbRejw5B4eGkbFst8+9vfXtN7Lp9NOnrONfRqqmv643vzHaSNLJd6Yuf4Pia4cgUAthfeaerNfUz1rW99a7W9uAcctH3MnxqLevljH/tYrWt9gNTzpS99qdxwww1VGgJmHBKoCYEcBowO3mklgaYzgzw5KbC7ACiAYk7QtttuWy644IKq9svVqT/ykY/Ue9754he/uL5z7Nix9Z0JYvIj7bCNmcAKYJt11B90lQeQ9H2CuvMOfUJQjzzngBDQef4L/rR8+L/+OybInlbunzCpTJs6o9xy073loAOPKdt++HPlPe/67/Iv7/pY+eiHdiq7ffXH5cffP7L8ZMQvy4/2PLwcsv+xZXRIDbOemFdVVbRkncHwgc7s2fPKmFHjyhEH/7r8dJ/jysH7nlAO2e/EcnCEg/Y9PsKx5ciDR4a0dG15YlrY3IDGqhAWmnlLy43X3l6OPeLkcviBI8th+48sh/w4wn4jy6ER/+yAX5UjDvpVOef0y8qU2FSumoUCdCrwhHaNCu2u2yaWE485vRzyk+PKQT+Od+53Qjngh8eVPb95cPnZT04ot8ZuqXNmzA+AigKHjSf0gj2HPqLRsAAdNIHUDJZW3tWJNX5LtJuDYPRHJ85YO5QDHbzv4y3EoErqozbBaDEX564ZvZ5//vlDkhY9fZfFMTFu9glME+jk3BN2EPcxUaH78665z/GEITppvKntKN9zzDHH1A3OgANph1cXps57DECY92LnSDYX97VpKrQxY8asMWeGJIGp2xaaAwBDeUpy7BgjR46s83wsxMn2wibkPpUZYPVtbKIJYvoTsCAhWZctHQCANTXgAQccUCaFKi5VZlyjU3IxyLO5nImiyiXPDECNeo+zj29Ex/6iadaJvk7dJ8g7A5oDPGq/17zmNeXZf/js8sxnP6v8RdDiw9tsW/YesW857NAjy27f3KO8+53/Xl7y4leVFz7/r8tf/8Uby/Yf+0o56+TLyr2xBfYDd08p99/1SJl039QyY9qcsjTsLoz0pKTOpaGuClWbZXUef2xmuf/eyWX8XZPLfbG19oSV4b674/ddD5cHYtvtx6bOLIsWhO0nVFzLIwNqMXaizgCCJ2PH00n3Ty0Txz9S7o9dSfN58f33PhLPTynTpswoi8LGBGxS0lmuDBHmhNqu44Gp5f7xk8uEex4u4++cXO4c91A56ZcXl72/dVg5NVSFk+9/tNqdvDeY6ErU6UKZjRV+hh3o0EEn6BidcfPkrknvbFQmUFkMxeDbqDB8Gy8+Ow5iOJgBZmGU5xpGMhS/v7dvwkyplKwvZhQOdKygbIDC5kBCoKYSuufhGrqmq25/th95UYnZbjoX2zRAINXYnpiU0ZwMCiQwfPc8B2QAQwZA4Vsw1w9+8IPVvkI62iqM+4CG5IERs8sAG/nlStK84wBDgk2Che+/Onaz3CGcDgC1ZwCfVRHYioDf5z//+Wo/MtADmkARWGqLzbLJO0FN2ZO2/UnTzNO7sy+o0/zN04+ruBW1X/qyl1SX6Wc8++nleS94XlUdvj4GZn/58r8qf/xHz42Ba6jqnvkn5U1veGuoqQ4rE++dFLaWAIaQZlIqsfwAhl3tKGFTsRJ1154/AbZhqa9g20ldGSHSUn/F5RoDms6gg9URloen2bLYp2d5eKI574xFRTtDdLIXT2ek8yxQW5VHfSevNEEZ5BvvizXjeNXVpXviRZwc2GwA2fJQuS2cvqJcdsoNZc+vHFiO+snI8sCdHStBJ1Azyh8lq8ADfrrOugCoL3+HBehkR2mq14wKgQ7VANWCEZYOIO1QPHxX0sF3Yj5GdTyDgA5dNnUDe4H5JkOVDlm3+X1iDA64GOECHW0Ds6VSsulZGu2lbQZ5NX/neb5jU2J5YUgY7ujRoysTT68uUs8nP/nJur+NeTNAI6US2xlgmphoZWiRB4CQn8O3cgAg0fpGz/F4o8riIm1ba+olkq82YSAyMqQgDgnZP8TNvCeFRHPYYYetshUZwFDxjRgxok4k1cZcA5iceKwNBxSVK/NM2uVvcYYs+6bQs/lsvitj70kQFZPATA7d9r+3KS97+YvKs//oGTFB9A/KM5719PLMZz2jPOOZ8TvAmvrxta95Xdl9193LuOvGhbv03AAbUkVXqCgQurSuDeRCtxaz/OseOjE/ZrnAZZkXWczhqQEIRHqrInStkLAk6mtBlG1+3F8Q3tBRp8uFUHkFAC2rQBQ7pQaI1PqoNPO8wQagihD3gErNF3jFxFUu1MCrulJ7v3SxidyyxUvK/GlLy8Un/a6CztEH/nol6BDTAmJa0Gk2o/Wfa1gJOmZsG82apEbSAToYy1A+soNlTLLTsZIhYApcfgHRcAIdda7ujeRNTsTYgQ71Evsf2wlGnXR7KtuId3p3R0dHZepWiMa4gQH1D/sEqYdU4jqw4N2mnWNC2ry4ydxdo5b79a9/XW0bGCfg8b3yo/pKDzP9w3bX+geXZkd3OvhNyuMAwBOOelJ+gBHwsIkBckzaPbadiy++uA56Mq/ucfM9ea++fID+eAe6CM7RnFrw1NNOKZ/f8bPlTW9+Y5V6/vSFzy/Pe/5zywv/7E/DztW1BfgPYmByzdXXlNkxP4fUQQVGmhAqw6cSC92aEJw7Yr9XB9dWB7KDMiiL+ou8AkCWAYUAh+puDSQCsKKUK5+L9CufqSsWOK/L16x8RwW9lYBRQSPe5/2Rr1UH8t0kn+Wh8pv3+OJy4W9Hlz2+tl855pBflQfuCieEcKWuC8ZVu06CT3xLfY8y9+0Y0pJOs8FqUN1BR2dII6qGNtSP7FziJuhgWEa2QGc4SDrZLsQOoJOTJ4GOAQkVrIUugQ6mvTmOrC9MnYfaxz/+8VXGeIZuqioAof5IK1ySTWjNQUM+n6P4/G4AYuUAgGIAlg4I8gNgfmsPAIi9ho1F/+ntAGzspbYrSClJmZQtAREQ8V774Q9/WPf7SSCXZzL73vJ/Kq4nrZJGymdCK/Xgz372szphlHQJNKkHDUj0FTYwWgPfsK4g30F/RBUveHJxuej0K8seu+xdjjnsxPLgvQE6i0LC1wWAjnZQf3RJbgCvr0cLOis9d1rQaUGHTWcwgg5Q5DlmzTPea0BBwMgzNrufXcZSM9In82wywmSsQAKQABSSCCmXvSXzTdsLuwZ7J5vHuoBBvhgvg7wJqikpyUcgObrGOwwocrVOJpxlyt99ZWD9ld77syxJM3Si3qRuIwmzXY0aNapOnOUSzv6T3nzNZ/JcLA/x5v6+DaJTYMqCWSHpnHFFuE2PKEcfdkI4RXSETWdt0CFpdYUWdNagbTYkF1V8K+l0qRHQpZV0upiMtjHYJR2MS33xumJ7oRJLgMDQgcbWYY+jMmN7SckmmV4y04xdZ1AHKIz8gDbBQX5sfGwvJlJTMzXVc+jV/ZCvQRup0KoJaWNSRvkJJEcrJGDe6J2HZ4XNfWQ5kmZNsHBNmQGM4Nz97mny2aS/+0m7zf19G/R+oDN7UTn/tEvLt7/+/XLUYceViXdPCtAJ0AxHhS5JJ2LqwhZ0eiZpNiR3NYgWdFrQ0RayXSSzG8ygk2XF1Dk7YNzpAICpAwu2l3SIaS626dnuzDHzcx2gcBW3Hw51Wkom1Gwmg3JZ5pCQzFTc0yFP94z82QnNfSHZJOiwQVHdjhw5sqqspM1yiDf3keVvlinP89vRK9Plef6WphnUFVBvSkGb+xs36P1AZ9aikHQuK3vttnc59ucnlon3hEdedfkGNl2h2qjqkj5hG2rVa2uSNhuOqxpFCzprg066TLc2na4FMQebek0bTuDIRTMZ/FPaIZWwvVgss+lhlm0/mWb+Fmd/oDoaFeqij370o9UmBHS0g1yBmudejtSzDPXhHv7IF5Plxm1tQ5JNgiK7Ua6QQFXXvSw9ZPeUX0rQSPpkAfz27Xk/6ZHfkNeTztJy1OCCT/LLQUD3fDP/QRVH01gyv7PcNu7OctpvzixXXXp1eSyWyrEUTnW7Dlp0fTdJB+C0oLNW/WXDcEOjaEFnTdCxDbHlSKhnMBsA5Foaotci6BC5kO0iGcFglXSS3MnwjZ45ALA9WUkDUyeV2GKAvQHTz2/KZ8XNa3kuli8HAMZ9qw7ID5hR4bG9WD9NOkH/yWebeed5pjHHy4RWnmvpoJKrU1shgRSwrnwyv80RK1dPZctr4nXRwT2gxLmAapLURy26rmc2x3f2+k6CTDgMzItJo8Bm1hOzY2JrXODwxn9gJX1aSadXCq4mkiQqvgWd1Z1GZwAwKekwSjMqmxyazGYdpN2ib63uPF2j/sEOOtquACQYtUk16gpAWEUi570kc9zQypEnzzi2IqsOUIlxneaQwPaSILY+Zut9WUbAmLuDWiUBKPL6sgfP+hwSNrTcgzUdOgEdUg5pz9ylLa4v0aCmF7dzARjVkJJODEAiUbTIiLv6UF/qpPVea73X6ogU6JizY3S2xXWUvrR4fWjViG1wg06znJi639Q1th2w9I1l/22CxvYCPNzvyyFPTNJkUUDD3ZntxdprVET5zgSUdeWfacQkGgzXvCLziIz6TQYFmpmuL+XcktL6xibo8NTbog5NKMEm4mYbXHUeQBPDoICcFnTWqtskkhsaeyvprCnp5OTQVIPkPJ2mS+taRB0CF7JdiB2DUdJRNm02y5hldg0DP/jgg+sabCNGjKjqnI1RW8kL6AAYQAPATJClwiOxNN8prdDTkWXNNADQitSAkdt10yFBmvymnvLa0q8BnZtuuqnsuuuudX4PVfUWdVTQiT8xJyfrv3u8Ws5pQWetuk1iuaGxt6CzmpF1d5kGPFuH263FPlubzuCZHJptuBmbEzN69OiqZsPcORhsDDP3DCZJjWZyrMVNLewpP9fzndJlWKuTxQXppM80QNy8IupbYMYhASjmfemH4pF04Eyx2267lSOOOGLL60sJOlFHWf/NuAtwKNe6FGyteq1bS05iuazBAx0LfjLCmjvQrkjQtQwOwBGsszVcQKfJAFPSyWVwrEiQy+CYBEga2FxHtmFxHspjwdZJkyZVgFD+TJdpNiTOZ9ACkOkfVGPyz3vyyXNxb4c8mum4Wts0kVRG8ul+v7d8tpTrQNbAzSTbqVOnrgrc0K19x4Xd7qLaDztcpnHOyzAlyUH3vVHFdjydO3t+WTg/Fhmt67YZdCTMsOUAnDD9RNreW0TvXzbkbTrZ2DUSo68WdLqYQ3dJJ12mhwvodB+ZG+n3BDqbcxmc3rtt1yAKOGjf/XEADNJIfwGs/OTVn2Xsj+/srzzYPYEL2xVwsVqE2PbfvAt5hdoqw1p4tpIQ3BNbGZyHm8HCoDoCQTpjo7r773kg9vEZU2687rYyPfbyqVtuW4y0rFz/DewAnGrz6fsXDCvQaSWd3tVrCTpDfe01zBCjzsGIWOfnrbXzzjuvWvBzq1i52dpr99xzT2XGfe9a7RNDmQJUkLz+AInVyPfaa6/qei62AZ39hayFZ9Vu9zO4b0LuLbfcsmoR1UFDpwCSebMWlEvOvSI2oftpOeGok8v9dz8cQARdSDpAx2KjAUBdlyr49LX8Qxp0EAOTcWAu5iTkJm6tem31KtPdHQmGsk0nQUecgU2jp60NSMUkHRJAe7QUSAqQkrl/U5nRnggGtDbImzBhQl2Dbscddyx77713BRf38B6x+9Jx1tkY548sw4DEwSrnzlxQzjnlkvLtnfcpRx36m9iMbnLd2npF8M8u0IktESyBo/+0kk7P1YA4jgQdIw36+hZ0hifoZFtISYf6BwOwmrARau7QSdIBOq2kU7tP+6dBAW1HuwE+TTUtXuM67zWOBDbf07akz/Ymbj6X/KmR/eY7Jek8uaicd9qoAJ39Yrvsk0LSiS3PlwCYBJ3waiTxBOK0oNNLVWWlio02WtChjx3eC37q9EaZ7Fo8q+zvss8++9SJsrm0P9CxfL05LK2k00vnGsaXEzyagKJfaSs5T8eWCGw/2luTDyXo5LVBQ0agM3NJLPg5Jhb8PKD8/KDfBuhMqaATqLlS0hmGoNOsKOcZVFzzPH8ng6FCyVVwm95rxOBrr722iss5esl8xHn0dp73t4TYN+SIqzdHgi3VptO9fvI7s17y202u5D3EceCMM86oenjzU/72b/+2zp6najRR1lYBufeLdtEeLQWaFMj25Fq2PXGCjl1oORlYBLUJOpk+n2nmudnPG6Dz3Z0PLL84+NRQr02t6rU1QcdySwGkw0G9lhUtVpHJWPzO4DrDMDdNzIV0w0hsFrclXuxuaHkO6jV7uX/gAx+oYjD1ir1IjHzpatk1MKhsMJm/ON+72RtJHwvQLPtQAx110gzN9oERUHPQp48ePbrOR+HS+t73vrfOwrcBGkcKa49ZQPOFL3xh3fvlxBNPXO8GZn2sgjb5EKaANmdwa6dVnpCHHHJInXhr0KLvDfojijh/FklndPnOzvuXXxwSjgR3haSzOG5USYcTQSzYWsKuU3cfxXf7/lVblCMBppLMpDvjd92quRYcZBS+4IIL6iZV1Ca8krbbbru6vpSlQyxwCXQwGPYdM/E/9rGPFfvN0+PTxZ5zzjm18fC7N+cgG04TfPK872TfPE8MZdDJb0vgSQZgtj27jPpk2LUOmMUobQdg901SjdWVtQX2HBIPyYeHEbdW8ynao6XAhlBAmzPgJUWTkrlGG+y4rn0O+qOCzuKw6VxRdv/aPgE6/xtbG7DpUMnzXuNEMH94gU6TsTgXVDK9KdXZ+eefXw499NDqJ28Hwze/+c11fSqTQJ/3vOfVBRKNaAGOCYBiTAcI0eWTfICQ/UXscrjDDjtUv/qzzjqreqEANEwoG9EW0ZAaLT3pJx5qkk5+m/ZASu3o6KhqUx2fUVd7sOumOgYwpBr17rdtlN/znvfU7ZuPPPLIctlll1UJOReobJCwPW0psE4K4A00LDbIM/jFL7oPkNeZwWa+uXDu4nLFBVeX/X5wSPnNsWeUjvunluVLgY6dQkk58yJYIonb9DCQdNQH5pIjCsxFxZrQSEKhKnvta19b1WcYCsaSG1MluBjdWp1XcC4dJpRg1AQiQIUhWYGXOgYD45miUWFuyrIlHcmYxUMJdHyPQI1mFvyFF15YJ+ptv/32Vaqxn4u61hZysKHe2W1sVkYatpS/5UvUbU9q1S2pntuybj4KaIe0ItRsAl61JYFO5+KlZeK9D5arLrum3HbDXeXJJ+aU5fE9y5dzICDlJOiw6QwT0FGBRqB83alMbI8LFKjNSCvAA3MBOHYsfP7zn1+XvQFGNrsyorVfiJGvyVt+W135jW98Y91ThD4fg0odP7DymzrGNgB0tbYF5tVEnaeRbSmHsmYHGEqg45sEYGHSnVnf2oSNxNSdtmAwkUH70Fb+/u//vqpBOJJYzkS7wjCSRui1JdXvltIOh3I5ax8LoNGOhKcGdPCgDKup22fOpL1H2RfNX1jmPjmvLJizsO6ns7xzaVm2PKUcoMOmM8RAp8kck6G4phLNBGb0P+CAA+oyE0arpBaMBUA4BxBUZCQfe8Bzk+a+yDBMKgJWVHHnnXdeXeDQooTUKj/60Y+qam6bbbapAGVb4AQy+ZOIXvrSl9YlLkhWV1xxRXU6IPU4lDHD6qofPGdNug4l0MnvIul0dHTU+rX8SHql2Q3UAET7UI9AJyUdabQlbeHOO++sht+UdLqDT76nOzBlDQ/mus8ytvEAUwAPWBaDIIENOly8lsU1FpEuEIi/1e0rXL/ivtWcY1WZrj1sxEJNKL11zrrWOutK0nUtho71MeufLTdRs8wJvjMzfsX2FvHbE4tj1YBFMZ+mbj+gTBsaokzKb6fQ5Z3x9lh7bfnyCNRrK3itCc4jjbTUbKuWx1EWnp4rd32r3xYfE/nUUH8vL4PSkQCBjBBylCDG2C1GaBVcQGLzKuovTEQANnY/tD+7rXGBiCXVjXw7OjrqAomMepgtzzZSisBJgJoOmFHNYDx0+nY//Pa3v12By/a9+a5kWPYeob454YQT6oxk5WsCpG8YbIcyJSMdaqCT7YVKg5uqWeKXX355tfFxi7eY6VYx98YgIsEHELHpqF9SL9uPAcjYsWMLBxKST+bbjLuPYLt36MFW7215nkIK6Pcrme3yOAc22LJQgafeD6Yca5nFomaxU+fisJmEqh5jhiJ4dpx2Ge6BxpK4FJNR6y1wsqgCgORL8fOwrywvscr4ikfimZnB25eUhQEaswIYZgZAzAvAWBTlGbAQ71kcZVoc71q8YkmEpWVJSEFLA5CWRjmWRkGXLgmpbyl+3gVkgxJ0NJEmA2eMs1rr8ccfX0ev5tmQOlL1RSKhMjOZzzwTQENdAlyMWnNkmnkm401m4TemIp30nuM0QIVmBGx9Jd5tr3nNa1ZJVeZzcFCwX729TdiWAFgzb98xmI6hDDrNulWXwMfKycCDCyt3earYD3/4w3XAQo2adj+qVGDEiYQKlQOJOjX40O6AmPyaYNOs52xHg6mu27JsJgpsEOgEYgQYlACIZcvmBGOeE+qrOCdRBC8iCZFYrHMWKwMG8JCWApNCqli+gko/bEWRrBPoOC+zA2xmlCdnzyz3TXy8XHfLQ+WKGyeUS2+5t1x+y33ligELE8qVt0woo1aF++JcGF+uEm6+p4y++e4y7q77y/jJj5WHwj70wKNPDG5JRwUAAQz9pz/9aWXwmEVKN+bbGMFaVO/000+vDILU0jTgYUDJkJI5NH/nuTiBp3kOSDo6OqoqjcutuR0M00CH1GOLX4v7uWeETILwvHcNtmMogk7zm9A7f6vLrHtSKA9HAGJlYPMnPvOZz9Qtn5vSj/pUr7ZYfv3rX1+dDAxkSD+Ai6RtQEKNl23EOwZjXQ+2tjdsypOgE3GPkk5ASTSYLmBZvjikgpkhhcSgZvn8siSAZ2kAS8gJATPmxHBRDg2Kf/HI8uXUWrPjGo+4ACEh0lOkPTlvVhkzdnw5+OdXll2/f1bZ6XsnlS/9YGTZccQJ5fMjjh+gEHn/8NcRTorwv/X8Cz8cWb4Q7/zCiGMj/LJ8cZ9flG8cfGL56SkXl+Mvu74ce/6YwQk6GqjOTL1hsuZBBx1Ujf2cAgCOkSk9/Qc/+MHyi1/8oko2RqOYSzIaTCEDptBkDMmYmtfzWj6fsevOgY/5Hr/61a8qw+LVlsBDtWdrXgxq3Lhxg9bBIL9RPFTUa81vct4MWf9i10kqpB97vHAeoBq1wyP3eO7UwCbrVBujUuWgsnVsbrfTTjvVTbnY8Uw4Rr8c3OQ78z3DhsG2H7o2BQIcunClqy2SWajVMvgdWFFBZGmoouavmFseX/B4eWTW4+XJRQvKolBNLa5AYkVnoLMo8gvlWkWdBJ0F9Xckjctkoc4ycer0ctgJV5aPf/GE8h+fPK6873+OKO/5xP7lXdvvU97xqREDFCLv7fcvb9/uwAg/ibB/ecd2+5W3xzvftv0Pyzs+M6K8+wv7lH/5yo/LR/Y6qnzuwJPKVw85qWfQ0YmaR/ffzXv9dd79HSQcTJ4DgMmb1B8Ahx6eJ5qtcE8++eTqxZZzZ5pAkYxgXXEypUyTv5v5JCORBqhR21G7fPOb36zOCmazKxcvKRMLLWFucpgyeWYwHfl9yoVp2tmROgmjxWRzu2rS4mAr+7roqKxC8/v8Vo8pleR9wCOoH3Y8NjyOJTzeTCDm4Uh9S4KlvkUXdUuVyjmF44GJfyRr7vNWr+ip/a2rvO29oUuBaHbRFoXVA6Am8HTG9aoWC+RZGIOh6UsWlXH33V/Ov/qGctsDU8vMRTHYDoBJdwBSTQlbSVj0IwCd8B5bEdeAENCJPDgN3NYxtexx6LnlX7c/srxvu2PLNl88vmy3+3Hl0987pmz/vV8OYDiubPfdE8r23z0+wnERjo3fx5RPfvfosu1uUZadDizv+vz+5f27Hlm23Wtk2eFHv1kNWlk2dwAAIABJREFUOgrvyM6ZjNf1PE9C9neTyXeKHd7X0dFRVxTg+mrEmaoPag/qtCuvvHLVEhNZ9ixXljPzcz3fIW0G78lvy2vdn23+zjxIPSSaESNGVBUNQEwHA7PdqW9IaEbC3fPNMvZX3FP5ul/Lcuf3io342b+6gw4g4nDRUx49Xcs83dvcR/cy+K18zXJnGfOa+iFRk354RR599NHVLZ6tjmNKLpHD3drgAhjxmHTf3C1bPF9zzTX1eTRtglz3d+XvNh7CFNANVnWFrh9kG15sAGdJtLfFARiLwkgzOzwB7pk2r5x4/vVln5+fVU695PYycdqiMid20lgcaTurao1UE6EzBrHLSD4RhxouboYnAdDhSrCk3NjxSNnt0DPLu7c7uPzLp48oux18UTll1D3lgnH3lQvH3jtg4YLI+4JQ613YCBeMnVDOGzux/OKscWX77xxT3r39fuUDXz+6fHzPU8rnRvx2TdBJBinOEaFzHTfvZWftr2Yjv8w7YyNtqwCYuGeEqbMz+vIyog7RyTFGZfSMPHo6mmXNvMUkFowm1SOu5feuL6/Mh27fZEIjZPM9SGAYExXN+9///ur0wIjdLGNvefdU9g25lt+XcZZNnNfEeT3rUZlIOkDHHKWUdOx2mKDTPY9mfpmneDCBzobQrLc0voM3I8lFvXKtJ7V+9KMfrfXLDb/peEClSiJiz/vUpz61htt1TytXJD17e397fYhQYC3QMZgP/smjK/pLBZy4ND9AY8qc5eWSm6aXvY8aU3bZ56zys1/fWH535+wybU5Mw4z7YeGJJ2N+TDgPlGXzox/zVAt7D2OOWRqWp1m2OEBnYbk+Bk3f+Nlp5W2f2q/8y+cOLIeedlV5cNa8Mjs8x+bFhM+BCbHG5eIFZc6SeWXukvkRFsR7AjTjfbMWLS9j75xcvrH3r8s//88+5cNfOSYkoNPLF79/8mrQSUaSDMqIrbuNJNOI++vwvmRc3qnjWxrcemkm91FxYIpclLlCjxo1qro4K1sydHn0dGR53cvv8i7rcdlQiapMPs0y9PZtrmd+mR5wUaVhTly4kymxN33kIx+pc4GMfvPdmUdPZd2Ya5mf2Hd5T5axea95TZoEHYw1JR005pRhZj7Qz7x6ysc978t7G1P2wfaMb/FNaKMdAmVtRHs74ogjysc//vFq3zG4INUaCKEZL0pu1zwbTTjmIWf16o6OjjX6z1Ci1WCru0FVnrVAp8sPGugsjva1KPrOwkhDjXbrg7PLby7tKHv/cmyoxq4qPz/pznLemKnlzgfnlZkLw4mqAhUXaev/mZDZ5T7N9Th0ahGiDy4DOfPLuACdnQ8/rbz1Uz8K0Nm3/Pz0S8u0+bNDwor3swkNSAhRa4VJozFPKOYIBZQqVJQz+lGw5NvunVy+tc+J5b0f/2HZ5suh4vvOaeVLezVsOtnpdDwB82/Oa8E8dUQBo+6vAwNLRihfndVii9RUmDjpwYTMT3/603URTw4DyRiUM5/vqTy+Ke9nTLqxTlvO4Uk3Z/fl55mejsxLnOee8TzJCyBSu7ABYEhUMyaQ5s6TWdae8t7Ya1lW5UA7tgVAKPadzcBG5rpYQEdSDTtOLgPk3DW2Dmmaz+d593wStDf2GwbLc2iYgxhl8lsf4LHG4y1teNRrCTo530edU7FyOuCSzQ7JHpm0kVd7DB8KrOYgzhJ0YmmcaAfsOPPj8kMz54dK6v7yq8smlKPPHV8OP+WOcsrlk8sZVzxYLhs3KdyLYx5huFCb+7I0QtdMn2ijcdYFOpFJSBQrlkV/D2Y/9qHJ5euHn1n+8dP7l/d9bv/yy9MuKzPCo62q4sJLrgxQWFFBZ16AjxCgszzAMcody7WVW8c/XL613wnlvZ/8QfnQV48qn9zjlLJjeLmtmqeDKep0AmDh3XP88cdX7zAeYlZeFiwBg5FKv6lHk3nLzwjb6tBUGukaTaduZQHMcMqUKasYQzLxjHsqi/zdz+A3RnLVVVfVeRjm4GC+mEKWRdzTkfelbaZHL5KTvBiiASTQYXzmXp1MPBlab/n39M51XZNP5qU8XIIZttFPWay44Nw6ZEKuwOCaTcuoL3nbveENb6gjdgz0da97XZ0QS9qRrqcgnwyXXHJJVUVNnz69X9rDur53oO+hIQkHMGsT2jg6afMGFFSPVGwAOkGH1GNlanTTRnfffffqEWcbDcCt3TmyrrK+Bvpb2vw3HwVwj8pB6h+DjS7jSwxpq3qNlPPEos5y44Sp5bSrbi3n3zKpnDHuwXL8RbeXy257rFx6Q0c5/fKbyo3jO8oMg8SQGky2rKsaxLMcqDujrQaChfATUkXn/JCcFgToTC27HH5heKn9rPzbDoeW404eXWbNDqeDsPl0rSDACaH/w7LIM74spLHMOzAkyrcgindDgM4u+x9X3v3pvcq/7/Lz8t8/OKnssM+v1wYdHQ8TwbjMyOeWrFNZsdleNOajMKJjov1xZIfUQc2joKqiqjB61MF5hHGZnjRpUh05Zvom419XZ5ZOWZMBADZeb1/60pcqoBrJup/59pZX836ey1u+aAYQuVMzMNP3Ax7qwV122aWqCzEzabMcm0q7LINY+RnCGcFNYlUGDhhcgQUTZ/0GgoJrfltvLt3QlRfAc9SwqkMzfT4nznydf+ITn6iGdLP/0WBzH2iRR5M+zWt5nu3Hb2nVD3sO1a72QUr90Ic+VNsfsFGn2qTgXN2+7W1vKzvssEOdQwbYOY/QDpAG0SPf0VNZshxZ5kyT5cn7bTywFEi6Z10l/fN31k+Wwu+e7mU+mmBthrUpxmA2QIcdBmteFDfmhhPBhGlzygXX3VPOH3tXuTUmS150e0c57uLbyrX3P1Zu6XisnD36xpCCbikTp88oC8J+E5P56+z+JQEgS4K5d4aqbHlcXBHajRXhYLB4xaJy00OPlV0Pv6S8bfufl/d95vBy7EnXlllPhg0oygH6BibEoL5+YcTeU99lZlFoysJxYuz4yeWrPx5Z3v6pH5b3fuOI8uGY07N9E3QQMpmiToMZ8+YxejNTm7HcqI+RFSh1r4yslL7GWVkkEB2XeiIZ4YvDicAkPuXAFJrvbJ6v653S5Xc5x1ioPxj7ARxGQQ3i3rry7O0eugloZhIrem211VarpB0MHBgxLgMHafvjUB55ieVrdeSRI0fWBUzRD2OkChKofozKqSsBudhvNgnqy1x52Tmm6n6mka4ZSHDyZMcAPNazQ9P++q6NoQ0aZMjn83fG2gAgELuWv0n15t1oYzzRSDVAOZc+StUjWqEr26L7Fn6lAfAcwG9OGkWLbHPirPesryyT2LUMzet5nt/Txv1DAbRu1offzbrKunDNedZR/s60zefyGQZ+a5ZVDq9NBvMlBSyJfwsDKObFtSlzF5Uxd4R0c9UdZex9U8ojcxeUS0PCOebCB8r1D8wsk2fPL9fdPbGcOuamMvqeB8r0uB8r5dS2uygkmqVh2zEdlFPCMuULN2qrGdzVMa1882fnlbd8+uDyzzseWo45dUyZPSu83qI48X+Agm+M9hsAU1ecDtZmLTaTVatH3X2Pll32Pb2865MHln/b+Zch6cQcx727ea8hsCMJbdSmY+mAOpoOhkEjfH8c2bFUmo77k5/8pEpVOjimZyTp/bzANvad+S3ZWEhT3/3ud+so3xpuRrYAI8uyMd+Vz5KiGOdJAxgz6QEA8bgD1uwi/XXkd2Usb8v/sD2wLQAPIKIMAmBZqUvdpFie6sfSQ95lt9XuA4L++sYNySe/X9w88nfex2iAjsDuBSg5gZhvY94Nqc3AilSj7oANlSOQtQKF+TvSWBSWatJ3k24NlrStVYxnJRPzPsG9PBdnumyPfjefb5671x79S4Gsj6S/WJtIvta9Ppr1lfWYafK3WB6dS0NjYhKOasOIg/0CnVh3IOwzsSpG8M47H360nDvmllCjTSiTZswtM8Pb64pbZ5Rjzn+o3DBxZpkV3mYPPjGrnD3u7nLGNTeViZOnlaULtKGw0Yaxnjcbto6TeNWKmL8DeO6dFKBz2Nnl7z79k7L1lw4Om85VYa4IG8ua3aJ/iVkzN4gLPFgpUq0I+1PIOQE6i0JFOK1840dnl3d/4tDy/q8fUz4aoPPZEack//m9ynS7l8jojcrGbG2gw86TnaJ72o35nQwB06KyM+HTCFpnJ+UABUZ6HVtFJyPpy7vyHZ7XsK6//vr6Hu6u//mf/1knemJC0m1M/sqSz2p4tsa2PzqwwfhJGbyaMCqj6v468rvy3b7PIMF7rJJtVA5o2B+E/gAcecgr3cJ5afmmja2b/qBFT3TIa1kuMcagPRvA2GDr2GOPrapPAwQgbS5YArVvBDycQXj0ffnLX679wKArVyOQX+afddB8bzI1afL92kdez37kXvdzvzPP/qBRm0cXBdC0SX/nCRhZN1lfWS9ZN5k2f3tO8NuzeMvSAJ3lq0AHt4/fATggYn6owR6fN6fcNenhcm2siXbvQ0+UJ8MRYPbShbF+2fRyzLkPlhvum17mRV5PRl43BIhcdvNd5f5JU8qSudFuOq0ZHWu0VdAJBwO5b+mgkw0zG7u4O+gAAJXhXn8c2QgY4kkIVFEkHKBj9vdhhx1WOjo6asVK6919PfI5MXDjtcboiymbo8LQzwifjU26vhzZOMUaITWXzd54glFxkQoY6y0gSWXZ1/x7K0vzu6Txfg1/woQJdc4IWxg6puqsvyQdjJmNz8Zn3uWbvbu/vqu3713X9aSFcmRZxBiCOte+OAZwjLCGH5UtKZpdRh2RBAGNtscxgPs74LY9grlMHDRyvx0MJt+T71K2Zhm8t8mctAmqV9Iu6UogKZFMXbMtNjDU39RhM991fXd7r28USIAQ88Zli1S36kB9qBeDRip3ziQJRFmf6sZ196UTPDNp0qQqPXd2hsQb6rUQclb2h5BCAh6Whc1l4dL5Zc6ieeWJ2XPKYzPDE3hhOK0oR8xvueLmaeW4cx8ot9w/PdLFHMJYY23KgkXlgZmzy4yYa9NZJR0Kq9j6eqiBjo6TQXWqGHpuemwjQqCjAqTpr0N+NmSzp4nlbVKlQQrhPaQM2aE35t3JfORBEmCDoCrBYDBPTgodAWzZwKTvyyF9Ml4xqenqq6+uUhpVDYZGavva175WGY9v6I8j6ynrIr8T4xo9enTZIQzcFkRNm01/gI48eBXy0rNtAHfxrJssR398W1/z8G50RQPn6hIdgDxPMh6XnGJInNoYSQ14qhsxqSZXmP7CF75Qt0PgJm2ejvaX9Zv55zf73dM1ZfGMdNkeqOXYi0jzgnP2P6pebd8q2GhqWR5q2o1p632l23BLj6bZz6nz8QIqYk5FpmSoF44/pmwAInWnfrNt0bgAqQMPPLBoJ9LTalDRpgdnz6CzoCwJL7OlMafG1gOd4VK8LNRRneEYMC8mVl5589RYlWBiueOBx8vikGgWhXvzrEgzJ9rPkvA9Xr6I3TbyCNAJv7CQnIaYpNNsiAk61GvdQUeHytDseHkt8+n+O6+L3TN6MOLTCTFnjMBo02+jwxz5ZcV7ZkMPaT2XzxpNWkHAYp3eY6Sr0RmxsInkd2xo/tLlO8SCRm0kRBJgCwOiVGzW7LJYpJF3fx3e58h3Kz9mx9Zw1FFHrQJXwNMEnw2VfqQTSAFpyzEDX946rW/1zo2hW3/RIL9fGdQzsCGBAY1DDz20fO5zn1u1lw6HCPWh7gX1wlOSh6allTh85F46ADWBI9+RdBbnN2fcTOOa4GAvNBom/Vo01Puo8zAs0i9aYn6cdJRhr732qi79GFzWb82o/bPJFFAn6lQgfXJcsm0JW52+SiNhaSPei/ownpB17Vl9l1S677771nmE5hLiH6YOpLaEQX21HcUA0xybmOBpu+eY5LnCPJbwQLO1gTk08yvoTCknnjeh3DkxJquHRLQ00s4LOwkPsGoniomiy0INF/P8hz7o6MAknQQdNh3Ez4pIhp5MXZyVKl3+dt7boXMZ4WHKmABmABQ0BiDh2Qx97YTSZxk1IKMUHR+oYaZUbGaaA4NNset4T5bN+3iqWcGYCsdImlGabYAqzyjWkem7n9ebm/BHvhgdBwnS1VZhW0o1W4INAAEkgms92XuaadWJ70gXcHRUb751Y+tmEz5xrUeT/r7bHkjarA32uIST9ki1viG/2zkHAWo0NDJSNcAxWtVOfFfmKfaN3b/V9Q05pFMueVMhaxOYmzICbtcxQLbGPffcs2y99dZ1/hSmpy+1R/9SIOvSYJY9kpbFvDRLbhlYkzjVR3MQ6plsB9q9eX6kVANLW14AnGb61SXG97rm6dRFO1eEJUYIsAmf5wCd2GQtQOfym6aUE84ZX+6aODXqPAY7sdbaggAdi94s0wZiSZllS8MNP/bNGfKSToJOqteADuILOqGRro6RjMc1v/N6nrvf20HlZWTxnve8pzJnNhDqLyPDnLiZ+feWx7quZ1k1sHPPPbeqWOjxMVXMiF3HSJPeP79tXfn1dM9z+Y3O0c0oyggac8Pk2FiI7WwD0gzUkWXRETA5O2IC8yaI5HlKMOsDHcxaHpxJ5KnOst7zfQP5TeujVbYPI1HqKXQ2wdicI+pAoK8OfK84QUedUI9oF1YQ0AYARBNgMm+xb8ywvjJ1v69PUBez9XkvqSpVdxigwQj7kfvqjP0Jg2uP/qVAttesV+24o6OjTp8wn82OwSb2Zn1nunxOPRoQmMdooKCvJ9+TZs3D7wbwhNTTBT4h6dTJlOGPFjady26cWo4/+74AnUcr6CwL0Fm4FugsDtCZO3xBR0UgfoKLTqPDkxbEOm4ypezAa1dIV/WQCqgYuKsaTVOBGHHwwlKhWdnZCHrLZ83KXv3Lc8pA5YQZGf3myB/zyeVquFJLtzFHljHLhh48pIy2c4VswE2vb2SlTI5M3/283tzIP1kWdYORjhgxoqp0fCvw6CmsD3TUC2mX6odBXt2ilZDva37LRhZ9ox9DT0G5MG8qENsVcMGnxrKaACnNAEDdAx8xSZfUYUKtb7NZGxuQbcup19DQN2b+vrEZ+lJgbcJAxFp3JCyrfRgIKbN72rqt2E3sxfwAof7UHv1Lge516Tfa00KYDGwQQt2ebTvrWzrXDObc53hAIlJ3q/PUrwHN2iGGpXE1+EuAiViIFhsLci4ql9w4rRx79v2hXjOXLzQIq0Cna3Afsz9jd9HYCjpckck/oSCM85Ch4jVbtMt0T1WrMpqOBCnpZEdBcB0DI+UVpuLOPvvs2uldV0kZemNKVGg8inR+zI1R1wRROnkA5vCsis0G0FNZe7vmGfkQg7m+shsZ6WcACttuu21936Z08mbZfLOG6X1pzGeoZjROpp3flc+J++uQF3oZSVNdWkkiXahTygE+SYN1gQ4G7RtIDkbfGKXva9ZHfkN/lb8v+eS3ZscXAwvfDjzYaIAJdYgJwZxHmtIPyRptDD6AEzd9thbtWV2RtrUfbb75jvz+DS2r59EP6JB0SPJG1KQZAMcVm0PB1qFeM68LcHqmPfqXAuot22/Wp/aiv6K7dm7Aghdku26moxLFB0k7Tak422GdswJcqoSzuk+vykvfXAk7YRGt7tEX3/h4OebscCSY+FgFnVSvWUqzc1mkDtBZ0mlaaKxqMlxBR6XRYaoYbofUAtxLeXRY5n3kyJG1s0qn44h7OyZNmlQlgFz6Bgiws4wePbq+w3NZ6b3lsa7rntW56Wq5ZJOkmowX08EErFJAGlpXWdf1nuY9eZAyGBl5sGHwYo2a+kcjz0aYsXL2x5GNX35oD9QZ1El41EwJNOsDHfcBjmfe8pa31D2CMEZll3eWuxn3R/n7moeyoHfGWZ78jTEADrYezARj531np1ergfu+/NamyzQdvzZN38+GlaNa7xK8py9Hgg5gY7M0ojZII9EwROtDHAm++MUvVikfaPb1HX0pz3BNi6bZNsQO19jWaFwMQPUXk4ezrtWdtAYHBiK0GMAnr7snj676wuvWBB0txZtcNYwQQsFWXQxmxtyei256ohx9zgMBOo8HyIR3WjgcsOmsCTr2zQnV71ACndVEC2rE4TdJx+RQgEDkR2wERmxSjkrQkS0cyXAu6DQYuEpUaVkxXbmu+dc7uKXq3NRPVB7cWQGXd3mHNN4pr405MB1MAwDwGsJYvAejoXLCdEg/O4SLscl/vsk7HRn39b3KaySEiVgAFPP2Dkun8GTK75J/ft/GvqunsmWeymFgYGTGLZSKiTTp24UEIJKO84zzOvoAS3XKXR4jlGceWf6M8/pTHef7lc25I69lDCxJaR0dHbWerXTBiYA6S7sg7WgLvhmN/AYO7udmbaNHj67tlQqvCb7N78335bUsj/SkJzYbNOW+TfUH3EhgtvIwMOJub/CT/Sa/ST7O9QN5uZ9MUZz3XBekyeuedd58JvPNcg6XOOtD3DwncdoReMcdd6wDAhIyCbdJ43TBN3DUltBwbTomxHS1Q3R1llf1ngQgCra5SxaXi2+eXn5+/qRy04Mzqsv08nCbXhrebeFPW92qV8RmbyQeVh1X13SZjgHQGisShLT8pYPKL0+PLWBiwc+BPXyVAVjwZl578WErVvRhRYIkoDgJjckwrAEdxk3MKxuvRo1B003rvDrU6OiUXJKN4IwuM5+s3O4EcN3oeUTYHdgMUs/OFuJdpKlsHFm5veXVPe/8zehtVWSus1QbRrgAINUqjM08ikhXJ510UjX065z53synL7Gyctul0sFggI5RNToNNOhkucVZlyQ938YRwKKeypPA04wTbMSuc7jgdcfobaSfdOkLLQZjWu0KTXis8VyzBp/9j7JtkIbTBpaDEtKeNsJjyUCL+gtNMCZ0dqB5tnnXBNccBhpsOinpaBtG1tq61THYE3hFYX7yyOcTYPzG6EhsgIm6mBTLMYUa0cjcKJxxm+cilbe8PJ+SnmdMT8A8s2/Vwg3zP+oInQyA2V21hZEjV2tr8j6775VXXll5lr6wyceKWKVsUay9dvNj5bALO8rvJj1ZFkQ7icqJ5XRikBD3O4OJr+iMthSTToGNxUN7Bp1HYxmcs2IZnP0DdH4aoHNlgI49bgby2ETQyc7SjI3o2HRy7bWcHCpNgo6Jd0YHtmi2tAjAoVoCSNI0O173z1eZHR0dFagwfyNM6jWGXR1Qh5ame+ieT2+/PcfwB8B4qCkfqYp/PW8sBl0SkM4PPDUojg3Kne/sLe91XUcfzMHoFdhg4MAndfXN/L1nXTRa13t6upflFusY8sbwMFguuTl3qAk2zhOIEngMAEgApDX6bnn0Zzl7KvtTdQ1t1BHGa1CCmbAhktCpiEkjbDzaiDaZErElmtCPlIIu2lTO66EVUK/N/uM86wP92HR4S7JfaouTQrXMYYa0A9zN1QEImU/WoWeV01JR7E3albo0GNBuBaN0m80ZXO22227VU84zvlHds5u6p9zaOUBSn+3RNVjQV/A70qb6aO6F5R7PRs4DAN2ApV9o14LOslUjLI0eYY2aEN/ijhi1xk1thJFLQ3UFZLgGM8DqBDqw6+5n5+mtgnSqps1BBzcS50hAz0015FkhO6+4L0eOanVmo0KjVFIb9QnJR5l1fioNI1fvbDKLvrwr0/puM5qBMUaFkVNtUUPm0jHN7+mNPplfX2N5yzNBxzkGRBoF6FSY3UEG8OToXnml0fnQy7PyEPpK/76W/alI7xsSHJJOmLA2oM1z4Tc4od+3HBMVKamP1ENCdq4+Scg7hFqWlxwXWoMtamV5NUHaO7QJEjfQkad2h8l5p36lTVp6hw0pVdOeU079CeAADu8CWBwR2Kc8o++RogwQASKJ2nfkwE/7Nigk6VLxkniaEtpTQfPB/g50xiv0WzTST9jb0BBPoFIbNWpUtWFL1y/9oAWdLtDBqDAZcwp4W2nEVF+M7SqC+ixXZtZp2HwsWWMyp9G9CkrAWR/oaIgYvQ6kA2eHtmQ+tYfRYzKIZHh9rex83nfpaBgvkEzQwWB8bzKhzN/7hI05MAn2IeoYo2UMHQ3RjgEyvyXfsbHv6a1svqF7UBcdIVVa9sdIG60TeJQP0PgtAH/1jcFRfzbBK+nT27sH+3XlT/ora/52TRsAFtRYHGQMfLjZs4e9/e1vX6WWTckQDYGzpXW0KVtVjwy1DOkn1ZFZx/IFTKniBTopHRmIcNmmwmPPHB1qaowtywTEzI9SDv1C+Qz8SDckM0yS3ZImghSkT2rT3qnuxKQbq3yQ6g0oXd/S67K/2ho6ZP8n0ZA4DQL0FQNVtOZKT/vit7T9QrvhDjoaIcYk1qgR2IKbwASzFAsaNLuERo2xGs3zBtIBdA7PCxq6/LLT9dZA5KMjmZvDyG80acM4nSMnbGbnU9F9qWxp8/1igEjF0X3BTzpv95v593be23c0r7OFcR3Pb6KqwlCMRDGj7uXy7oE6vMvhHepndDA060xR+ykXkEmVWko77kljZJfOA1nmzG+gyvtU5IsWyTh8T36b63mu7fp2thFggbFTx7L3JOgkaAMfgxi2T/YATIvUkyNieeoPJJ10maaak79yGAzpbxYiBW7sCsDedeVI0OHQAHxIQkbg2pL6BI7sOhhjrh1GgyCdoB9p9ySgnHTtvb63Pbr6Bp6FJgaMJBxSPgAn+RiAsKORdgwUsu1sMu2GO+hkZxMjKuIaEQkabTZgqK8T6DCWj+GBIwAgFZaVJw9Bw+6tcbuu88iHFMWeQ8VDn069QS2QFZx5KV9fjvwuzyu3zsdbiBpPB2dg903KIm1P+fd0rVmGfEfGRkMABniSGoBpTnhFN4e0zdDMb0PP833ino5m/pmWwVnZMD9qopRukpGaQEnqlCbtC1mHzfy8L3/necauD7Yjv1+sLWDm2bbynu90DVgYeGH8JAS2HlLrK17xijooQqukV0o7bD3aFQcBg6iOjo76DnkDD/2IVG21DZLRkUceWemrTXqnPmarCHOmP1hcAAAgAElEQVSqqJcN+KjUqN8MiqjLlMPAjzoupSmDNn3VO1wj+VhLjCoO+JHUBGCkj40MScwz2U8HWz1tjvJkm1AP6AJocs4OVSb+JABy97WTfjmGO+j0hYgqSadldGe8NAlSpWj4RnQp5WQlins6VJ4OzqNGp+DFgwlSWdBTUxnkaDEZgnf39fCM53Vwo03u3yahYq4Mh0BHmo3NO/P3DnQxymXoxaSAKIDDCNIjr6/l7yl90kOcIcuf39I9lo60R6evUwF30k7acpybxGpETIWqPtWdkO9onmcHzO9vvk+Z83dP5X+qrmW5m2XMb2p+i3TaLeZPTWy0S+IANlbLYNch5SS9ck4Pj7f0arOiAGMzYEdn+aMhJkbC4HqO5pxKaAcAOzobeKElaYW3KFUdxwLqNLYYkowBmHwACDsr1ac8qdS0X+0OSOk3VOLmAVGPU/lZYdv7jN45/gBU71O+9uhqp9lOxAbY1J/MBuoWzUk6ySek6ZejBZ0NJ6MOrMHqLCqHrljHMIpXYbyduJT6rTNo4L0d7nXEqNCELLYGDFCHTrsOJiBNNore8lnX9WQ4Aw06aGLUSdVoxMqJAIjaeZLXECeM/uro+U0Zo49zh7inIA1aoimvKW66KV2iOxWR0bqJitIkzZU53+M8r+c7xXm9p/euq24G8l5P5WxeQwtAo52ytWHgRrYA2cDEPB0DoJy/A3AMIFwnuVJ3me8zOlRcpCISBGk/aeFd+gjVmZWJpeciDQCopdlx9Bu2UXTzrDZCtWxhWiCl3RgYAR1Mj6rHHDaA43l2B6tOkKRcN2Dg1k3q0Q95rlGHU+eRgsylk0/2qYGk/5aSd7P9qjsDXfTbIZxErKo+IqZ0GEiqn2w//fJtLehsOBl1EJWjQ/Ga0fipCzAy6iod0XWMS6fWwHs7VKLOykuKd40OjlGbLKqydUJ5ZEfuLZ91XU+GOVCg4xvyHdQh1Bq8/YAn9Qs1G5qkPWddZd3Qe/m+fHc+53pvQVp0RE+2Ct5P7BRoLnAeYL9Dc4OF3vLJ6/nOzDev52/x5jy8v3uZfL+AsWifpBo2G5IDQFBXJBF1l84VaGNlcoMi3mLm9ZBqMHPMXl7eld+dbdW70ZFGwCBMenYBQECKJ+FT2aQ0n3UjvXK5L3A0EDyb7yMVGX2rw7333rtKWCRpEg5AAqTNMknLLkWSyjl0ytceXTadbBd4lWAQQsUJqA2s0V0a9Ymu/XK0oLPhZNRYVQzmpfEDmxEBEAxvxHmjKZ3MqF+HknZdDVwaagkSU85rMeqmgzYSlE92oA0v5eqU3u35gQQdb0MPKg5qEapCI2MjZd9hHgiQXhcdVpd4/WfyyY6CfpgMZoKRirsH1zOQRjE7jBMTVUb0pn7hAKFOpck88rmM3ctzMXVNjgKVvFm2/vre9VNk7RT5brH6xzDQyfepJ2uyUT1xLAEogMUggdTHFsfzkLqRmzPmw6aiHk0L8N35zfLPd3iPeukeu5ZpnGsrycCkda/5nHsZtBvSDHAxRcHAhtqO7RBjBCacCARSGmkt7TbJRElb0uW9fOfaVBt+V5r1kvWmTZN2DIaBPXVp8jz11C9HCzobTsbsICoBw9P4NXjSjcZN1YDBu6fjZIfr6Q2ZFymAWsFIU8fX6Y3CqSWoFNaVR0/5Nq9lo9Jw2HS4Q2Iom2LTkWczaKy+wSiTgwL9v+9gYMYsSA/rA99mmdd3np2DasZoGPBToTAy55JEPcXuZxo7ILIfYLaCcyPnvJ9pfZPQ/bdr3sFwzt6QjC7rdFPqbH3fv777yuBAJwwegFKRmApAJcVTDJgAFQ4V6soggYRjgVNtDwiziwAnthe2GgCgTavL/L5mO3DunUkD5z2FBJS818xDvvLPYNBF5al+lNs5ycWAbP/996/qNKpB19kgOOEAxrSxAki2HHtW/fCHP6xSk/d7Z3t0UaBJf3WCPvqWARb6Z32Js943mXbDCHT+4+vHlI/94FflsyNOyf27fq9P9MsKUjlZAXkt42Znct7bkemMGrnoMrhbBZiKjb2B3YHHmc4ubTN/eebv3vLP+2Kg0917jb4cQ8q8e8uneV1emV6MBvI2eiat5XprgI1Rl0SBIXuuPw75eCeaYYbUPd4D7Kj1egp004J7Yml5UjFsY7ocK0wCBvrAONNKI/SUp2vSsm9gZqRVdEia9CfIrotuPdFVGVIaYNsw6ZIamEszNWKuNK2dCbz22N58NzUbZm4QZWmZtIE0671Znp7e37yf59Jl2jzPONOIM41z9aztm1/G2QYIGhhYdYBUY+AASIGQOrCoLWDSzrU5bcT3AyJ7VrlHajIobL7Hu4bzsS5aZB1pU8K60vaJhkMYdGLT7XLT+Gll1x+dXf7pE4eWDwTofDxA53MbCzp9Iux6EmeF6lwdHV0OBbyF6NGpOXiA8dZJETcrPis/n1/Xa6SRPtVrTZfpBJ0NzUc6R6aXL+ZGkrFECQZttIyRKTtAMOok9UnbX4f3G4GRMjhdUI+lDcmovaeQthvpnEtDojTCF/KZvJe/u8eez3dJC1zZ46jmqK/UZYakV399d0/5NOsCnQ0i2EAwV/Y1aiU0SscA36NtKTupxhJM2kTaQ7j/k9apWDaXROCbtBd0BBzWBWOzIVEqHzuDQMIhYXdE3wE0pFESD+lX+0AP9jv3SKXUc2xK2mx/tsee6qW9th4KDCHQsU33imBvK2KtuJicEpDTAJ3/CdD5WoDO9wcJ6Gj42bmAAjUdz52UFjA3o3LMAyPRiXRIndFzyXDWU701bYJOqtfku6Eu0/mejJvlpnYZGfMf5Ms+gqHlcj5Gyzp/MuH1lbMv942AGcHZZYzSvZPE0lMADK6nVCNGW2ADINOOgREb9We67nnJx3vyXWKMu7tEmvTpy/dsbFp14n3UaJgv8Gsu4pmOAQmuCTgkO/unULehI2ZMnYLJN9VnG1uuTXnON2WbURbtPoPyacvqn2SZ9iH3gYngPJ933zOC9O7JE83aYzNSoAWdzUN8DT87h47Ac8cIjiqAXQRDxMj5zLvenKDVF8amE+twOU8H86Qaoq83Mk4w6YkKydTEjvzt/fS+RpFcpAGlUTTGzTBtgl5HMEGj5Sxr5tHTe/pyTT6YCQnLKhGcFzgsWC+sp0Cfz0aR94AEVRJbTjJjLt5WTkDrTNdTLC/XxZi2uSHmnBgUKFOTPn35po1N633aEEZshE81RuXXfbfQBFcxMCVRU0mRFgwccvQvL3W2uRmzNpPflrYEZRKafSZBJ695Ls+7p3c974vbYzNSoAWdzUP8ZFAZG4VRRzG+2+XRaJwKyGgVg6NOAkzJELIT9Vb6zFc6oJNrrwEyy8xz8d4Qm458msH76fo5TphPgcEl4FCrmZNBasPIkgGI5dEfR36X0StvLBM+lSVnT3ePzax3jd1MAJT0/Lm5GxoDSnYPwCxN9zz8lo97GY8ePbralaxekN+aZXuqmFq+T9tBCzYOwMM+SN2pbkhuwJWUYzUBAwP2LFKitsbmQ3WlbQEvjDzbWH/VWV/rPcFBuwE6TSB0LQFFnPeyrTWfdT+vZz5+b67v6isdhmz6FnQ2T9Vq+BmUwDnmZfRp9L7VVlutsjuQJBh5qULosXUgnas35iav7Hw6HqYECBj7MSN5pUt2phU3D7+bId8HqDBhxtzmdgFcvrOMvIZ07nzGeX8dzTLJF5NEN8CaqpTusfuuiamRSHk8uDBggGlJfyBsTkL3Z3v7jaZZD8rkW7Nsed5f39xbPt7nEKNDukUzrpuXoo5IPrZq4JySKkUDGoMPgwSStXbBgxKosulQi2o3vqP7kd/Y/Xp//vbefL84g3er82xbfkub18R5La9nnHn4LU17bEYKDADovPkzq/fTmT3nqdvEbYuy6fTU8F3DFHl9pdoqVUD08BajxBwZVzHD7FDNTqgpuZ6dK9MYkdP5WwGBUVUeGFUzbTZD5RCa9zBZLuKWSQGKjNDUgGnHMZMdM891y5rf1zzPd/R3vK53NL+Fkdz3W4MtQcfSKxaUdG9d+fR3mQciP+UHrurKpEzfRbLTnnjo2ciP7SrbFUmIXcxghJqS9KOdeJb0I69sX9kexI4mXfubbvLrHtZFr0ybafK3uD0GGQX6EXTueXBq2fWwM8ubP3NA+acvHlg3cZszd/4Af7A2ZYATYUtyJOiJKjqI0bNJcJgF+wFjNcZuRE7VhrkDDkyBXQUYGMVlJ0vGkJ0tr0tHAgEKOaKXNkeJmV65nDfvUbtQ/Y0MpwGMyRwPo2Xl4j229dZb15UZJsWSJQlkze/LMjSvPZXn+T1iwAK4STpoSr1G0uH5hJ7SDIVD/akL7sMGGKSfXGaGe7GVL9QdGqhHAOw3qYh0xE2ZtOS5jo6OKkVl3SaNmnT1vrw+FOjXfsMAUqAfQefuBwJ0Dm1BZ6NrS6cFAoCH4wBXT7PGqa4wBoZgXlO8z3gpWeuMLj+lHh0/wSKZgDyTOTSvZdruMQDLkS0mQ51mhrJ5EbzUlCXdjals2Ie4TPfmHp3vFm+uo1mG4QQ6Wd/qk/rRYIYNDMBamNWkSxKruTsJPtoZ6cfAgsOJ+S283NiLOEwAZu0TTYVsK5uzfjdXu2rfu5EUaEFnIwk3AI81OzGGT3Iwo5phmPHXaDSZgmXiXbccCDsQ8KHTxxCawJHFTCaRMYaEYTR/u+a9JBsMyrLyI0O64TDA8J4jY+WgpjEx09pqZrz///bOPL6q6trj9iPDk8EJ8flsbT/Van2v+qz6R2utBRxan/pqffbxKYLKJKVULVgRgVhlciDKlAioECxlUKgSJmWWlKGWx6hoQCCBSJgTIHNyc7Pe+u5zV3ISgyR2MvfuExb73HPO3vucffbZv73WXgODmg1y4To5Vve4nf9HpTyj3UMigo49P+8bjhdFEIw/UWun/+CE00JVM6mxSQXvGU4bxRYmP+algPVB+pvZw1g/+ke9T19PE28BDzpfnhdog4OlAACDPxpXGPrhooRZqKnAshhMCGDWeswVPBwHygYAEPkZbG2jXCMDAwYMgArQgKuxwE2oAgM2rH0g1jMNKOpHNNOlSxe3NoK4jnooxwb2+uqzY/+M1NqTNFFAx94z7R1+fvZ5V0xMeOeoTMP9YLdFWHHUxpnQoEYO6FgMHcSp+NWDy4b7ob+ZPzZAjD5A2X7zLXDaFvCgc9om+qdcYAMFgwMfNVbZLPIijwcEEIcABAwMiEdwcYIaLI4cAQw03eBUsGdBVMc6DqCCjJ+U3wAaIhM8/yKqQ5yH2AUX9IhWWGC2RWfqYyDCxgXnpohbWKy2WS73a2QN9mUZhKwtSRMFdOwdkNp7sfdhEw5LEc/SH3BWi9o4nqeZyAAw9AEAxxQPjPuhv7HmiKo5QdrMRxtlWT3husP34/cTuwVU9iGF5WWybFO2TFq4Rf6y55AUIdaHkMDo+UoFpirdh6Is2LujqtWoTeem0fotR6OVsm3Xp/LYS7Pkew8Ml5tUkWDUzNWybX+h5B4vl8P5ZQ2mQ/klcvB4sRzML5bDJ1TL9aTmPV4ih/KLtAw9Voe4Nvd4qVKZ5OaXa1oi+48Xyj49vmLjPnn46VnS6RfPyt2/TpGuQ6bKQ7+b/sV8r/2zugofMVbYuH1HQwzPBWgiIfpgQDDOBy6E2SjncG/CwDFgwADnGBHlA0RhGFQCShaNkYiPeBLGgBKgQYxnYjQGGkQtrN3AZaEBRSgHfFohWmHQagob7WdcWCKCzuneEW1jHC/9LFsVB1AgoK9069bNcbamqUhfg+gXGBqb2jXxbFDQQOUaztnam7YPg9Dp7sWfj/8WADjytY+s2PShvL5guWzevU8KKzWwpR6vUMLAorrfKLAIpP3IbSFmulL3N+/cKwOT06Tjg0nyg56jpPPIOTJ0xnp5afafJHXGqgZTysxVkjL7PUmZpalSqu6nztb9mSsktR4ar+fGvPGe0uqAZmfIGEd/kqSXF8nPHxknnbo+I3f3GyNdn3hV+jw1tWmBDo3NR4w8nhkpDjYBDexiABis65mBhgcEOBTAg4V/1K0RmWAEydoMhJyeAQOuCQ6GAYQyABrKMc6GfAASRof49IJrMsWFoBd8+f/3oPP574i+ZeuAiMlQFsBvGQbF2PrA1TChMWUW+odNSOhjV1xxheOyWR9iYmTiVuOCP792fzbRWgBgyVPQWblpm0yfv0S27t7rQKdUj5cr1QYdndgyuTXQCTUWoPPB7hwZ+lKa/LjnEPlhj2fke71ekBv7jJFOfZLl1l7PNZBG63Xj5LZeqfLj3qlym9KtPVP0NzRB98cr6fkeAd3ac6zc3PtF6dhndIiSdf9FrXeM3NQzWW7srvfRfbTc1i9VfjZwmnR7qolxOrSzIT8fMrYTDP7MRuFe4HxuvvlmufLKKx33A+AAGrYgbAMExwAWO8cgYsS1cE0AEGDEwnKPHj2qvfkyCIWNBpvS7NWDTuhLrWcX0DERG6r4hItAxNa9e3fnMgeO2iYkpshiHDXeMtCkxPYJMS1q+QZgxu3UU6U/lMAtYJzOqk1b5Q/z35Ftu7OlKMTpID+x8U5lawo6Svqv7sbh7Nyjkjp9nnTtP1Lu+tUwufWXI3Twf046/DJZOjzUQFKg6NgnVTo+NMnRzb+cLJ3c/kRNX5YOvVMcdVQAgjr0Hq+ivHHywz5jT0kd+6XILY9MlJ8NmSEPvrBQ+iSnNy1OxwZNGp0P2YiBAqUB3JhgUMpAgSYSmkaIylCHBUDgdgAim6kCQvwGYFCNxbMAHBM2QPgTI+wvgwgLzCgKoM0G2Bk1JcChzaz9SL14jRap2ehLrBkCGPj4g7PBczbKIiiqGNiQImZF/IoXAyY648ePd94pEKnBHdEf6SMGNrR3U+srNS3j9/5eLQAnc0I5ndUbt8jM9MXywa4sKdZ+A5djazbVfQcO5xSgw6njhaXy562ZMnXuu5I8bZ48OzVdRqQtkmHTlsqwtEbQ1KUyPG2ZDNN02NQlmneJDJ/2rqbvKC3W8iDKXejSZ/Tap6euCtFK3V+hpEEH05bLsNdXyIjpKp5bsFmmZ+yW6Su3Nz3QsY+XNPxRs4/YjY8+OzvbAYW5c8e2Bo0k5PJhEQmiEsRrzFKJRY/oDI4JS3SABq4GZQPKNaChHig8qPy9OuXfutxwm3nQqd26rOHgu444NXhmYBLChISJCZMUuGImJ4hZ0WxDUQU1fkS8pjbNGk64X1hfpSb2w79r1+5/JWILADontc9kbNoss+YvUtDZUwd0apSSXN9R0NFuVB+zIxURdT5cqJKfI8dlR26efLQfypfMXP2tacNI82QflvVbd8ri1X+RFes3y5Zd+yTz00NKB7Vc6ECMcl2a+WmeZOac1PNhOiEf52jdnypRd26+ZB0plBxVONinighnnHEG1Lggbl/GDmIfNSmggDydgQR3OojgUIHGzxocDOs3DCSISwjqhZEg9hpcV1fN2gYKKzf82/a/jO1R3z2Fn8GDTk0LARTZOlFh0gFXHAYb7HXgavDcgIo0XDR2PdhkIUJjQkJ/C7ctJfO7qfWPmhbxew1pAXu/9q5JbVJqKX0LMSvEsfAG6BQo6Gz4cLukL1shmVl7pUSvV5PjYD0nfDH7McBxYrfqc3pQT1B3pYJSRH+WK5UqlemxSFQnQlHlvBtCleVSfKJI/rzyz/LK2MmSPnue7N+TI5FSLaMcrTpNI5iFMLmCdJ9jFXoOsvN6TSSChxhChOA+ilDfRQqM6stQ9+MGdKrfQZ2dcMeAc0G1lVksdhcYduI/Da6GWWq8b/ZRkCYy6PD8RrxzJihoIuLwE2UUFAQQo+GdGlc4aD6iRr927VrH1TCZYTDxW+K2gPUfS+kPmGEweUVtHjEt4n6I35hkIJ6360krlQCZLLUR26STmNwjOolRDTVVknbq0MBJeOM3gBOATk0frqqqORrwQXrOlYHRu8Yfi5Y0jBQoio8WyeKZS2Rw3yR5ZfQU2bMtWyqLtTRVqavSIbJKUU01t50iXVQ1GKKVercKNo4UhKoqtb5KNReotDqLtW597mhhjOIcdOwF8+LYN9BhMPGgkxi+13j3dTfrF6RsgA6htglHwbofoIPNF9qKr732movRAweM4kpYhFa3XP87MVqAfmNci/Ul+gXggn0f4nokKPhn7Ny5s0vhkBl/yAdAuVTLqVDAOKn9Kq/gpBSpzQ6/DXTqtmYAOgCSDvyat4YMdGqn8EvY+iiP1TDSeyvMK5X5s5fL479+Wl5+aZrs3L5XImWAS7CkhKZcxN23enSPpfyuIa2LZ1BydkbuHpQL0juAOBrXnI69FF4eL5mFXjqFBx3P6YT7BqCDtho2NoAOE5JvaEgN3N0QJt1U48MDBvt+S8wW4N1D9CHbpw+tXLnSueRCexb1eRSTWAOE6Fuo0Yc1GslboaN5mXILDmxssNZyKbu+Tc8Ef7Fravox1wewFChbB4akiOqw+2kIIZYr0HWXeXOWyIBHkyRl3BTZkblHyiMKF1ofkKGCMy1LI9Hq/yUu1ftvYPlch5JE3INOuHMY6KDm6jkdz+nYh10f6LCOQygEPFkwi7V+pN9M9WBj+Tnmt8RpAd679Qcb9AGTrKwsF2QS20GjCRMmOO1G1gFZXyaf5SWtiEaknPURBRz3FwOTU7VmADkB4FUDkAMby1EDPMbpaO/VdaLTU0Tvp0g9Eix8Y4k88XCSTBozRXZ9tEcqypVj0vUivCRE9H4rqspjsAP8lGvZeqyaWJOCwvUpR6f3yAIGWnkJBTq4th88eLDzVuBBp37QIZQEGoDxPKDaQGHPaKCDXz/jdDAkZv0PhQFTFuCzrpuXY35LvBYI9wP2ARD6Eb4eWdsJE6r42PYxeQnnq2T9RgdxXN0AOIBI9LSgw3U1oBP7pccCPoc02IMTV5kYbnR0MaZBpBxXybFSWaKeB5LU1mdK8u8l+4N9Ei3RUt16DsXpXTotOu6BNSNdx1GeJyBdz1EQCog6qRviutg96/PFPejwktnoFB50amZo9SkSoCpM2GbOWbu5xouz/8IfPo9WF3S+8pWvOGUTJigsDHPe2sPyxlmT+Mf5Ai1Qt0/U1zfsGKlxOFRlx6MMxvoXAEXN8VPfTs21rpzqnHVz2HW113l0JNQLT0FwOsdKZPHsFTLk4eHy6pjfS9ZHORJFFc4Mh8jqxlR2UKbhhBG/jcJ12L3oad0SDnSw18F5IwOL116rHcQt0UHH1nToG6z7saYD6CA68ZtvgbhvAcWGgmPFsmjuchn6+Eh5ZcLrsutjFAkUQMCN6g1AMaBhv3GbBx2vMl3tDohAdPEWObS+z8FmmaRsxul40KmvtfyxhGkB/RxKC1Wp5v0P5Y3fvyXLFq2SA/sOq40OoBNGHYDGuBwPOrX6hw0uHDTxmud0AtlqXfEalvfEDMJDMvJoG5BrNWic/LB+Yc/oQSdOXqx/jL+uBRRXAJiCvCI5mHNYjh7Mk7Ii9caihqHRWnZpAJABTxiMGla953Q8p+M4HUAHq3uCmLHwaQNyw7pR07rKg07Tel/+bv9BLaD4UaXudKoqlEJpVL0NMGmvvQE2jQccyvCg40GnFuh4Tudf3XqfX9OpPcQk+i+bqFg7xOWkDAxR68+qChWdKeg4Uq/Xqiv9N52EetDxoFNrTYfol4mqMu3XdGxI9SktALCYxhnp6SgugAiXAzHQcdyOGoZWATxfjKmptyN50PGgUw06xA7yigSe06l3pEjAg8bdGPgAOubA0wCI3+bWpsmDTozTUfcDMY5HgVYNQwGfz4IOF38xJPKg40HHg04dNzheZToBEeYUjxwGnLr79tvAxtJTFPXlP6wYoracqjxQIQX5RVJ8Ur1El6pxJ+s7ahBas7GvQOQ02MLHa674vD0POh50POh40Pm8MSKhz8HF4EkA/3t4F8ezQHFxsVOzx34LjgewafKAw1tW/CgvjsiOD/bI8kWrZcO6LXLs0HGJqmKBw5jqnmCAg60O+43bPOh40PGg40GncaNGglwN4KDJiYHw6tWrJT09XebOneviKRG8Lzs72wER18UF8CjoFOQVy+K3V8nwIaMlbfIs2Z25zxuHNra/2wyEGQlucLDTweEn7usJ5ka4YeLphF2dNLaOpnI9bWEzM+x0CMWNbQ6xY4iMmehrOmHfa2iv0Ve8R4Km0rv/uvu0NRpL4W6ICPvWvLdlyNCh0uW+++QnP/mJdOrUSe644w7p1auXc+q5bt06yc/LVzsWRFABB4A/5kD0pGCkIqjA9xjGlJyHEEkZ1XUbw/H6NpzlBPnxY2bf8WfBjvzBfXAP5vMsqK/meFSDu0HBNSpCQ1Sm4wMeCdJnL5VBjz4tk8amqcPPvVKJRwKy2q3pdfqwAVUfrO+e6z8W15yOPbINtgY6DCiAzsUXXyx9+/Z1cTBw6vjZF2glNP3U2sA6K44J0VTDC8FZZ51VDTo4/ASQ4nmztrD3zbsniNujjz7qXCPRNwhtgO+1zMxM7wYnnjtD7NlMGYAU8RnexVM1dP2dP/1vufRbl0m79hdIm7ZtpFWrVtK2bVvnGPa6665z48fC9AVy5OBhiVSUq8NOSIOYOUeYGlkzChFdFkeYNQ4wGcWdM0znIBNHmeYgE0AJJod8q3ZfAFcUx51aRlQXXiIaOA3xnhF9OUAFgI7rAuebUXUqGnzz1EcdBBdQg8/KIs1bpOeIKqr3p+dUTU29TJfKwjeXy2AFncljpsruj7IkWoYKtZbPug71AEAxctXG2rChSUKADo3BSyG0AQNJGHQI3EWUP+N0bCCK9xTZNAADdwOn06JFC8H32pw5c5yn3Hh/fgNfnpNZLXFz+vfv70AHD+R4mU5KSnIRH/mw69vivY0S5fnoCxAbg3x2dra8rIDToWMHOfvcc+TM5mc6at6iuZucYUjNxKRFi5byta9eIt3v7y5LFy+T/GP5mj/gIKLqPRqqhNyxsLdlAACCE3iE9uIAAAslSURBVKkBIncMwFG15QgxbNQo00DFlafAAHdCHo7TbyvKIeoCEPQBtD8HZdfUFzwfoAVgKSgqyEQixZof4NF97g8RodZbdKxMFmoQt0EPx0Bnu4JOaQx0YMqox4MOXeX0Gx+QxdMhXLWJ13r27CnLli2TXA0Ze/jwYSFCJGk8EvE8jPiwpkyZIjfccEP1mg4eCdLS0lyEw3h8fnsm3rG9Z9IDBw5IRkaGC11OaAPzMv3YY48JsnvOW16fxt+3YX3h6NGjTqTGus0999wjFyh3c2YLBZd/aSEXXXyRXHf9dU4y8J3vXCXtzm8vLZq3kpYt2siVl18lSU8Ok+1bM6WsRKPJqLZXpdq6QIjdAtGbgoEO6i4sgBPFBb+jykHUJh3TlemIqDuaCHFsKEcByIECXIuGH2C/Ei5Hz1UoF4JDTtzXuLADsfKoKwgnTfncT5CvChCMaCi28lIFK41UqoDl6iI6qEZZKzxSLoveeE85nZHK6bwuu7dn63FFGQDHQMcBW8D06G6jt4TgdAAc0N7EaxbE7dxzz5UOHTo4b8IpKSludpOamupSZjrxRDwXNHHiRJk0aZKTR/fu3Vsuv/xyx+U0a9bM7T/00EMyduxYd008PX/4WawtOMY+736oyu2R159zzjkuwB/hqm+//XYXyI1AXJanbhou1+83zW+Gd8q749tITk6W+3T9BvFqSwWbs9q0lMuvvEwe7PGgTH5lsob+mCMvvPCi3HXnPfL1Sy6X9u0ukW989dty70/vl1mvvy3bt3wiWTs/lawdOZrmqP+yfKlwasc6SCsg4GImykBfViH5R/Jl7yf7ZU+mXruDPPsle2eu7N25P5Z/nxzJPSrlJSqaw0hTSVknlwb5T8jeXZpH8+3JtPyUsd+Vm/3Jp3Jo/xHnP83sbVB/rtS6K8sicjKvQHL2HAjqzszVcg7KxxtzZPqkBfJ4v+Hy8ovT5JMPsvXa2qBTlwNuLOokDOjANu/cuVMGDhzo1nKYzSJSat++vRBe9rvf/W41XXvttRLPdP3117tnJTpmmzZtBHEBoHP22WfLpZde6p6da+K5DXjfPJ+9d/oAfYE+AReMYgVcD8evueaaesnKiOd2SoRnsz7As1599dUu9AnrnM2aN5ML/+0C+UW3zpK+YJ7kKsd74sRJ2bljt7wyaZp0/t/u0uGHd0inG++Se+68X37TN0lGJY2TF0dMlBeemSDjnp8sq95dKyeOFEiVxoJ2BFei3EmhlvOXNRvk9cmzZaLGrZk89g/yyrgZ8ur4mfLqhBnyWsofJG3iDFm1JEPyDuUFQFFaAz6lJ0tk4/rNMmPKm3rtDM0/PVQG5ShNmK6aaEvkQM4BrVvBqgLQg6NRjqk0KpnbdsnsaW+7a18bP1teHfempL4wU37327EyoO8wSXv5TQeEFSpeq1abdlyOlhNKPejU0wI0EKADp8OMFvEacnuAhwGGQZfBxlL245EYSMPPBdDQDhDtwG/Oc13da8P54nHf5PTWHvX1Da6pS/HYFon4TPR30+K05z+z2ZnyzW99QwY/NUg+ytwupWUanlnXUApOFEvGe+/LE48/I3ff1VV+evt98j93dZduP+8nfR8YKA/3fFL6dOsvv/3VUNUEe0eOHdBIvLp+X6UirCoFHQb940fzZOn8ZTJyyIvyxCPDZdAjI+RJFWlBg38zSoYMGCHDBz8vb8+arx6fDzrOJKocivOLptxSkRpvZixdI8kjxkvSbzVP/yDf4N88K0P6B/TU48/JtEnTlQva49ZlqBvgE6VIUaVsWrdNxj03WZIee06SBoyWof2TVaw2WutOlhSNGrp+9VY5fqRQRXc6fsKlhYAmvF/PkPu5hxKG00G8hmweFhqNLWa1iNc8BW1w3nnnubawNBHbJfzsiNmsDcLH7ZhP4+fb4f2ef/75Qgq1bt3aTb4Ana9/82vy2MD+snHzRqfVxhpIvoqlFqQvkV907iFX/8f35epv3yA333S3DNKBf1bafFn0x1Uy/81l8u689yRz6x4pOaGLJWgnO4LbiEpJQZHs2LZDli/MkIVzVwQ0Z6UsVFo0V9O5S+Xd9BWyfdPHUphfqCI1RFxKpJq/vKhcxWj7ZPXSdbL4rRXyzlurlN6rRUvnr5ZN67c4TslxNwp2cDyi3E5EjUD3Zx2SNcs3xPJmyOI//kkpQ+tdI9v+b6ecOFbkAMetOakCQRhowvufizD1nEwI0Am0N6Ku07z//vvy/PPPOz37+1R2W5e6du0qnhK3Daw/dOnSpbpv+P4Q//2hW7du7ru/9957BdEykwpA59x258htt98iKakTZMuWLZKVlS0Zq9fIEwOT5N+vvFbatr5Qzmv7Venwg/+StEmzZN+uQ2rrUupUj1E/LitULTId5FXTWYFDR2A4BhQDdGGfWDVFx0ukME+9HUCaz5H7Xezi2pRpUDVEW84VDaCD9pgCD2VWFFdoPSVaX1BGUb6WV4tKpbRAtdN0TSmqSgdwSS5sgaas61SURKRYAbGQ/Kq1VnBUSe+hQOsvLdR1H+VwHOBovYyhgVYcqR5XVTmIv8ZucQ06YTSm0RCxYZ+CmG3Dhg2CYVddWr9+vXhKzDawvrB27Vox4pjvD/HdH+y9856XL18uw4YNc+t9Z7XWdZ2WzaT9RRfITR1uEryQDx48RB64/0G55j+vU3ud86RFs9ZyUftL5IH7eknGynVSXFCqA7wOxbrmj+IAmmNokqGBVq3Nxr5SoMmmg7ZphpHW2JW6Mkw9uUrHLtSmq1SDDeCxvHpIwSHQeKtVTqxM7oN7CDTotAzVfkN7rVJVpZ0mHPfhgNDK0bL5jfabnnN1KlpiHxSQHtM9iCoaDzlxHk/HgMbAxzgewMfpuKPn7sm3QZ0+gM2Wke8f8f+N8K4xEIYwDEVNHoC5TI1CW57V0tnotGrTSi688EKnZNCuXTu3/tOsWXM5p+258qMbfySTUidLzt4ctXvBlgb7HDXeVDQwGx2OV2A86ow1GcwDwlYnQB3lYmwI15Ecg//ASFQBwK2lKFBhaFqJIadyLpo/sOEBUAAhyw4M8ANSQMEeyInG9DqXD0NVBUY1YCWNuPKC6xgXAbcq1LL1/rHpqXKGrmrsKpDev4IPsKNXedDRFv7MZmBTXxqwi/ZCfVpfGyXaMetA4efmWPi334+/b8Umpwy6EPY6CxYskF6YFHz7CmnVprU0bxkoGpkiCcoGgM8N3/u+jBw+Uj7c+oGUFOsaiA7ilc7KH0t/BvVgYAcwgoE8MPAMQEe5hypd71EPAbrQohTjHQCd2KK9TZQDQ1LyBuVUwrHE7hdQcXileYIyKAvAAGAAEABHocJ5JMDzSonuB8Q9BgajwX2p/E1BCmCDSvQZ9JmixacEHaCtsVtci9fCjcFLDG/2Uuum4Wv8vm8B3wLx3wIGOjYWwN1iRL1MRW2Dnhwkt9x6i3znqqsEEwNs/PBWgXp1586dZeyYMbJl82YFnGId3OFe4BB04HbiqOA3XE/A0SjXweCv19Wsj7iFHm1kAKeaXaludLunAFUCDibIG4xnNefJwrGAw3FcDvfgPB/oRMH9BecCdzh2j4jNuJ+ALH9w/zwL4AWIxa7T8oOyYjhHtY3cEgZ0Gtku/nLfAr4FEqQFGLgBHlI2UkRX+CBEeQDHuKNGjZIBAwZIv379nK3f+PHjZenSpc57ByK52oN/gjTcF3xMDzpfsOF8Nt8CvgXipwUMcOyJjPspKipyrnE2btwoK1eudECzZs0a5xCUsAfms9Hy+fT0LeBAB/XAGPr49IwzfBv4NvB9wPcB3wf+Tn0AvPl/xTHJ6rxsqYsAAAAASUVORK5CYII=)
Figure 8: Equivalent circuit diagram of organic solar cells.
1.6.2 Current-voltage characterisation of High Efficiency
Organic Solar Cell
The attributes of the voltage (J-V) current-density is after
the exponential reaction of a diode with low current in turn around
predisposition and high current in forward inclination when done in a dull
place. At the point when light is coordinated on a gadget other than the diode
trademark and the superposition of the dim trademark and the photocurrent are
fundamentally the J-V trademark under lighting a photocurrent in the cell
develops. The J-V attributes of the gadget and the photocurrent term, Jph is
depicted by equation of Shockley:
J= J0 [exp (eV/ nkT) -1]-Jph
Where J is said to be the current density, and on the other
side the J0 is the overturn diffusion
present compactness of diode, e the basic accuse, V is also said to be voltage
that is applied, n is the idealist issue, k is the constant Boltzmann and T in
this case is temperature.
![](data:image/png;base64,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)
(9)
(9A)
Figure 9: shows the plot of J-V for typical solar cell under
illumination.
Figure 9A: series Effect confrontation RS on the figure of
an curve I-V
![](data:image/png;base64,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)
Figure 9 B: shunt resistance Effect RSH on the figure of I-V
curve
1.6.2.1 Voltage of Open-circuit of High Efficiency Organic
Solar Cell
the VOC is said to be the voltage of open circuit crosswise
over cell by then like a similar gadget open-circuited exactly when J= 0. For
this situation, no power is produced at the voltage cause control =
current*voltage and J = 0. In any case, the voltage limits inside which power
can be created are characterized by the VOC. The point at the procedures of
generation of photocurrent and dull current remunerate each other is the
open-circuit voltage [41]
1.6.2.2 Current of Short-circuit of High Efficiency Organic Solar
Cell
Whenever V=0, the density of the current is short out
present JSC density, similar to VOC, which in comparative conditions as the
cathodes of the two cell's being short-circuited. For this situation in
addition, no power is produced yet the beginning of intensity age is set apart
by the JSC. The photocurrent thickness will be equivalent to the JSC in viable
gadgets. JSC is in fact negative with the traditions signs utilized here.
1.6.2.3 Fill-factor of High Efficiency Organic Solar Cell
At the Vmax voltage and Jmax current density, the eventual
authority density produce (Pmax) come about where the ensuing creation of the J
and V is highest or smallest amount in complete worth.
Far above the ground FF is desired as it is connected to
higher utmost power; yet, the characteristic diode-like of solar cells
consequence in FF forever being below one.
1.6.2.4 Efficiency Power conversion of High Efficiency
Organic Solar Cell
The mainly talk about parameter of the performance of solar
cell is quantity of conversion competence of the power distinct because η which
is distorted into production authority (Plight). It is designed as relation
flanked by the produce utmost power that is produce through a solar cell and
the authority of occurrence light, the method of PCE is written as subsequent:
![](data:image/png;base64,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)
1.7.1 Materials of High Efficiency Organic Solar Cell
From the "Sigma-Aldrich the “Poly
(3-hexylthiophene-2,5-diyl) (P3HT)” was purchased. However, the Titanium oxide
(TiOx) and Poly (amidoamine) (PAMAM) dendritic wedges were combined in the
School of Chemistry, Bangor University. Poly (3,4-ethylenedioxythiophene)-
poly(styrenesulfonate) (PEDOT: PSS) arrangements (CLEVIOS AL 4083) and pH500
were obtained from Heraeus. IC70BA was acquired from Solaris Chem Inc.
1.7.1.1 (P3HT) Poly (3-hexylthiophene-2,5-diyl) of High
Efficiency Organic Solar Cell
TheRegio-standard is known as the infers that every
3-hexylthiophene unit in the chain in this polymer is situated such that the
C6H13 deposit gathered; in order to make a beeline for tail or straight on. Regio-consistent
poly (3-hexylthiophene) (P3HT) is utilized as an electron giver/gap transporter
and light safeguard.
Because of these properties the polymer has the
characteristics of better requesting and self-association amid statement, there
are also the implementation of the gadget portability toexpand generously.
Thus, the synthetic structure of the material is
appeared in the Fig. 3.1
![](data:image/png;base64,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)
Figure 3.1: The chemical structure of Poly (3-hexylthiophene-2,5-diyl)
The optical and electrical properties that are considered in
the P3HT have been utilized to assess that the level of the HOMO level; which
is at 5.1 eV as well as at LUMO level 3.2 bandgap 1.9 eV and the eV.
P3HT can be utilized as an opening transporting polymer to
mix theOPV cells and enhancing PCE.
There is focus on the mixture of the OPV cell that focused
or created by Gang Li et al. (2005) that utilizing fullerene subordinate; “phenyl-C61-butyric
corrosive methyl ester (PCBM)” as well as theP3HT solvent C60 subsidiary. An
all-around blended mix film was then shaped by PCBM and P3HT amid dissolvable
tempering, as P3HT framed a crystalline fibril-like morphology installed with
PCBM totals. Afterward or considering the PCBM mix arrangements were threw on
PEDOT: PSS/ITO, vanishing rates were shifted to control the morphology of the
mix film.
The ingestion proficiency of the conjugated polymer is
additionally enhanced as the p3HT totals and structures fibril-like crystalline
morphology. The mobility of the hole focus on the mix PCBM-P3HT conjugated
polymer is accounted for to build due to the mixed layers' stage isolated
morphology.
Consequently, it is analyzed that P3HT that there is the thin
film that focus on the serving of the electron donoramid photoexcitation and has
a high opening portability. Thus, around 2 × 10-1 cm2 V-1 s-1 in very much
solidified movies and10-3 cm2 V-1 s-1 in thin ineffectively composed movies.
There is an expansive ingestion range of 400 to 650 P3HT and it has a 550 nm
wavelength optical retention crest and nm, in the rich locale vitality with
respect to the solar based range at 1.5 AM.
1.7.1.2 Indene-C70 bisadduct (IC70BA)
With the comprising of 60 carbon particles (C60); the buckminsterfullerenes
are steady, sweet-smelling, cluster or round formed groups found in 1985.
However,buckminsterfullerenes hasthe electroactive
properties, they have increased huge consideration. Up to the six electrons
when in arrangement; the C60 is promptly accessible and goes about as electron
acceptor that has high electron versatility and acknowledges.
The solar powered cells that have high efficiencies of up to
3.6% with a copper phtalocyanine benefactor and it is broadly connected in
bilayer heterojunction (BHJ). They arebasically accomplished through vacuum
affidavit. They are restricted solvency and along these lines with the testimony.
In the year 1995, Hummelen and colleagues had announced that
the methano-fullerene subordinate and the C60 adaptation and Phenyl-C61-butyric
corrosive methyl ester (PC61BM)are the soluble version.
With the separation in BHJ solar oriented cells; the
effective charge; there is the coming about due to ultrafast photoinduced
electron exchange to PCBM; there are also the support of p-type polymer that
were likewise given that year.
With these two disclosures there are pushed of the natural solar
powered cell advancement further. Generally utilized acceptor in OPV; the PCBM
is the most consistent. Semiconductorsin the circular shape offers it advantage
over other planar 3D electron transport is conceivable in it. Focusing on the
end goal to address this, a C70 simple of it, in OPV gadgets as it had a more
grounded assimilation; called the PC71BM was created to have a higher
photocurrent in the solar powered range's blue area. Consequently, the
principle downside is the feeble retention of visible light.
With the solar oriented cells the conjunction with
appropriate low-band hole polymersare concerned as exceedingly upgrade for those
of the fusing the C60 and C70 analogs achieve over 8% PCE.
Materials with bring down LUMO have been executed for
realizing further enhancements. To empower the tuning of their LUMO and HOMO
levels; solubilizing bunches are additionally being connected to the fullerene
center to reach the end goal to and furthermore to permit the natural
electronic gadgets (OED's) arrangement handling. Furthermore to accomplish
higher open circuit voltage (VOC); the different mono, bis and tris adducts
have additionally been produced to exploit the progressions in LUMO levels and.
For example,in order toprevalent photovoltaic execution at 0.84 V VOC and 6.48%
PCE there is the focus to utilized P3HT-based OSCs as acceptorIndene-C60
bisadduct (IC60BA) that has a LUMO level at 3.74 eV (0.17 eV up-moved than that
of PCBM) demonstrates.
In the Figure 3.4 there is the demonstration of the
substance structure for various C60-based fullerene subsidiaries.After
utilizing pre-warm strengthening for 10 minutes at 1500C; the P3HT/IC70BA PSCs
with methyl-thiophene added substances have been appeared to have higher PCEs of
up to 6.69% with a 0.86 V VOC. With the higher LUMO level of 3.72 eV (0.19 eV
higher than that of PCBM); the indene-C70 bisadduct (IC70BA) has additionally
been orchestrated.
1.7.1.3 Poly (styrenesulfonate) and poly (3,4-ethylenedioxythiophene)
(PEDOT: PSS)
Poly (styrenesulfonate) and poly (3,
4-ethylenedioxythiophene) (PEDOT: PSS) due to its hole conducting properties is
utilized; it is known as a part of organic electronics. Cushions or cathode
material between dielectric material and the door terminal; it was before
utilized as dynamic in the gate electrode.
It has been utilized as a part of OSCs as an anode cushion
layer on account of these properties.It has various points of interest, for
example, the high straightforwardness, thermal stability, high transparency and
mechanical adaptability.
While its electron fondness is 2.2 eV ; it is extraordinary
compared to other opening directing supports and there are enough low to block
electrons; as it has a high ionization potential that is relatively equivalent
to ITO work.
With the blend PEDOT: PSS is utilized for enhancing the
ITO-anode contact. It is a solitary part polymer with two ionomers. Conveying
positive charge while the other part (PSS) the primary segment (PEDOT) is a
polythiophene polymer and sodium polystyrene sulfonate polymer conveying
negative charge.
Figure 3.5 focus to demonstrates the chemical structure of
PEDOT-PSS
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAQMAAADPCAYAAADxjLSwAAAgAElEQVR4Aezdx5NsyVX4cS35D2DBkhVEsCYgggULAg8baSGQBgn5kZBmhBBoGB4I4WXwdkTjBUIYCW+GxgvvjXCv8d57X7/7uTPfefm7UVVt61X3vMqI7Lw3b+bx5+TJvFXVT1kdykECBwkcJDBJ4CkHKRwkcJDAQQIkcAgGBzs4SOAggVkCh2BwMISDBA4SOASDgw0cJHCQwB0JHDKDO7I4XB0kcE9L4BAM7mn1H5g/SOCOBA7B4I4sDlcHCdzTEjgEg3ta/QfmDxK4I4FDMLgji8PVQQL3tAQOweCeVv+B+YME7kjgEAzuyOJwdZDAPS2BQzC4p9V/YP4ggTsSOASDO7I4XB0kcE9L4BAM7mn1H5g/SOCOBA7B4I4sDlcHCdzTEjgEg3ta/QfmDxK4I4FDMLgji8PVQQL3tAQOweCeVv+B+YME7khgp8Hg//7v/1b/+7//u9Iuy3//93+v/ud//md+9p//+Z/z9XLMVdzDvQ7/VcA+K4xtchhhNG7s28U1nVSWOMdnjbkb7d3Ci192V+n+buKHC951ZaSna77ietu8dbDO27eTYDAS7rqKmRj6r//6r5XqXhvD52XgtPHrcJ8256qfj/IAOzmM7UjnVeNfwuMMI27XFXTczULv9D866K7xx2+8uoe/ukv8oy10vdRF+vG8RVMfOelTN5VtzzbNqX8nwSDmQqJFZMLueUz/+7//++rP/uzPVn/7t397JUYRrlEwKXzsG+nbxfU6XPrivza57IKGdTBHvCON4/W6eVfVh9+K64xc392iIXuIDng5nv67UeBL7+lDX/xr//Vf/3X1N3/zN6t/+Zd/mWmTQSuNWUfntmfrxo99OwkGCIqorkeGXfccw7/6q7+6+r7v+77Vb/3Wb63+4z/+Y6TvQtdgE/SoWH0j3gsBvsCk+DfV9boMaCmbC6A595RRHtEYHecGds4Jo/ObCn/tGCjmzh38yTaW9hEdO0D5BMjkriO5P/Hw8T50odEC+SM/8iOrX/7lX55tN7q30bnt2Yhn3fVOggFEMY2BJRPjsz/+4z9efcM3fMPqm77pm1Z/8Ad/sBL9LsNQTIKhloYSsHuGOBpB46+yDReYcI78p2ht18ZU1gWLnl1VOzojfOGM1qvCswkOvke9dK/P9S4LHuMXnlEHd4P/JQ73aKjNX+joj/7oj1Zf8zVfs3rTm94002zcqLt1cgLnomUnwSDGEB+jSyLdY0w28GVf9mWrH/iBH1j98z//8xOOc1GGzBtxwTEKcDSEy+DYNnfEgRYKHmlyrabccby+XZcRX8YXzruBHy40pBeycK/ejZIukn88R8cuaUjvcHSdfbiPhn/7t39b/d3f/d3qbW972+orvuIrVn/yJ38yL5SN3USj+RctOwsGERVz0v+MkPDVf/qnf1r91E/91JwV2CrICvQ396JMgQFXeMBjeMG/KNyzzhsVBnf8aJ2PqGhTjM0p3DfW9S4LfdiiRQe8I927xA1n+OikIKC/613iDzdceNaO9nk3cMMRHckDHWwDLdHzO7/zO3PmbBvNX8xRN5VtzzbNqX9nwQAChGHqr//6r+f9z9///d8/4aSU8I53vGNm9Ed/9EdXniWUiLtoCy8jy8kI2f7r93//91d/+Zd/OfdfFPZZ5qUQ7ehgZPGnf/qnq9/+7d9e/dVf/dVMB57HMWeBf9kxDI4sZGWyMSVDjPbL4tg2Pz3/wz/8wyyL27dvr6yECjp2XeBnG1r4/uIv/mL1m7/5m/PqSxe7LNkEHF2jA/+2zGzDoSG6VDJ661vfunrDG94w9ye7TTReRn87CwYRJdV5+9vfPqc7P/MzPzMzRBGE7v71r3/96ud+7udmwZzGKAE0Rtt1ggkn2ATJ+QjT3ku69YVf+IVze3JyMp/QRod5YOWUwQmu/p7VN7bL8d0HV2AS7H7v935v9c3f/M2rz//8z189+uijK3S0OseLtjLSpA88dIxj9Eef6wr+K12bJwj9yq/8yuorv/IrV1/8xV+8+tmf/dlZJwJE48itog/9lRE3vJ6vk02yNW+cU5CmE1nha1/72nmb+Lu/+7tPLAgjLrCVJR2N0Sbnsa/+eOo+mvULhAKRLeoXfMEXrL7xG79xvv/Hf/zHmafmgu96iQdfI2/pJ1zmNK++8Ls3lzy8LRCM2MaXf/mXr374h394Dgz6BYnv//7vX33GZ3zGHKxGnOvoSV7gn7fsJBggKKIYuxXoW77lW1Zf9EVfNGcCFE8IP/mTPzkHg1/4hV+Y6cacqphvTHAStPvGaQln7DM3gVmFv+u7vmvec33913/96lu/9VtX2i/5ki+Zg4IswVwKaw7hj/fh6Dkj11cxduwDz1h9nMq9/R7+4XVQ+p3f+Z2rr/qqr5rl8RM/8RPzK1W8gmue6/BpR3xjf4ZWn3vyNn7kK5p+7dd+bfXII4+svvRLv3Tm/7u/+7tnmtx3Yg0WGmrNjb/gRI8x9ZFHePWhBR8MOlilwL/0S780Ox/DR8O3fdu3zQGSTKzSxicPsFzXxl/yD280aZPfeA2mEs0WKUFAYHZIhw7OaH9uJW51xjteVCU6wAFfG0ytccZ4pm3uOB59ZGHMn//5n892KRixTYvWV3/1V88B8vj4eKbjp3/6p2e9yRzCF9xoQGd6mwm9wJ+dBIOEQxiuOYVVkWMSPGY5xJvf/ObVG9/4xnm7gBECIqgY1QbLdUKOzwSjfxQ8AROktxRwOY39jd/4jTlLYPTwMryv+7qvW33P93zPHIXBT0ngJuRwafUZpw1nrTmjQoxDh6j+tV/7tTMd8P7hH/7h7LCyIso/OjqaVyT39oTmMXhtBWz3ajxHg1bVjxay5oA9d2079u3f/u1PBCOGLxDCJxhlfJxS1iAgJs9whxdN+PS8vrGNhuhFD1roVhZC/w6MBUeZAfoEbbjJyfO3vOUts73AZS55wOE6eK71RYf7+pJT99FnrAzNtpTjswG28fM///OzLE6mTA1u/TKnR6fsTSYVDnxnn8EccUSDMap5+tCDbvPdazn2D/3QD802CJcAZJGUyaLnaLILvmEBQ48g5TndgAV28MPh/jJlJ8EAQQQQ8wSHAYzaqzJMq9GtW7dWDz/88Erkw2RC1JpTSfDdg50gUrwxziY4FcOyChOorIPhpwypoQ836ffc1oHAf/EXf3Eel+ISeArWjgW+6EALXlX9gsCP/diPzVmAiC8oOQiC1xiw8Yte75Ep2opNLpwx4ycHY8MDdnyjJZq0PYt+fVJxB0+MCh3gk4U0GB1ggc/gBS2yQIs59GQMOMki/s2DL7zR5151jwfFWJnAd3zHd8x02BZKgzmlYBQNrgUFqbrtiwwKHfbQwSczJTxoqNanVfQLQIr5bI+OyxThkJnSCVrxSN4ygl//9V+f7ZONChoCpvngGKdGU/hmRNMfeD1TyQ8NjXdP52zDwkDeFiQ6x3+wzREs0CcQfOqnfurqFa94xRxAzQcbnuC6Rrv+y5SdBYOEoiUwxGKYMzJIq8Tnfu7nru6///55RfA2YTxUI7gCRAIHi/EkaK17425Pe7/v/d7vnY1epLXq+NyCdBBucwnZeAUdBE7R0lXOYsVkCDmLOeHUokOlhO6jBy0MSyou6/m8z/u82aDwycgZXPNHIzEH7VYJ++dWJMHDHGPhitdkESz4VWNU14KAoMixbM04lsyIoUcHuGCq5IIOY9Dxute9bl6hGaO03Vj4wA7vaHThHVsyx3fBjjykwIKMQKCAq6Yf8GVOZMhJ0MEZOQv6GmcOXMuCNvz0HF/4tU09njJFzk3PFh/y5eCeq/EGh2yFDJ1lkZ+tBNsQTMwJPhrYgnvFfc+0YGmNQT8+ZABkwcnZKBmxxWx9nAPXyZSt0MkrX/nK1QMPPDAHSFk2XzIWv/HtHh8XLTsLBghC2EgshhMOJ7VCUHiOU6oUowkmJjE9Chs8Bs6hKQycH/zBH3xiS5ByRhr0gaNlBJQkjbZdoHintg48vX1gTMY1x7xoALPIjE8BDm4BzioPhrSOYTXW3Eq8gQ0PeTA2q+FnfdZnzauoQJIzwmEsWCM9rusni5PJeGw/0CHlBlNQ5IBgwAtGcjRX8NOn4ttWCgx0SN0FiWRhTPJrTvRo4bB6ORDj0J/+6Z8+p+IcsgyN3IxTwIgWfe7JDB8CmuCIDpmFQOGZccnS+KV9gI8WzkSGtiV0W+ZFTgoYxkaPNnjw0InMRFAUSMhUcCMjtmO+8fECJ17ce05mKue1QIAhS7NNsQCQOxs2L9xgguFev0puAvuDDz64evWrXz3bl2zL/PTZWO1Fy06CAWGMRI4CwzxBYVbkFfmPp6hNyKWIVngRMyMpiGASLAxz4va7VnbGQkAUDbe5KcacjCeYaESDFnzwZAWCgvTNPtoKQhHmKymfgvWpDE7aZ47U06FUzuM5+Og1h/Lcq+5HmvQZz/k5gT01eByqz2CgAf3mGR8v5jmkZHCf8zmfMxs9OgSjZJDRWYXMxTsaFPJCI7j6jC27EAyk9nTDqDM2bTW54M8WSRAyR0DhjGiLjlo2gA7FfBUdin73aBWo2QZ9kLE9PV2hv7H4j34t+uFte2SOAEeX8MMTzcYHJ5ieuTYOLfiiU9kBW7MF5dBjUEnXWjKEB50WPIsD+ulEkLTYJQe04hM+tMAHrz4FPDZhoTk6Opp1jA6LH/7wJXCh2VzjL1p2EgwwhSgVgVX3BKXFMCUzdgrHEIHb70uh7LM9T4FgEhghdghof8tYpVsED4/n4TAnAXuWwFzrV/SldHMpXpBxsETxWqsrBRob7fDBi37GIaihKyMfaXANRw4JBlz6tMGtRVvnDozIikIuVlfjo19rtexcwFirn1Q8pzc+Pl2jRRsN2gp6lOjSgi84kwXjw6cVE5/oVcCw0jFStNKfMwhz6Qyd1XnC9CcazE0XrqPHcxUOcrN1cLbDsdQf//Efn22juVq6E7AEIfSyDc7YISBY6FC04TbXM60a3p67JwvwHe7ZduETHjpnG+CZqyUf2QTbYKMWKgFddhaPWnDJR3UfDWDApyXnkylLEugFBFkXn7B1wB/4dMKHmjMzeIE/OwkG0RFzWhVzWsX18ZQRcCSCIkiGKtpakQm8oCDKE4AVk8ExepWiGRxjIczguwavEv5wd+/52Nd8yuGMcEUDeqSM6LAF4HQMThrbKgEnhWhTLvgZ10iPa/hUxZxoAcM1eTBuxiTVteI6ALNqMwoOhz5O6hk5MkzzghV8OLquHfuW12hOjgK1FU1Akm5zSls6AVEGhyaGjwZ6cRYzBr5oqYVLcT/yra/7cLsnD07BNtDBZiwWnPF4siErJzmhTz9HJRtyKmiN8MIdPbX1k0+0LfvQIrjIBh+ZghJ8Mg+yJw/ZrqyOXdCLBQ195qEh3YIPz6iLEVfP0M/R2R/7Z5tgkC/bJ3t2SBYyD0E5fsLRPZho2FR2Ggw2IY1RTmQf5mQfwSpiGTRGOTsnEP16DSlVFCWtFIwj5mI0xjfhPks/ZwKPch00PTq9YnKWwNg7AKJsiiZ89FIQwzXvsjTgSQWTU+JT1kQGPnyitZ357M/+7NnobG+k4gwl4z8Ln9vGpAt04IlMOD5n5ATeAjFEAdO5ANnIXATRqypoSKbJhBPIfBzGdcYjc+EMbInTcJ5sA+3kqIJ3Wd2AR8YCpG2YFdqWiD2wDcFZCs9mBCPbSLhzYnycVvCs0r1sRIARWCxG+sBCB1kITHyBTdgi0oP78a2DsckS3E1lL8GAcAhFqocBzCI4xae8DnAomMGJ/BglgBw2Jpu/idHz9BO4mkIEBcYnAnNA6RqD0984+KuXNTh4M/5k0kogcHrrQOmcgEGSl3Hwur4s/mSFH3QE2z1+BUCBgPMxUpmb4N0+t/lX0Y76jR4tJxN8rNCcj0NK2TufQLNiLJlor6KASwaK1mGirYNMkW1I3QVntgGnMSo5uj+rboxl47YW7M3huIwLfs/A8xxswcEztmHLaKFwaGwMfMarp5W9BIME48CPMQkKImBC08aAsfbs0k+BwL2SkRCOelYhnyaQnkcjWjIA6bqDNFuF6NOGO5qCcdEWnBEmGjJotHBEWZPVD3606nd9FWXJE5jogQctCmM7OjqaHSGdjM/nQVf4J9niU4ULnYKCRYIT6jcuWbmuRooxly1gZqNwcUbbFAGaLSc/LTrDuaRlHR3GmAeuyi9kXwKewOM5eMZkF+C4t2DI3mSz5hmrnAWvcXsJBhGJcPsce6xOvlOoMZgjaM9EvJPpIGWdomO2FmOXKRkaeClUiwbKlpmgy/NdlZEXMlHRJUW1ZZBNWYmN069tzGVpAkcJb7S4Jwe8MzirYQeVdKUULOabHfyJT20OQxb27eRgtdSitbHxgxx9ly3ZBFhdS8ttDWSQo22Er7HGbyvjOHzYapCzhUjwJ2cZkC2JDEA9mfzCPOOTSXTpi4ZteD3bSzBIUQgnPB8EsdJhNKZiRisdtBqOKfHImDnBHPsveh2sor971aFUKzIhJ/wUjA7XZxX+JvrgTYnJI1rIjPE7re6VUlum6NwE97z9aABzWfRLx3uzgMbouyzvS1zr7ke5czxvf5wZoDW5NQ896ae+y7ZgwhXPWuk8OhwuowFOtNGXseY0bxv+kV5bDc7eeQz/cBgpm37ooYfmQ1vnJnxDtpodhCc63J+l7CUYEFROw6hsAZwLuI4BzwlRtQdzaCgVGyP/KOSzMnwWoYClRme0ivy9OUAn/NEZ/tqz4Nk0ZoQJXnJgXNJiwcA+dfwgUWO0ly1wjjV46CJ/OBxm0QkDRRN5XAXvcI2418GEHz64O88RmMpScoroHmFcVj7mc34wXWvJxfmWYEA39WfL7o0Z6Yi2ZRs8QcS5lMNzbyzIGBzbM2dGzidOpoxAsHCWJVswB070RQN4qvv6lji730swQFyCYuB9MYMwS31H4jEqVTqZmC8ax6S2Etyxr2fnac0vosOX8m1pZAYUjz4KxseIT/9lS7zXgq/mjOQlQHZmMOIfry9LR3hr0RO/DgylqmgoQHirchX4w7epRYftEr3A6eDMaTpbisZkp40mLRlepgRDm+O5Jgf2wVbdV8M10lHfphZf4DlTs0hagPQp5O7g1oGpPoe37jurQFO4okFb3yac+vcSDCBGdIYluouoDggFAwUDRVP9DI8g9G8rZ2F62/yewV0Npm2CV0midPRFY/NOo69x21owquE2Xh+ZMQDvtRlMz8Nbuw3+RZ9Fk/n2svax0lbFM864S/wzogUuOMmD00Tfsm2e9qroA4fu6UNhw4IBB1aiYb455x8wBTvnEDIBZ1T66Nq9j/B7xS4zsi3xRk4wMAZNFy17CwYYUxVMSHmtuEXAhG2Md9tSUsHgbhZ0pVQtZdsqlLKhredXSReYlfEaPhkL47cCMcBo0Cq1zb/KFi3Bvz29XvTFIwar1D/Se5W4l7AKwrISmdIYDNCyazrAr6KN7bINb74uW8DFA/vjD2r8Wizx6wNIbMErRfcO4xtzUfx7CwYJshYjIzP63RPKIRg8pl6yOASDx2SRrTwZgwEOCwj5gPv6ZUMyB8FCdsAmyEG9TNlbMIixZRTv/hAMHlNrRuDuEAwek4m/T/ZgEKf0P9oAvjl/fqLVJ0AIDpcpew0GCB8ZdT9Gwq4PmQHJHILBY1J47C/bYDtP1swgXpf+4R7vVePqKzA097ztXoIB4pdMRnj9I4OHYPCYdA6ZQVby5M4M8o91bRKQBQiEbELR6uu+cedp9xYMEN3Kv47gQzB4TCrkUCGzw5nBY9J4MmcGYxDA7XiPb06ff/RMf4fv2ct5270EgxjcFslilgMcMoPH1HoIBnfM+8keDO5weueKT7SI4l/hQxaI/EV70bK3YIBghG8jHsOqD9j0OYPTGD0N5mnzPSdwcLQJ371Pe42fM9CHvvHVz1ngn2UMuNFhfHicHvuQjY9xe//cGM/RwziuooCLL+1Y4FC80vI5Ax+DVRxgXXWBa1MlB7R5Je3Vmg+lodf4kebl/VXQCGb6CZfXvL5d6DMxY4n+se+y1yNM+NGijP0XwbHXYLCJYEyJdp2aErAvotx+/IcbEgAhMP4Uc1lhRM/oBGAzdDgp26fBfM6gAKBfhfuqCp4y7GCCDw9a/MKSYOBDR+gb+TbvssVeFA0jX+7pA3yt99q+YOabdAo69F91ibda8NHV9zK0fgzHx5HJRkVHcjHeXMW8q5APWGCCB49CFz6U1icQ9Se/xsKt77qWaxkMCCwnJ1SftvMBlz6BmGEs26sScsrjFBSYYVG2Dx5ZjdCYYo1ngKrry5ZgR0dG5N77ZZ86Y3R9LJqs0JoBXhZ/+IIDb7DR5lpm4AsyfTqOE6LjbhT0hE+G4NOrfn0p2rTGjMW96tllC/57z++avCwQfluBbsLVOLoJt/a6lmsZDBImoVEew2+bwOBS6K4EC+7oYOhgfGUGggEDMCYa0FQ1/rIF/OQArkDDqBihT7mRiY8CMzjjai+L1/yRp+Rdn1bfycnJ/OMqftkoWaCh+cZtqvOgLX+at2mI5+QhEJCJzMBvGuhPbs3Vh17jr6KAh89RLnDaLskabeE8U+gNfZ533/Xccc3+XMtgQEYUnQIZvy+i+LmrjJ6gCVatzzzKUi9TwMuxXauc8Pj4eD436GPA+ktLw8kQur4MDfgKDpjxCacMhdH1xSDP0KuQWfMuir/5YI78uCYH/TIDq7GvlxuvStlbBetb155GV3PWjesZuZMFO3GO08eR08koE/SO9+vgnrUPrHCTBXnD6TsDApLvJiQ38nLdfTo8K667Pe5aBgNCJGSK9lVZ+0G/Qcj4vFmgBEaRoGszlMsKcYTjGh3OLfwQ52d+5mfOznh7Or/IKNDqOuVfFr/58DIysDNkQchn0v2Eej/EamU2Bu7Gm3uZAlaFbMFVwPVMZiRT81VaDiBjEhyiIX1saoO9qTVvyYP7kRbyphO4fQWefQiQdIXeEXe06xt524R/W38yoBPBjywccNvG+mkyv6sgQPZLQ2hBEx2t42sbrrv97FoGAyue6vvcvstNyL6m6TvcHNIPkZ5MaaovbRCwcpWCZjA5uD2xzMTPar3mNa+Zf4Sz3/6zP2QMGZ92acQXUegYAPBltcWvX1rigH500z/T+JRP+ZT5YLXfeYD7KvCPMPBUxSs6vEUgC//cBC23bt2aDxOd6TB8NG+rp8lkqUv0oIEDCgKCIod7ZPphVjbh+/xo8bVeXzH3jUqOqkRHOEfe6jtvCwYdOSdgG36SjE34kR716OhoDtq+xGUc2tGhdX9dy7UMBlYZAmVwIq4VgPJVKwHBCwq+vVeqnLCvUtlSPsrNyGQpnIHzebvhR1o5g5VhdILL0oAXAQkcRo1nX1OVDTgsg8+vPpELOflffLInJ/vmXrbAy3Cjwb1A4NWqAGQlJoOTSRbo4BB+Kv1Vr3rVPAYN2+pp9MGnVpKHoCgQWCAEQ5ki/PQiYyQnP5MuMHjjwvHAwUe8BPOiLXh0DZ9FyteJbVPQYfFy2C1o0xcbZbMKeaL/KvRzUdpPm7e3YJCSRuEwMP+0hBB9ZZkzUrCfS5eWMnbGIAhITyneqkABnCaBU3xp+1IAGfmId2ko8PqFGfDhZ+wcgeM/On1NVQCy+vjpMa/XBAvPGMO4EsAND15VNLmvWun0oynDNce9fgdSAqKsBE1+/IUDkA8HMJ8ROkNArxXK3rlXn2DhrYDpniHrG/nXP8qF0YJtjC2Z1Nf2iE7QQB5+eutoCkT2ymj3m4h0IlCQh19uTifxqI1n12qle3T0AzfJUt/JFHj8/Bfe2YIDVPKhI58xwCO+2QadGMduyA0PYOBLiY5k4N7z6NHfWP1tS/UJwOD20+gOL71VIQ/0oF1G0BsO2xcyERToH7zswDV5KHC632fZSzBgjBgnfNfSSwr1e24MnyEdT4d1/ROTBE3ICdNemaNKFQmbAXj3niEZR8BLRY/3cHdPQYzcis/o/AqyH4ywFeCAnA0ee3b7QU6lokPa3L9C44wCBdhKBuc6mqJLy+C1KngMDl6rH944IBqsNlZflYwEAThUxsrY9HMOY6xWvXrEG6ODX8VzNdzdJ49+lZcsBGh0HE86Yfho65+p+Kk6c8AXqAUFgfFoChRkIXiGF39LfOSihN9zPJkjmNimyQ4L/AIfeZA5u1DZAdxgkB87sV2gMzJEiwWDbRSMyGTUEbzRYYxnYLlGhyBADnhnG+jwKpGNogEu2Qge6dTnDth1gZpMyJCe4IpffCrxPd/s6c9egkGC8GqMQAUC0ZaQRXzR3Gpkf8wRvUUQ+SmFkghb1WdLYb50TZbACYynSIWwzUkB+uDXnyPeng4DRfKMnHFZYZxNMCaGfzw5AsNvtWNMKjhWJL9YzED9kxO0WyUEBcZkDJxKdLj3jBF77hoNDMqqo6JDBgC3vbFft7FFkCHhD185GFrgk53Y2sgSrKBk2bmGMeGfiZn+JAP3aCJTdDBi+BgxOXBAht8hGacXbDiYAq65aOLA5lid6UVAEKg56aiLZGK+a5Us8ESmaBfkswM0CNjsBI+cy4efBK540wqO6MoZrc74IMcymeSghTMa0hVawAJDYBEU2VcyZbdsFm30xJbxb75aICF7gYgds6OjKTCBBy6dxzf85unbV9lLMMCs97JWGemnyOok2D6MsOzFvUrkYJyFkCmGsCiPwAoIjMsYwrV63poOs6zggoSxnpunZABduz+Z0k+OY58pqDBayosOqa9VmHFl7BQIboYNHnoYu62OFdqeEQ+MOsNCh2tFGy+uGTrDsi2QGQkCDA5dYEnPOTs64A2Ga7IhE9daDiJ9tVp92qd92gzPmPgfDc51NFnNfLTXuQCZ+IAVnNpP+qRPmgOUYIPHaOC40UI+Cj5dC54MX0DAl0CPhugIb/OTiYBrFf6ET/iEObCadzLpSR86yFVQFIwK+uaiCW597unEGIGLM4iLBvIAACAASURBVLIrDmmxII/mxIv75CjAcHAB7RM/8RPn7IQdyBAEamcW7IXdwSEAgdmWAix86kOPAMmu0J6tCUwj782ZO/fwZ2/BgMEzOAZvFeZAjEbUtyIwaFGVcih4NCLX+tQEyCil7FYhqzljoWTVeEU7jueoUlBptfSfI4j+VnfGIxhRNMMu0o94gxWO7jmB7IDh9dl9YzxXFXAYPYNlrFY6K680Unbg3spMPowXf+YyUrDMC1Z8gWuce/RyXPKULQki5njOQCtgKeYIQIxVAOTwZPDJn/zJ86oquNAJfaQT9DP+SvqILjjxL8gL+HRjTvQ2znzXKtgdzqGFbGwRBCiHpBxKZmQcOOA1N17Qgf9k5N6CQR4yHqs7WzHPGLCiwdjgGi8jM4dsBAaLFz2Rj+AJT3DIIj2DBw74yYXc0S7wy3jo1jOVXqJ/JmYPf/YWDNrz3Z5SdE5IOFZ2kZZQCFKrjgJNRgRIiSld1OaEVmdGXDAwDiyV0hR94Ao2HBZeUZqSnBloS2kbb76S4WnBCb5n4AlsHFaqzZgZobHwhT84zUUrIxMEGZlAyYkFqAJGhh2c5EMGPQPXc5VxWdUFAlkFwzU2nMYq5oLlmVVPOox2mZVDU/t+OgqH+Uo8mQtXvAkAdIIGgRReehFgrPDhN745wXMPD/wCOtrRYS6ZCEZgg9EK7DpYaPFcca1f2+thfIAnc0RT4xoLFjngQZ/xFih6EYRsC9BGz3hGKz6Tq/voijdwGoMOdkoubIxeRrlGx0zYHv7sJRgQOkMT6a16oj9npATGT6GELZIam5AI1X2K0N9zqax9Kgew2ovkzaMYCnOfAeijVJlAKTiFMziZALijQuGEn/Iyds9V9+BLKwU5uBkQA5Z9NCd4teapZQZtUcikVYcM0D1WdIRb65k+1bU5VlfnFlY1tDBSPBlTMTZj1AoGzk1kJ4xWJaPoNA++9BIcz+MJHHiM4XgC3fG0V+fQ8QRv9Aeje3KE35ZAYLY40Km5eDAXfNeK+3gDIzlo4w0P7E1mIjgLcIL9WMzNqc2FowyF/Kzo6MIXfo2JD9fhRku8gF8/ePTK5gsu9N1cY8FDw77KXoIBAXEUhzoMjnAFAYJRCU5N2OvuM4IUbm/qVZ9oLhhI8cyrGGdOMN1bwW0RGApjK8g0NkWhl5LMjRatfm3GCB5Do3RbDHtKxmeMuUr8udaX08hQZAKCB1wCY05nXLSE13zX9aPFuFqGK7U/nhxRttLZheeNMTe68Mw4BYM+yadvybfxVc+VYBgbbLQJcgKsQz9Z0sm0729udMwApj/dgyEoyQwczLEN8oULzCo45tTv3lyl63BxfIsF+coIOKTADVaBDKxgp09B3VZW5mpcdmrcON49XaElnKPc2JUiONqi0A25gAuOOeaq7vdV9hIMCM++y6pMMO5ToGt1FIrr7sdrwmPQikBghS8YdMgFbnO61sIhADkMEjw4i/4qmOFcXnefM+UEjKhsh7IFAylh+M2L12B4RgbOBzhvWUmwGxeOaPLctbZnwSeXk8nxnD08Oq2GViJ04K2SjLXN47RW5DGdB8s8jqANf7iDp+1Z11Z1mQG4MiYrvJIMxvHzg+kPXgQlh590Gn+cTTFn5MO1Gkzzlfpc063DavIQBAQmZxnjGHCrYHBgtoQO8jNWfw4bHc3xHK3RYZzrxqFDMGAT9E0ugrR5wdbus+wlGBCQSG1VPpmMNiEnPM8VLQGro6AScAL3zGGMyuAo3uqcckZ4zdUycAeXHbDBHw3blGIM3OCDEx6ruXSYEQkGVgEp6qaCb7QzDJ9TsB9lhPpVeCrRzSlce641Bozu9RnDEQVHvHHuglLw0KzUgsFpZTYZv+c5oedK411HE9yVcTxdtAIKBu3To9n8ZQFfRmF/LpDFV/gbH273roNlnOo+ugRY2V9nQYKB/XtjwQi+Fg0qG/IBKnrRXyBY4nSvREdjwXBdxX9Zqy3IGAyMDcZ8sYc/ewsG3hE7YT55PBgQBmEypgTDaBJoyh5l5Ll+wrY/7t3+acEADIrlqEdHR/MBYivnOjwjTtfGCCTwKwUlK5DDy5OJJ6kuxW8KBmhutWUYgoE0VjDwLL5cV+pzH5215nWNHo5YMCgz6Ln5ybgWnoIBI423nBFMY9IHGAqYwXAfvVoBSTDgTOcJBmQna3TekUPDwzaiK1zweKZ6hpbumytIOySWGXiLsC0YgEEvYAgGPvpOLvCQwboSvvFZfVowVcGA3dt+yA7IxXOwo9X9vspeggFmnRkIBrenVTTB6R+V27X+hEao9Y/zGL5P7jmIJPBtmUF4bBNkBmjhtCkiuJta8xkmOpT2mFYg2wQ8nRYMGC3jgoNxeJWIBwEFjxU4GEq49I/OVxCoNRdcjkgeMjDG7Ewk/kYYwQK/YOC8A5z4N34MUvrRFJ3uXY806hOQyMHeWJZ0lswAXNsEGQp5uI+OrtGjbyzuxwDtPvkWDGw7HBBvCwZ4wIt6MgV1QRo97slgWeAhQ9XcJV3G61NtEwRFgYCMx8wAb42dL/bwZ2/BQPrqFY+UkKApktIIJYWMwh37jHdvLCW4ZziUzQlOCwYpjkPbqlg1HP6BmUGlwE3taJgFA8bC0AQiBtQ2IRgp230G5Nphp4MqPAhQaobseXJonlYBg8zct5rFw8lkyLZNVlcHgg7RyGmcGwyteWMwIBv8oKPnYwtOdNWfLjyDq21CmQFnUNJftMydj/8Bg6M4yHx02ibgK95ymGQ3zgMrmUUXHpIROci8nBVsCwbxBaeg7mDXWQ440bLEC184zY8+fI4yx79tpG2hIAlusoi3dTIZ8e3yei/BgAAcIDqc8TZhVMAolPpHQRNGAtMPFiPwWvGsmQEjMc9KLh21n3Q94kvB61r49FfAMpfzeB1WMLAKlHFE89iapzAOB4hW0GA3Dp6ujUW7e7iiTb8+sgPTs5PHg8GYGXgW3QxWqdVfMGiPrC+YzRX40pH5+lUFDea4NwYNzis4IScQqJVgjXzND6Y/6LFt4oSCOniqsZzRXNe1BQCtcwCl8caAJ9tib2fZJoCtmodeQdq8+oNdOyNc/BnHgkMWxm8KBuhMpubuq+wlGGCYA0rRrR4USWj6l0ImKH2K1gpufz8Kz9yCwVkyg5QlADwyvcKygrrmuOBGB3ybqjFSzl4dmmeV7gBxzAxG5YZbH97U9shWcLzJDOI5WoJRP3pde24FA4cc0cFhbZdkSl652rfjLV7AIrOx9axgIDiBZ8xSL8YlI/PhD6e2PvPRQA7SYafodK14Fu1zx/AHPtkivaDdODJRxjlgwF1w8paAHs0VNCrGsBnnSOTh8wLbMgM4og/9Pv1IfuRtq6WAaUw0hMu9YJ0c9IPnHl9tE2SCtgptE8wzBlzj91X2FgxEakqhPKsXJ2pPmdIJhxATEKVSjINCqWT7a+Mo2mkxBwV725kBwYPJyGxVzKMgB36PTqnp6DjGLSt8jMNhoSBUWm9FBoMRoXPTAWIOlkHB7TMXeLAqkovVFFy4MhZtpQzBKu5TcmRhrMoZBEV8JSuy8yxZokGp1V8wcIZhy4IOfFTgVMAR+LrnkOYKIgJSY+iTnjyzynNEBR/wgbMsdANn2zeZxdHR0RzwjEWvMXg03z14cPnUJt27LoswB6306iCVQ58lGIDLYZ1rCWi2tWy0bVk6SZ7u2QSHp8MCGPzGeM42LYJsU0Ys+CvBwo/rfZW9BAOCFgAczkjBCJ1jeefPaCiTAFvpCIcBuC9acx7jCJBRUjInpgjOwbGMhyvDI2jjGa9++2h7U3g5DmNxANiqlIMxLOPNzfHBsHL5Rhwe9AsG9qToYTi+eHQypcrwmo8eMFT30cMwbJmOJqN3DR7+9DEY84yFo3lwkYnnflREUODweB1p9IqObBlqPISXXME2RyE7aTHaObFA4h4dTuHBVTiEOVV0WHltdegA/3g0h+w4gWfOZnrm+bqCRsHRdxFkjuD1zUXBFSxjollLF+DS3ytf+cpZL8bQH9qMcU22zg7ol70YQ44KeoJJPnhEh+9mOGAWINEjUyAXOI1Xm4sGjk5+5oRbv2uy6JOMnYl4Bl+2McoE3LGGL5yNbUz3F233EgwwQ2g5ovTOCstw7eEZDeOmeEJMkIRGeaI/hXJ4aTqlahmDD80wXgFGf45MQISmT3XNeeCCk/LMPz4+nh3cimDPb5WieHCCxbHQxFC9h4avAzo0O7tg/ILd7SmFNzaF5Yjdo4vTMHT8w+nswGk6Hn3hqZN4cEZHBANNVj3fbOTA4BsnJWf4AqPVqPfq8JG/cY0FRzFGkPaNPIGOMzBs3ziU5tPRyePBzfiM3Hwf8kK/L/OA7xldMX7nKGCCpS/exzaa0I4OOvGGRbDDX0GazUiv6RsO/INpPtmTGX2QOz1zMvAEe5mDZ/hohTdPzSbgL0DKrgQlfLFHQSAYbFD2Ru/mm6eVEdAhfumAjNGHTnSYI6iwL3zgQSELMIytJJ+eR6vWs2V/fc0/b7uXYIBIyrBFkLIRuC/IiL4cwWqrMgJGxmkpSHQnVIbAQRgeGB3M+IoqY5CWWsUIJ8UmmATJwT0zThoIn58Pk5nAKU32VdOyFxkJ3OYwHNcUzcgYrtVcVsDwOc/RtMoLSMYZbyzc2q5HeOTBAWUTAgn8DFqQQJcViWMwKEajJA8GeevWrfnju65VMF72spfNcjKO0cGfXMBARwak1WfFxJOv7eIDDXjnhHAICvTUJ/jMw4fAKKi//OUvnzM294KTIGUew6dHcl8WdKUX8NAl6+MwvrIsS4KTI7lGF9uw0hccyRiP5tEZB8a3AOFjzWxDcBHwBXM4FPjo1Nxwpyd9tj4yRzxwcgHyeFowwIfHGwEyy4nNRRdcxtMXOGxKIPGVcrbO5rIhbfjN31bQqFZcR+/Y3/PztHsJBjFAgRTD4KSyFMax7BNVUVygEIUZFwWag3l7OGMFD/tLYymG0MGEY6wMPUGDoXrOORgoB2KwTrEffvjhJz42KvvwwRNGLUug9Oiude4gQ0AzIwWHETIyJTpSTPfoMca9Ajb6regC0a3JADkYWOTDQQUtmYQ5xoOhchQBwKpjFRWUODFniWYGlxPAmzzgTh76BFs4rITSbnrhjIycQQsygkNnAIyZo5sHv8oBOXMHh56jGXw0jLjhH0vj6Jw8bBPIgr7xxJE44oMPPjg7XLqlR3jgL3NkGxxTNmClpmfwVXRoCwZoQBc5aclExZeggGe/scDJ2QLdsA1ZgGtyThZskc3IKATXV7ziFXNAB8dhZ3qHR0VLukHTeUr81J5n7jh2L8GA8jJMgmCwFMWgGTFFMzoCtRpSLkN36k45oq3Vn5FwGqk+o2E8GYaWYsBXRnz6Ejh4jaFMxmaVP5pWdkYkA+kASaBgEJzTPM7A6BmeLMUqjo/wgpthoSEnCJ8+dKAVPNfGkAdeOZKMgBMwZn2CzUMPPTQbXzzhXSbBccmK0zI4MOMPbHLTqmMwcG1cpWvjBTbbDPIXcBk22dOPLQi8yRzfthkveMEL5n50kFV8w2u1hk+f+0p0aT2ruBaYbL1kBb7qbaUmC45F9mTkvCN5e2bl9lsErmUo8HqOtxzRdXijR6uSLb481xaY6IGMBX9BIZ0IOn3yFR52gAZjLVjkZtELJxwWIngU/YJZOONfG41j3y6u9xIMlswRHuFwRisQIVttjyaHlBVQAKOUmgoYlM8IKZlxCCD2auBwpAw9Z0mgWmPCTwEq3OYwZsoAg/KssJzAvt09g4STk5SZcFSrgsr4rBhoAVPRwhee7vFK+SM9nsHtGTpkOHgXaOARmNzDxdikrIKT8wVBU/ZgrHF4gReOghMayCT+0ee6PvfpwjVjVdHDydHAEQUpQYkuBB1OT18cAh22fpwUjfGkrY744RmLMWhAN53ArQ8P4MEtEHE0dsIOBAJ00NHRZDOCObtBr3lgFADgDsfYX5/nxuLbtdIc8kMXG2ATZT4yOVmU4ITGDin1kZcgYR59aoMNp6rgGXy4wqs/3NGnT2ncOPaxJxf/u5dgEGMZHoYYZHtKQiNYK5E0zIorS2CQ0mTZgPTLiiFISOWtjg58zAUXTMKlcFFdeug6nIwETveK8ejSqhQGFvgCggDEEDmjVmooU7AycGBBjHFw0IwJP/CmZHjG/Xu44ckh9TGY6EGnOQ44/QKT1RFNAgKnkCWQU1sChmgMWchcwo3GeBOspL5wKhmka+PhV6LBNXkIgrIxvHN8AUFQdH1rSuMFADAFbVmKjE3BE1h40SrwLHUwP5j+GNMKaa6KfnO0zgXog204MKYTjiejtMUjG/xrycNZDFpt4+iEfpw1mSNwsCX6Sx7ww8lejMO3a4WsyIf8BB9vWzh8QZqtyihlBAIDm6APeNEPN9jBgrN7bTY4D5j+6CML88xvjD61uY1Pvt2fp91LMEAwpmMOwSkg5gmJAKWkDtWe9axnzYdJHJ+DMaSEa2WiVEpXKdZzCjw5OZmDBaMVYCgxIcJJyJyNg1Ay/NEHhmrO8fHxfJB33333zU5pNRq3JeAITvoZHqOwSnIMvFq5ZA2cmhFxXvQryQHPVlsrD7xgMkaVLByUcrCXvOQlq4/6qI+aV2BpOPrAgIcTSEvB4QjkAh6eyQMNtjaM1xsd/UpGhXfyLdi6F2iNd80ZHZhZGW0HPuZjPmZeoc3hNAo+vDmwOnNcToFO/MCHN/ImL/IRaMI/A5j+4EeQ9FzBG/3AAwadod/i8IxnPGM+T4Gvwzy8WkDQ59zpYz/2Y1e3poBFNmgROF760peuPv7jP34OXA710AOvueihs+wJb/hPznhUjRFUHPI+85nPnAOlDBLt6GWbbJbeBGf8tCCARxZg0BveyEh/BR3wZA/wG+Nedd94bdfNP0+7l2AQgZsI108ICYKCKZBCCIBhpAz3HeAdTSkipTjRts8/nhzYybPIzHj1S6k5DxgqwxI87Is5AMOswB8tFEuRHJLSKKGSQm5Pe8KHppVaqm61ho+xopvx3ZqM0dZDiusgytsG+MyHi8Pbh1tNCk6yEFsBRsUIOCMnQIfx5uFDAQcv8MuepOvPec5z5u0LpxQgnv/858/wyAqtUu2RF3AETZ9dcPKOf2M4nEJexjNoxs2B8JCckhkDp5cHHnhgdsT7piAKPx4Elxe/+MXzybrAhr+CNDh0Sr8cCB0KBy3rEUgVfJvHkdgHHaFNPznJnBx2kjP+bSlsoQRDcua0ApXg7ZSf48NvvkoHdM2x0aR4XhvPo23QNXmg13Nygu/WpHu8vuhFL5q3L3QIPv2SkX6ZjrF4J0cVLMGGPZE3OtAs2HrzBQae9Rt/mbLXYLCJcEJM0CkmI+tZLcNgWBzPqscoKPdkyggYmX388RQUrK5WZY7inoIVSgODQTEgxg62Eg640UHoas/1Me6Ux4k4jUwGPEqzotreCACcg1MLVF6Z2UvmSPDBc//99880cnRwnQNIOcE21hhVgT9a3DNKWUdBiEMKcDIDq9OtySAZm2yLMZKPlXF0RDIw9uM+7uPmzAZ8NDz1qU+d4TO6HA4dyahWH9rBd56TLARjWwwOxwE4I9nQiQ/22N+bhyd804vATR4cyjNnQ7Zmgm74Ck6jTJKNoONEnxMKKgIBGxGQZW5sBS664myCj2yvgs90Cx8c9F2JBv3ZRzoxDyzB0rYBfjaIZ9tOWxgV72iRucpO2InsMlnQqWcWFTKFE0yyxIdgpS+5wXvRcu2DAUFXR+EzlgyBA1j9raiPTPtWTkbR7o+mFdCqQLGMnlCtmAIA4RI6OCnROPgqcKZsY1T30aJlIPrBpyDOO+7v7W8pj3NmYIzffpeBUK65eGIc0lcBxEp4a3JgBsKw0alwSHjBiib9+uCwkuDd/zhABz7JiEPLbqKXYT7taU+bgyB5oQNv9tbPfe5z52zGPGn2+7//+8/GDUc4l3LwrOdkLhsSmKzQDJ4jOl+wCguKDJf8OQs+g6fFo3kf+ZEfOTuNoGbllOnJiuDBP16Mj3+06Uu/shGrKJ2TOaenD32CgLn41k8fAgK5C9jKSBOc4ZofTn/qSyZooicVD/gT/LwWZhcCMLnL4PR7K8GhOb3zJ3qTiQn8ikWL7ARtcwUQvFjkjibbbhsVHUv6ZiBn/HMtgwHaMTcy2H18uacAqwbBMhYKtuJyJqsbpTvgsUJzNAbKwAQOq6M0mBNQhBWxVSAc6+jIOCgdDYprSlcZuX266O/9vJWJsQtSVndGAkZvKaSuzhasduYz9he+8IVzCmgllOYKYHhEJxrBCDf87vWjg6NwulZA6SdjIpuP/uiPnp0EHHPg/rAP+7AZtoDB0DiRYPDhH/7h86refvj93u/95oAFH7knh5EO11VBSSCxkssyyAD/jF9Fg8Jh6MmhpO0gGuimYPDBH/zBc/YggwDH9orOFHQki+gRCJKDLMQ5gm2CswK2odIPGnr7wSZuTcEIr/DTm0wG7OCCua7Er3FVY9GvlcZzclnhrQmHbaxrsqdfh4+dPeFfgGCz9MeWbDsED1s6wcQicTQFAXZl4WH/8ND/qIt1tJ7Wd22DAcIxl4BHRjGvesbBrZyiOqUTlihMsSIp5+JsjJ1DELTIK3gQvKBBYa2WI55o0DdW/QyRwtGgUCQ8Vh8GZSXnhFZBNDF4yuT0FO1DKOhwLT0UoBjFrclgOmcQHBiq572liA440dy91nz7YA4o4xDgyphkCdJ2KT+H55iuZSJkIDUVsMw393nPe94cLPHI6D70Qz905hfeMRi4Hws6ODoHYPBWPQaNDrrg9NJ/sjHuZNrOeQPAuI1FAx1ZrWV4901nDVZJKyDHwYc55D7yzh7caxW821M75JSi493cXlHDgXcwOb/tjEBqX24e21ieFYCfvuN5pKHn9JJu2AU5qBxX69xGBsBG6VugZ4OeyVDKIGRWApetnSDiQBRN7JycjBN00UQn8F+mXPtgMAo7RvVZ6QsKnN5psVXU+YF0ktNxSCuSAxpG4XXXo9N5AqOTBnIyRklhYI4rTbjGNloSvJVjXJko1YrDkRgxvAyaIVsFpNtOt61w0jwBSkS3J2SQ6KJ0BsEZBAMrG+fhXAwBboYGLyfJ+NHJKBi04EgeT3/60+etgcNRNAicjI+Mnv3sZ8+40AwuoxKE4EOXlUiAYMAcw9ucDqvgUcljXUGjYMPJ8SPodG2FturKfloZPbNKo0NWQE6CJN2QFzxw0zMnRl+rNvyeJwd0kQsaBBuBz5kJfePfM2Nsy8gUnSdTcCEfciU/NsIBWyTAB8+8bcU4Y7IJNIF3NK3kMhr0O7OiG9tGNJEzG2375OAXzRzedoAMPNMvSIMPpkAALp7gVcK/jcZtz651MIjBmI0RAlFjnjMzHpGVMbUtSBlWbFsCAmbcnhvPSMzpwAZMc5b4wlvLgcM/jjVXageXzAMOq6J+wcseFS0qY0Q3BcscZC1WM/MpO2OnbPNKA+EbK5oYuLn6GS0eOR0atFa7nIDxw4+2sgcBgYMJOvbMnEiKL9PAZ/DiuTZ5LFvzOZb9Osdn1AKS7AZf6MEzXJyCvAQjckJn5yv4ZvT4AhPdx8fH81h9xqNFqe2aHNBgHhnQvTFqstTSgXHGc358wylbSqbmGHOWMtKFVwGdc9Mvp+bccOiXdQlI5CPgHk+8uUcXObBLmZrtDnr0oZPtkJlgkp3oR6f2ouVGBgPMEgLGVUYhsltZCZJQKDJBccQUTlnGiv6UwlAIN3ien1YaY07XjM49WlTKhnMcQ/nujUWjykhtBdBxMq1Q6I8ndBgDjlbxbNye6EODfgWv7q2y0QKmvu7RkDz0yaIYmyxGkPC8ah7cxpmjuNe/qfSM8ZKDgCgAoEkxH02CXoEb/QKfzERmI2ihofMBMM3Bn6qYE9/JB51whkNAkwEKPuY3D21dmwO+PgsE52Mj9cevMeGbJ2/4YzzaG09fbEy2J8Al+5FG8kE3nOSFXttINkpOnmU3xrBvwQsM9+ply7UPBpsYTKCeu5bW2etZYShCX0LSZjiuPW/f3IqUYrRnLZRdcd09XHCM+MdrRtkY+AWEkykQtBIHc1MbnnXPPQv2iHO8No/hM1LjOSknsBLp3wR/U/86OvQZXyXX5qNFQSc96XdtWyeDoEv6MWedPoIzA1nzB3w8GcexnBdwLPfNrR2n6zMXTevwjmPPcx1eMPHZfW39Wn0Ch4AkixAUC/DpEO7mnoeO08beyGBAaFVCISQrmsMh0TKhEXwCNm6cI8oam0Mk4NMEdpbn4dnWokdBK1rQgd6rKNvweqZoo0HLeUqLr4KGbTDwXBE0K645L2cYZWH8SHfj17V4Saeu8WS7Yvs1wlw39271oWtbxSseBIF4vxu038hgwGgIJ0ERLAOSapVK6dtURkWAk6EZ737b3E0wz9O/hD/e42m8Pw/cs44d4Wdk+qpnhXMV4/AbDeCNNLi2SqsVfdsKXbaNcA22oK9vxLMNxq6fxeO2dqQB3bJJstpluZHBgHBStJZQ7cekloJBQt4kOMHEPAWs5b35uyzgw0+5cI/47obBhgNejjYaWfvqXfK/hI0eeMftU7JB3yif9LaEMd4b3xz24PWcA1J98T6Ov27X6MS3AMY+lHiKr13QfCODAUFQaoFA66TZIViHKglvk9A8b/6mMbvsD/8+acBfxpW80LPrAsfSKeEXAGrX0bDt2Tge/LIDGaNTfLZx1vkjrH1eo/du2seNDQYiJoMiMNUrGAdPlE+A64TYWAr2PONz71nw3F+mhGdTu4m2y+Ac527CW7+xaBgLWSz7xudXfQ3XWfGhu/GnzTG2bMtYp/Bsw+tTz657idfo7J5t0pG6q3JjgwGBJCgtZTt5dWCU4ehflvq0o/O7LsAs55z3HuxtNcVGC/hoHoPTeXGO47fh7hkaRseCW9/dLqPcow0N9UfXKKttNBrXGQP+XHs9KSicFcY2+HfjGTqzoKLdmAAAIABJREFU4RGf/l3ycCODQYacoRCY/abXYp6dJjSCHoU6Xo/C3+U1Ggo+8MfTLnGugz3izXnWjbvKvpwVzHBqlwVty7Ju3HKMezKFh12cnDz22lYfmV/3gk58alV2jpez8n5R/m5kMMAsQ6FYAlK9WvQKqXf1CXMpGMI9lCe3BOi+MwOvTH3JySf79FswDmW9BG5sMKBYEZNzi5oOiHxqy1sF/YdgsF7hT/beVlJ8sgGf3vOdAF8eYyeHxWCzBdzYYIAliqVwGUIfOvKR5EMw2KzwJ/uTMRjIHmUGPsMvKLCVQ9ksgRsZDCi8CN++WxDw6bX2VofMYLPSn+xPsg/BQLV17FpwOJT1EriRwSBWKD2n79t9Psapr/7G1hZEuj+0Tz4J0H1nBs4IfM6/V4uyxkNZL4EbGwwotQNE150ZyBAOwWC9su+VXvrv+wmyRb8s5LMGh7JdAjc2GEj7CgZav0vgt+so/xAMtiv9XnjKPmSBMgM/G+aLSu5tIw9lvQRuZDAo1demdN9L8BXYvqgkIDRuZH1d3/j8cH2zJUC/FgctG/A5Az/iImM8lO0SuNHBQJS3NxQQbBUoniEUILazvrunnVvUhsnhFdrOUqxoxjNoJQO/Ca/H8L0s9FMg3hSom9NY+lTcdwYQjMaua40JBnkJBH2B7TplBgUsuiUTNKfvdXzpW87Rx6bIHJzLlBsZDDBMaKNR+Rko5wZOjglM3WcpQKFjdGBKo3TPN9VxPB44Qvwsn+2Tx2244xuPGXrjPYuf+sY2vQqGBYHx+WnX5hdI/GSbX0/yUXVy33fBNzo2Ob7nnJqetdkKnqpkqhjrOllqu74Inzc2GORUMe28wO/M+bmqywolmBdtGXAGzShdU2z9p8E1Fg9WM3xeRsGn4drV89HxRn2QRc4wtjlA2R26koFrY33v5CwFjoKIL675xWqfTh1pOgucXY9BZwtCOl+Hc5Sf64KBVtAAR/Gs63VwTuu7scGgiIh5QhD5ZQdWk1F4pwlgl88LBOHoPIODu95UGUZjm9uW4boZdPSN7Wiw+vFTwTudpbd0pdVHr3jMmfWXDdUXrE0tOI0VQLxa9OpZ8WyfBf50mJzwl614Fo2eu/dcSzaeNU+fa0Xb9UX5u5HBIIEQRhHV7xj0oaOrEMxFBdq86KLA/veBr1j7LT6/Cuyj05uqX8o1zu8SgqNKd0dDCs91beOfM+bM9u7+QQvnVJ3y949LfFxY9QrQJwbJ5vj4eN76Gafg/yzfLaB/+BW4+0c5+tnMPgseks0Y+AQvAYEd2+riUyU/z/BRzf7jA1/Lvp6dp72RwQDzCqESAgX71VkfLCE8zxtzHmFc1VirOEVbBRm4f5ji/yIUFB6Z/gHGtuq9uP834L//+Cm3DDgjuio6dwmHYSsMWEG7/5/g/0U8+OCD879d8/8j+i/I/q9A1f+38Az//iGOez/7nr5ngFv+sAny13Iub5kEBPfqvgsa0PPo9Avd/meGwO+XqW11+/dunlk8xoXDD/7qY+vZRAEFT+DWfxEeb2QwwOgYDRmJ/zZzPK0k/UOUfQYDCoIfTX6ZlyFzCoqS/qPX9aZKqeb6xxk+P5Fj9bHaiyj6bs8pCMCLH78A7f8++s9S+M5Zl3oa743x+QCO4t/RkaO5p5WcQusMyS8uy0iS42nzd/kcf84xnG/5j07+0xSZ+Hl4C4Sfddfq9890/NMVz/2XLPbgP085EPWFPOUQDCYhMLacjoFIJUXRPnQ0GtUstbv4hxFKiUV9DiCSyxKi9yykoB9P/ruQtLltwj75OgvdjeF4aJUlcUgOzaCtiOt40EduKjmNjisIyiD8c5V1c8NZCwZ5KzIDmZafxQN338VCcHv6PxWcXoDzU/lkZBHzPyTYL0cnM8+0+Fc993Vs8/wSuIVFwS8fOItstvF/IzMDzGNcQFBdEwyHce95Y5bMX1ZgCR+c8Iw4GDGFW9E5sv/w1D/HMMc2pqDgfl0NHn6kyRzJamLvaLzC2Fsl0VHJCbvfRYs/cq5klO7RGD3oM44RP/OZz3ziPyrpP63i01yOonW24N/mCZDmeq4lB89zdLjdK67JWwACpwAxP9zxH7QlC/SgRUWLQOANB0fXZ6zSdToeSdTnuW9f+v+QsgZ2Fd+er5sXDM+MBWNTuZHBIGYwmCGIovbXnAHD6jrhrOsL3kVbuAoC4HNi/6pMescRPEdnxmHMtooORsx4fTXbP2919gCH/rIE4+JHm1HpvxtFUKi4Dj86Fff4d1bgR0ldK+lnU4sXvGfoxsmu/CNSZw7pHCxjjWsOOkZZGOvMQDDQ7/5uFXTRuZZMZIv06R/AOh/wLPrJKtqNX8pGnzH0782Z32iwXQAXT1rPXZvbeG3wTuP7xgaDmI9R+0mrsRW0PoJelnV9yzFnvSf0Vqbguvf/BRmt/1CUwj1P2a631fCL/HBIC62K4GXM+IcrvHjuuvm7atGkoGXMCtDjmVNw/Wjy1kCKb+/v2VloNGaEax5cfvL8da973XyIBrYxZBrcZOOe8yucx6GbgKCfPnZd4OGYy3JycjL/c1vnAVZ4Ba8qfujUtfnL6jmYWlsG/xmbjXllSgbmjiW4+sAyT9+2cmODweiEmGR0b33rW+d9VoJcx/y6vm0CWvcsA+wZmAmcUvynYAq3X2WwBQTjGexpNGQUnApcQUBaab8IVoptJQjeWWBH82Xa0aHIYp3h49v+138YRjt9KWg/reAHXAXsfsxUa8vkvxgb45nqGk3hIDOy0y8VF5ztsRXPdl3gQAua6FKLdq9NHSjbOhrjGfqjSdv1OhrxE9/enB0dHc0ZaAEhuwRjhGsOuWc362Dru7HBAPGYwzhmfRnFiXGraf3GjcXYy5YMEBw0iPI+4eafp/aK0z/tsCql8PDWbqPBvIwCLsbkMwfgOwhzMCkD8szYYHLArrfBv4pn+Kq4VtHMCTkCJ2T8TskFRXS1cjdvUxsPZMvA3av488EyMG2VyAU+uD2Hv4CYjuB23iAzAG/XBR1oRkf0wOs3GK3kPj8ha0mvxkSX64LgOjrj0Xhjffz+Na95zfyWxbPxOTiqceMz15vKjQwGhIEpAk/oRV/3CWsd4+v6NglnUz8hg8MRKdde1om1f+Ut8pfOe56i0XUe3CkRDQzHPrHXTz6v4BWTV2Ycz1hjFHI4D5550iX+pAs0oFEa7xXYG97whtXRtHJ5pYiegkfj9a2r4DQ2sozDJxl6JtC89rWvnbMOmYfzmTHgJAvzXctQ0hn4uyzg54R0Abe0/mTaIrAV5ybZZzShsWvzR7mg1b1+84wLvkXo+Ph4PoewOMCTPTTPHPCDuY3/GxkMMJdwcn5CbjVO2ASwLOv6lmNOuwcfHIYu2r/61a+eVx8r0AMPPLB64xvf+P99MITymnMe/BRrvPlvetObVi984QvnQyMp4q1bt+YPJqGBg2REzTmNh8s8h0NBVwdzJ5OxPzK9H3/ooYfm16kCgnMOZznoK9WPPnxtqvSr9JyOOwMASxb24he/eP5QEnw+rGQr0IqbfYBhvKygQ9dtzmD8VRT0vuMd75g/ZPbmN7953t+zDVkM2rIFuPDoHp2V+F7eoz36zSF/WwQfWrJA+ORq5yPpyHg4wRznB3tsb2QwwEBBIGYenT6x5RNaInFME8CyrOtbjjnLvZSVUR5Nqx8FMEQKonTBwGGXPgpTlwrehsN4PJgDplXPO3oZiGxDwSc83lgwdGO9qzZv1yUcVj4FjWjzIRq0KHjwFsSnDZN5gWAesOWP8WMAMBROfQ6J4RFkjEMDvb/sZS974m0Feow1xzt7H/CxxcpBtqC+9CN8C9A+LGSRkM05Q3KI6vQfXQraOWlbO/PU0wreBA6tAOuzNT6pKVOEi8xlqR3YkoGxlXTR/dje2GCAySIeZh0QOUTkJO49X8f4ur5RIGe9hkcwoACv/TgBvPZxHFRKaCUY6WSM7k8rjZH2uRb9wYSrFRI+99JktODL2FHxp+G56PNwtJoJUDIBTpp8Oan34Ywz+tAeb5twm2+uNvjGmqefY7/85S+f39eTpzHOUOAmp3TfXHIyxxZGX7Rvwn/RfvSqnNshpwzxZMqWOCy+bekEhH7KvyCAHtVcPGq3FWMFDa2AaFvmbEaQ4Q8+hyFbYpvuCz5gngb7RgYDTFUToH2kzxq0ItS/FOxpAlmOX3cfbmcDjF2KSsmcwjtkTioyF+kpHj1K7Tq49VFiBqJPULAdsQLgk3FZIX3wRABM4RlEcHbdlqWgF88Os+gA32h+/etfP38vAx34js7T6Ip3cM1z7xrfb3/72+dzGQeJ8HA26bE3DBxeoR/jVVmVT3CS2y5LNiFg+QyB71MITkp9PkBm+4CfglXztPrPU46n8wKZl4+ug8fOHp0yZEFHMCC77A1819pN5UYHA0zFoNWHwu9GMCB0hqZIUTkBRXNYUdmJP+VwFgpGozbFzxO3/DGO4ePFNVgCj88bSAftxSm8IISWVostYK/sUUaLLrjR6HWZdBh9siK0cVB7Znzgp3mnEQIeB6qkY322Qs5PZAdve9vb5o8oS8dlJuRtrvGKa7pyuLZ8FuyrauFS8Wrb+PznP3/+4pzsBc1eewsQfp4PfcaNRV82NfYvr41L14LAww8/PAcAePR7/SwrETTdp58lnHX3NzIYYIRQcjCtbcLxFCkFBfeeU86yrOtbjjntHvxSfgHINsHpttXRim3P6EDT6mis0nh0nVaMTYmMRoWHogUC7+29ufCJS/AoXdnE82n4zvs82uATEBStFFUwcLovazmazlOW5xhn4Z+O4gnscY5rn+RzRuHMBB4f76V/shZ0mguOe1nE7en7AEsHBPuqClwqHF4jdsYjCLzlLW+ZzxBsHwpKaFTjTZutbKPJuIKwrMf2wyLhQ0gyJJkp2chAwnEWuHDe2GDAIBOma07IWaTrmCc0ylmWdX3LMWe5hzMawKQgeF37wFGvu1I2Wht3Gg1gRb+VTbpJ0VZfBiBYGAMOnF2bg6a7UdAwGhm86LB62yL5vAVaHdzZt6P1rPTFQzIY9UwW7YcFXEZf8IRfgcsc9LEHWUrZ2q5kA2cVblsWGePznve8OSNw5mO7grdkIXDEq75RntvoJBcVv2yiTNHXvgUDb5sKfI0Fb7xeB//GBgPMEB4GFemXDx5xnpgm4GVZ17ccc9p9CjUODWpwKcFn8R3sWSGsTOgxZxy3DQdYFB0vMg6n0ww7fs137ZASTnPAv1tlNGLX0TW29vMCo5VLkEDjmP6vo9WYDNl1fMEh67O6SrfjdcQXjuRiDvlbPQUn/cFeh/syfdGqhUdAEKToTIbINgV0H4yjM8W4+GiedlsJrrmCrjcUXqkXEPGcPQTTWMX9Nvg3MhjElDZDlI5KHwkL8+o6xtf1bRP+umdgwxuuxujjxFbCvqjkHXcKYqwppjnr2hRrrAM55xEMyXyKhjcZNF/gWPb1bJctevAMN3p7c8DIXTvpt79nuORw1tLYeILDqbkV1pmBrENJF9GgTQ+eo+/k5OSJNzunBSNzLlKiMzmgK6dEk8VKUPJZDNlM48mpOfC6Pq0YY9tIDg5pnScFI5uEO149q26D/aQIBgQqOhKy1YgxUAYBLMu6vuWYs9yDnyKNhzPlw3E8nV9IE6W0goNnPd8EP9oYD/j2lw7HbH+kxxQNj3GjsaFDv9KedBOOq+pPxsHDG5qUceWzV7dv9i07+lHQH6/dzw8efwYOZzcGz6rVVZbhVZrVvmdkWyEHc6PDGEHSJ/UKHo296hYuFW70Rh+HVNEmK3DQ6YCVnowlR8+aM9IFxrLow5NtsbMBrcBQEMw+6GMMBnCo28qNDAYYIkjMYl4lYCf7BINpzzcJc5tAruIZuhiflNbHkzkyWjhJtGn1Vd3LCNCtMHgHka961avmAzDGQuHreLoKmq8SRjQWIASBl770pfMhH13hA68KfguSycB8z2uNZ/Qc6XgKsskwPCPt+lR4FMHCJ/TIcp3DjXOv4hrubE+bPuG2ZXDI6gDYh9KMxQv+VfZhfDbNjkZ4jQXHJw4dUsqIjVHC1xz3PTsLbzc2GGCOgDMMhzNqEXeTIM4jnLMIcN0YOFRO4JeOpMqCA4Wjj3GjXWWslI6PlI12vEgB7QnNbczdoH8dT+fpQ7+Sk+eQVnV753hIToyfLJqnX58WDNs/r9C8SjQmnQdnpE2fMRzLtbkyE28U9Bckxjm7uoYfrdEJt6DkPMkrV3rFd+NGOvQll1qyIEufY/CBLoeiMib2ZIznmwp40bFpzI0MBpSKsQzDtWhJ8YSivzFLxk8TyHL8Re4p2Mqmtc/12tGhojSRUXoHTJHu/diFPR8ncQrs3im5/aD3xVJcNGc0+LsbPFyE7+ZEX7S6px8f0JLqy5QYscq4be2cL9Cflc7nAtxrHfyRFxmSnXJaMIAvGwCfXMvOonFXLdzoU1zTW7pzL+PzKtrZB6fmwGM1Nv7Iz3127t4ZlEDgdaVx+lTXI56RP3irY//y+kYGg4SVwjHKaRzSlGrvMxhQjgwAnYzbB1D8OrKA4DXX0fT+nVOonJ5ypcAM3rf9bt26NR+6eU3EmPGCr5S/VOJ1vUc3A1WsXs4N/FK0LxnhV8WrV2N+Is4nLMnK8xe84AXz2Gc/+9mrD/zAD5yDqi2gkv7pfVmSlf6uWzmjZTnnKu/h5NzR5j6Hhd+1QNc3XAU6n5EQ6LQtBuxZAPVZEtcOkp2/sB92I8CNOJIJ+HB6pq3/LDzeyGCAMUyqmCZ8n9P2JSGrCSEkkKUQEuCyfxf3lC8DkB7bKojqsgEn665lBJRqjNVCiwdnDT5EYh5DoGAlnndB61XDJGf0ot01WQh6Apx9s4zJ9zjwindnPj5a7XsEtgO+gKP/ken0/WlPe9q8sndwCO4m/epnD1rjbBc4mkDSOcRV8zrCwyvcy6KfLNBme4BHWx8fmvKTcKpgeTQtFLYQrjk+O/DFIwuJIHDffffN5wVgCXJwqckZHiV85B49+nq+pM/9jQwG9s9SS4wqlOxAhkGJugloHePr+mYgV/gnxYjkPiPA6UV9H0RBq5oCa9HlmqPIJvxwpq/mmpPxa29Kwc9IrxPw+++/f3Z4To0vjkGHxubAXZsru/KWyLmJwNDhcPIwdln0kaO5isVBQOnXhejmbhR0ROeID21o8qpYRiQzsAAIjmxYgLRwCJLOOti0a4FSQJBZ+ZVocgO/1jW7cg+HEg3JSX/PRpq6vpHBwKfaCI1QMaraIvg1IIYW0wkhZrXr+sbnV3HN4CjHSu/1Isf2uX0fvnE9nhqjlSMYb0vgpJmyj6dTc6uotNFzxl0QuQoadwljlDG+8GjP7gyE3hg2PjtUNR5/yQWfgrrV04etHKb6pzIcB7xgjnjiR5/ngo9CppzJYW7PGrvLFs/sIFtAE/wq3qz4Pk4t/ZfVajv0RJf5HFsx1wLhQ2wCRW9HwDLOc1mCxYes8KxPCefyen64+HNjgkFMYVraJL1y6MZRPCOAUsEEpPWs4p6RMEKV0QW3trHnbcf58FCkbED0dyAoEPQR5WiW4URrdPpcglTZKuBDKl4hmR8v+G/sJhq3PR+fgZUsCqLj803wT+vnAOhVyJhuBAD848mKJy2Gy7hkwIC7Rxsn7jcSHD6aa07jXI/0Bq/VESxBxqKRozXHs8oIo76raIOrLSjQuTcK9EvPMkE6Zsv4amGAP7mYI4jKcGRIsgoBwXiwzSFjX1wiV/Dx7VnyjJZtfF3bYIAJDKiYJpAcTERlXKJl42QLIqy+hJpRJjTBwl7UQZ33/1Iw4wUIsFPYJsFFz/I5Gswd5zv4eXT6OilFH0+rPAVSJFzL+RSkDxy0CnZePwkC6MQX+jgWHMv5zU3RYFQ8G8eD4x4dDMy5BHkIrp1PNAc9SvfBPK2FPzxgnJyczJ+ilL1Z7QVGzmlc/OBNgcsc83sT442CL0CZK0iMdJnfvPiOXi27ofcxGBjHeZoHpm2noCE4piPjwtXY8X4GsOEP3PEWP/rYhSDgg2Tsj4Nb8b1ZKRC0WJAB2syTFTlwZQveJBxNZws9R6c5sk5bKs/ITB+5wh8tG8idu69tMIhoglAVirW6iIoYJwwF09InKweDzmAIwdyE4VDGSm1lkor7GrDVhxE0NodzX52RPP4HPMJXo21sw8WQfZtOkPLhEHicDjdvhOk6Oj13cGQOhTphF0TQ1ZhoXcJY3hs/0hpt5OUDWmTBKAVWXzc+moyI7JJrfIFhzibal3gbZw6dnUzBwPfuBTdy9/kJzqnkzLXmFCgEDysoWs2jX6tedC3x1g9GPFgh2YZtAt7QVnGtj5y96vMVdLSxL3SjKTrJDlw4zlrAjw7z3DsDsfWxKDkjEORkBRV4jDMefteqLScazbGwOEwUQJT41grw9Gp72VwtWMEO17K9lsFgZC7F6uNMXr2JrN5Jc5AYdUhHAJ04UwJFGgOG8VZbe0+OKcJ6vcNIjE1wBKZoCVCFu7K8TsBgwMOIwBK94bMqOTXun2Z4NsIY4QZLIEEbA5AZcFj7THOtWhlJtAZDC7bq2brnjbVn9VNhZCmAOsH2Pfzex5u7dB5z4d5W4La6mm+sa/vY/k2cYC5bCk4OFt3hxKvV2psATmplNBfdxpqvVZrrGl734GgFepkWWepTGg+HlVqQ8f0PbztkSc53bPFyZDCDOwPY8gdsY5XxWh947A18KzjHZSMWtsaGB23BcS2ICFJsQaUvsgFTbbFwUCrzYkMFMvON0Sb3dSxcy2CQILWIx4TqddzRtHrZZ2E0Bo0TBAiV03MY4wkzgeqjYCuuQz0GaUU0R8qYE4OlUE54XVfG6/qWLdoEAymg14g+Q+4sgMKWeJqbMcBpBWUsHNVWAyypJH5zgsYv6XEf3cHWjn3GWHUd4vkGoJUKLgGn+dvmGnOWCicjBttKiA9yd9CrgMFBRz2N1wKFtw6yI/Say1mNIYdk0TWYcIJrrn6ZAcfI4fSRY7YjWKPLCi1oedVrsRA86Mt4OgMvW4JnU4HbuLEFw3yB6XjaMspy4LDtcQ9+NDUvPuDRhw8BUWATtNkuedAZGarwCOwWHvBlPObqV4O9ifZrGQwIM2GkeE7OMaRIFJYRYVChVApUOTfhcsqcT8ugCIthSOGf8YxnzEba4VkGFExt1wkwRet3vbxHt4McirbiWG0ox4rrGaWYsyzBMwZvDNgeUTbkrYKtg5WyFaD5I/761tGMNzJRXKOHLNDjc/8f8iEfMgfJUa5oUSvgZlSut1Xypgf7YtkYR+BwVrR4SB7gj7IUuBW4fC7DuYYVle4Fc/pSoi04S/qMAUN2AiccWsVYvKpWWDQ+97nPnb8LUoYEbvbjOrpmAKf8gSt7Yoeu8SCzte1jG85pOvdCpzlKcu1aP/yClazCtkdWITBaOMZx4Fg42J0x5oIX7Hnwhj/XMhhEPAYwRxAcuajIsBi2Z41lNPaXBE35CZQiCNx8guwthMj6nOc8Zz4/sL3w3DyGBrb5yxIu9CRcfe6j0739nH2uFdAWAW2MqvnaZekZWK7tDe2zCwZ4tzpknMHQmjPSNMIe+43Fm6BCDr4RCb69p9d+gg+DlzpzZHOV9DC2rjdVhs/JtALhQ9NPwVnBtFJdhbyMqaDNeAVcuI1Bi7QY/z6tKcja4kWbefGlNcf84OBNRmkBwPtIM17JQvZim8lZOZo3F/B4DiZc4ZgBn+GPOfiDM91bqDoDAl9gi0/wq4F3jx9yQbfzEtmmYCU7th2wMBoDjjHmsDfbS9mBZ2ct1zIYYAoTFMkYOCiFYl6q5FmME4LqoE4wsCp7Z2sFoGjGyPA9F42lxpQgctqXi6yeCRQEfXt6V8vpKBKOiuvuKQcNBA83ZcOFTnMpAmwrLwPGQzRHd3BrwfIsfij+aNoSoc9e2eEnvsgELvSZo5jH6MxVaj3Xr1XRBq7V2TYEjf18mK2CbRQ567eqCI7wcArX4MJ1WiUfMpGtOawlV6ua117gKiO98UFGCvj0lw4EajLtU4lWxN4aGWu+sUqw9KNXBsQp4A8eOaDRokIe6GJb+LelaetEf8bQH7gquKcVY+IPDXAJrj5cxP60gqJMB89k1Zwl/eaD5bmAJtMi07YCMkhyJq9wWtw6HDYfTO1ptF/LYMD47HdEPwLjrARolSUMqz3mMaglUIqzElvpKD3BUbJgQECEbg9PmPaJVgR9HIxzMDKrukMYKxklZgAJGi7XnqGTsVmpzEerjMDXjq2y6BFc0INWcygkmCk+IzZGBT9nOjk5mel32MepOLJ9NPqWNJkb7GAag2bOzHC8lrVnFVD0MX7O75n5ZNFvCx5NwchqBka0kj0exgo+PaCZTKTdx8fH88l8n5jTRzecONqi1XzX4XBfQRO4VlKBUZbw9Kc/faYL/fCRqzEVtKFHwSd9c/rw4AFfAqwtUq/tZB94p0erqzkOLDkeOMk7OmvDq4XbuBYUuidTGSvYAhp7lpmyD2PVdTxEb7JGtwyGDaCJ3eGBPQQDPmMEHTiVbAo8sEZZj9fXMhhgjEP289uYt5L7OKuWMBlWgQCTnEP0JVQOysh9fdghi7GYNo5g1BSZoxKalMtKKUuQRVgle065DM4qxVCsIhxIEEATXPbEgomVxt7QtRWJEuHLUFyDm3L0o0lfiofLinT8uFMJhHD4whN8jCqDxS++lZE/cnQvUDJwqysjQY/xyWM0ELRxMAeeVkivswTS9rYzksf/gA3WyRSwOJTgbXtzNAUR2ZcPDIFBj4KBzCm5AwF/LXqSkVb1HC3o44z0Tq5egwrwUnp4ydjqiF/ztOa5ZiOcGv36waE3p/hg4ZPc2Q4+3QeLrtmDwC7IW6DQiW80gafAUx+8nJ/M0cZOVIvSrVu35kBMFq3mZGIuOsFRs4Fga/WRh/HRKcjZerVACC7wem7hGM8MwDUfnniIbviVaxsMOINKsFYAK/kHfdBsVzBZAAAgAElEQVQHzT8wyUClzpjlsKrMgTEWRIzxnJITLkURBuYJQnHdPWExGhHVvpHjWEEYAYOiVFsRTnVrUixjYiSCCBrBBgM+wUnUdjAlm6H8FO+5YizF4DNjYGAOS2UwDB4dtj4MFg4wGJNVxuswhsooOAQ6BT6pbYFF9mPlN85qBAYcKr7RQhZjRZN+jgMPGqTaVmb6EKQYHb7JiuFxfDJx2CkgFIC1VleBTEAil2SOf3jh0ocmOoo2vLrmlDIDcnfwS0dk4Jp8vXqUdjs4Qxf5mRc8OMmYDgR5dMowwAk/+RuvoAXv+szDDxxsSgCOLrQaSyZkr5I3OyQ39gEXuuHDf2+yrN7pHP8qeYDnOn2M967NEfwfnQ7TfSaC3C0QPjODRosTXXmmxbuAnV2OsF1XXF/LYJAgtJhnnIwd46IgI8Q05ThpZuhScwduxjB+0ZEiwaDkDNw9wSQcwtBH0KprjgQfOH7dtsM1qwljYnRoOJlWRM6Vwgi0CqdnnaZLQY0vezGHkowzJ7wcDW/ey9vHC3RoD0e0MmRbEKsBR2FkVmEGgT5wzCUfVUABA6yl0WUQYysTgoszW4E5OaMmE/AYucrorbSCF0csS6E3+MBw1kFuVkdwOA0HUtBC3jmWe9f6OB3+ZFyMG54cmOzQhkeBQVC2zeMUMieHgRwBPeZxUG9kOA6HBofckyta0Jr+xpYd+WCQ8x9yFnhOJl3ii/O75/gOBwUnunbIhzZ2wvHxRKZSe0Gebi1W6Bh5LwOlp3QdLeRBt4Kv4CoQC9DsAD1kJeA7L7BwPutZz5oDsW0EWlUyY4Mjr3gnh2sZDFIQRxGhCQYTVoL2sFY/ChIcXvSiF63e+73fe/W+7/u+syD0m4thLXiKe0bmntHlZJ7p80wfQ6YABuznuqT70keKsOoY4zl4zTUHzPpToD5zOYHKsSiDYjgFg2GwjEAAYiQMX0AwBi4wPIcDP67DBY/zESkp2IwBvYzFP2qV3ZxMhkKOySIaZ+I3/EnuWvik6L5FKUjBI8gxRhkTx44e4MgF3ealS/dWWAEcTRyUE3A0lT7JRQWLTGQ8AhAdy8pyGvCTvVZgIEfO1cGawC3F5zgWCY5q+8Z+8A8H2oIz2gQ7CIfr5I4mq7stkKCgcmxnMMfTdk7AIRvBSSDKBsGCDxy8Cg4yW4uYrMmikf3gkQyM0+deECgo28IeTdswQaUVHx7VOLZAbngWoMhDhmqehQK96KMPPI80XstgEKEZFuVxHEbOQa16MS8qO1B6t3d7t9V7vMd7zI4kWoJhTAoHQx/lulYSRvf6XKcYaRaccFtNCDqj16oZU/Cb6z5c8FCAlYkxcSwGjhcrq+o5JQoYx5NhUax5nCQeoi9DxQ987uFTGY8UkiN8xEd8xBwwcyxpsjHNB29d6TmDlHWAB4+sqwNcsg2WFq8qWpNL/ea6Bk/2IOChj4Pj2xZPkHC+Y0VHLwPmLByNLBQwXKdb99E66tpqi26B4CUvecnqfd7nfebgaOVEGzqNT25oRtvYB0fP0e+5e47rPMrBqFezgraVGV3oqUZX+LQqHFrBwtZBliXbshBYaNpmCGzgwk0mFkIB7mgKBGwRD4JwdKMXH/ALNmyKfNEr8JKnjIXdyZrNN9YcBb3XMhhEnBaxGGXIVj3OhFnMUK7U+F3f9V1XT3nKU1bv/M7vPGcJVivMEbq5WkLNKFNUeLqvJSRRVzBgtIRpteYIrXaUqqZ8rfkKBY24GEq0SNmsCjIOxmqVlNYJDMdTEKA8cAQBuKIJH3DED7n0TEseqmuFoVjJBTL4bKPAM78x88A1f8DBm2JFUcnD5zLINp4bFx368a3EL3zR6jm4jN62xSpqxZZtSK9dCziCA9nLqMCJL9dghA/caHFdNc6CwWmf+tSnrt7rvd5rDrSegxUMtEQfmsFdBzMc4MrWHN6ikeM6zwAHXLBUMtCaF0734OtzbY7ATQ6cnCzayshgOLNtiaAgIBojszIPHDBGmOGhJ3ITXM2NJ89doy17REvF82sdDGIkZVgx7AdFY8bOqBj6B3zAB6ze/d3fff5FHE4rhcKw+WPFsEqgYHpW0Z+AKVaktg+1Wsk+GIDtR4bZPHD0ETJjGWGO9/pThKAm/bWvFKVFevwsU8toB8fcDAFuffERDeNzsrGH9upMxsE47F/xGdx4qNUPlqChZazkLbXkXN5o2CqRU3CMQ4tWAUNBS2PCZ8x4zbF620C25IBOmZ25o/zcS5/DF2y4wqmPLtBNZ+/5nu+5eqd3eqfVu7zLu8xBRoA1X7COFvOV6AIjJ6vPWPJXOb/V3BaJA3tTgi5jg6kFB55g6eva2HSqz/zbUxYALhnLlgRDgdGWhC22zSsTQAs45rvGMxuyXRIEj6eFJTnShSBBr66VaIxH7bUNBgkW8RRMuAQixbTPkikQhD7CYkhWQY4mosoaPE+5wft/7d3ZqmRFs8DxZxBBRBEvFLGvnFH0wrkFxXkeu7URBVEv9O4IvsgH+0mk38T9KHXqt+w/J1nsqfqzdtXqUwm5c60cIiMjIyIjI3PVLjV4ZdKIo0wUmFOEiJa112LaIzh8RiadKg9/Rvjjs3bwEa3+9nKsAuamFZFSAFc9EW5i+NRFMHufp2Coo62TFSsMphUxlv6NeYTbu7zyMRg/BDpgLqc5Vig0iGbzvuXrtwBWY5JfO/nGiEGZv5ie5YIerC99KxNqF80bX33M+1Qf01PkV65cWd11112rRx55ZNoyWc0LY7vwkYZj5fAUlKEdhcofwwS3KOGN5gve+sevAhjK4Hzau/oCfqYIb9y4MZn0FjT+DQpT+3HewA1P7YOvr5trJWARMPf4zJaJoiEPZMQz+mhvTNrWfm+VAQQjFOJ6J/iY0vGeQSFQE2FgIq3K7DZZ2hg0OFLv6oxBflEZmFIWBua3Epp8TNDEqn9WqFwaDuobB0eQPbjJocSsABjKCpx/4CzYFymLcTCn7Yj+bK3c00BDIZp4Nl54CuGuLcWrLXOTl95+X1C/elPGhn+0FVlClO3NNQPrx57Wysj8HgUqhh9xPqtL9SwMFA3h4khzDEsxmsP6b27UD/ZYrl75ngkRvnIqwuKiuGz1qiM9L4CDfoLUXGmnXzhT2njctoDytq1Urq465mUM8hsHmrE28SveorhtLeALHguPwoG7Ns05GPDaW2UQAQwcEbxDnjnJ4cIMpE0bFPPJ4JlJJh9zWV2U1x4sgxYL47M8hNEOY1IGCEcoHJ2F07xNsErHcvAKcKGtWS4mhoWjHxNllaEo4PrfBv3AAXPYjlA4LBv3BTpp0QfcjKkQU4Qzn4PtkVXG8WqMW73abZqGn1WPEmSBcc6a16tXr05+ibZ59SXVLtxO69O4jUnKbKbMj4+PJ1+TvTiBU1Y9cDyPcL0X5Mc/tqksDv4dNBXt+ZUHb2wbjHmqjgg2mhJwWwVzZPuBD/AIHw2aKDemeKP2UjQRwTG3Fkp+NePEx5yUHJ0ciCw8JyBgq69/MbrupTKIUBAVem/whIiG42XF8AgVUa18BMvAW2EasPbB8zzC7RnBmey80RG2EwxwYrQJ0Cl/6mfsq2cTS7HYa3KaMZExaYrtFJAbZZtcOEgJs3FwThmTaEVWbiwUaAEtjd84MRLcrH6YFEMJVkfl4xhrf9G0PggrRWiLYE7RxDv/BFz0oa/CRfoMd21qqz+WETqbS+NWpg+pd3Vqg24Fz2ihLqvTak3BHB0dTUKF37SFm7r1Wft5Wr3q9s4XASYTn4JhHbgTYVET8Dc8BG30I9W3MvNii0zoKQXKFK/Jc0LFwuBD8IzOykZYnvdSGSCUCRqDwUdAKxWNh4BNqLoR6Hi9Elh57ctNVkQDM0KqGxMgKNhgISKmYa5ZsRAOIRGvNmCcFebl4RWOUnjpv0lWRx/ztmf1c1oZWAJYBJ+5bDWghP5cXxRyImC8yllUhfrHWJiQc5ZipUAIkYAhx/HUdpPUmEXjR29bJgqHsFEQCSb8egb/IrRRJz6h6OCqH3Qwr5x03qsXzDFVXn/Vgy8fiuNOW0bWIroq10f9BGcCcMofdRLi5gGuTHuWotMVSmdchKJ5fWknwNWzuSMXN2/enKwMvMzasAiQBQsnefFM0RjPiKvnvVQGEG2wEQGy8gweA1tJpfKqE6GYnDQsM59ZXrvqVk8KXu8IiBnt4RGRSegZESO8uucFdSK0dHwPTuXeq+P5IvDVu0hAR4FjzorLJ+GDJ/tIygg9sgzgkPCgn32nFcZKYzVBx4RkPp6L4DLW0RdhwMBgwhPd0d97tKnMu9j8jbBOeg6/GB5cSszWkrVDMagDBxHs2tR//VVGsCwQtqAUF0UAHpyq6/m8ELzqzcdoXijtzHz1tFFPhG9pMEqN0SmScrigLzj8HPI5E809yyYYYIvg7qUygKjJEQwqgnsPeXnqSBu8ycfwHF6YnzLgQ8BoGN0qhNgmVupdtBJ6p2DyOTCvmNgsA3tFfelH/+eFcBzxHdsldI1TGuOWntfHWeUxNubQry0TR1emKJPZuBtTsOAhoAWnk/a2Y1ZDcORLg1+7TdPGHRww0QRDYmCpoFwU1EGbcJwyT/ijHhhCuAaTBcKJyA8kD2x9qQeuiJ9qG29RJqwpwm9VZS1ZKHjnlWlf3anxGX/02TgaX23hAp78cBqfR9yUh6c60RRsi6QUTT2ba21Fc4jf1Y/O4ICxl8qgQRqwGEHkC+PgDdA7ItJ8jo/aF7EOOKjswUwc58zNtRll1S96/2ttEhN8x2jMKLcObTEwjUh5INwcj3+wOflvuJ9U2kSaMLG64P8bIcaIUZmImBcj2/IYD0EnEGKKEpOIVs7u1jOr3ZyEmzbBbgy3g6+2+jT25g8cz2M60lubyqdKp/xRD47S2hsj3Cn1rhPzSyQQ8FDHHIvNi5QwsYr4TlhJtjJ4hJWAjvqoP32K5wVt6mtOT2Ns3pSJglSbxiWvZ/DgXzvv4SUVep9ehvfqyt9bZRCRQj5CS5WVIoABSZm3GN7xlBXgt99+m8xiDjTC4AKRCS1ict5aJp+VE+NzZlEglIMVlGCYIBOhH8/6Pi+E70n1wn8sk4f5LgJ7bHfaM3gCvAke4fY/DO17MbRUpCj7kIeCZBGJmJ3PwP6VYgQvYTxpbCflnYabuphXiLby4DmGkd6eG9NY57RndfUBviNR5rE5dezsuNH4mOOUI3p0rm/RYFbbf3MkO/q0IDhqtsj8vT7SdiPTohN++vEsGMdFQvWkcBzHJi94c1jqmVNhrFd+eeFWXe/qKD+tzt4qgzkRxvcGI6UEDLLB2xvdXK/2VgArPNOOeWjvpIxwO9KSFm0jrBy2GLYJjuMIgBXBygB+fehz1wEOZ+GBFhgUzm2JbJmuX78+CYMtFAeVLRAleHR0NDmuKEWRZ59SpVBdiFIHTFZDfY/9e1Yu7jrAJeEiCOhAsDkPOf3ceHRFmXAbq1UeHfgCKArXz9GHn0VEJ3X6RNiCw7HH2gJ/7Cva7JoGt9v/YpWBicDsgkloFbC60vYmkdnvOAUTqy/GtNrUtkkMDsZhNXCgWa3qC2x91nYCsIM/4XtS18rgK6TIbI84BK1yVkmRyew8m5+EkixSkExoClMeJcLpRpkWEoCRDuE05lX/MlPza9zhgy9sH/EBxx9L0Bd9BBqf8ODzB4gca+YcbViFYvSyqFAOLAc0wlP4oaA/dNkHhRhOm6aLVAYI3mRLCSgniclpf8fxxfRLSaQEpCZNO8E74WkipbQ/k/BovWISDHksEOm+KIOTJjqaNCY4o4ttjwtHrJ/opU71S+WJQlYAISIEHIqETIgOwZgyb/1JQY95l/1sPMYuwAe+eIPgm1OLBIE378akXJvqNcfKi3iCYmRFcMKBZ6HQLrqpu+SwSGVg0poAaRMupe0JMjOfiaxuE9qEN/kmTnvv2npWxzMfA5PRvjovunxMoN4uAxznYWRKOIYzxxd62DPDP1o0Znmi9yJYeaAxPCGymtpDG3t0ilYjPmDtOsDBoiB4tiDgBfclXOSh4OTP8feOBilNz5QFelIuFhdbSD4E1oZycKQjXXY9/tvtf5HKoME2SU0K840SsMe19ze56jRhMYD2yorBKx8DgGXvzO/AVDTZ8sHYdYD3GLzDD26iZ4EA/Pnnn9PeGB3kE27pHMYIDz0F9SgVtHBp6Wi9qnoOvjrqVr820l0G+BFeKdyM2RaAhWQLGB8oF+ODnhsTmilLgfItWST4Hvihaqe+Ot73gT9ul/aLVAYxvUkwgQLtzxvOCURzY+JxYtTDICMjeK49GE1mjMTjzJnk3gKzWV2TPrbRbtcB3nAynhgZPZyHc5SxljD2uGWKkaXzABY4gnZoyWfA+eakIfNYuXrqFE6CV9llpPpvjs2jd74PzkJbR+a+vOgUTrWrbfSUb3zxhBMINOVzoBxqh7Y9B3Np6SKVgYkxQaKJ5ghjtpkgjkPXRdUxsU2uiWp/OJ8kZUVl2mAGFgGBci2ZMwkj8SGMzD+Hddnv4Q1nDE5ZZdk4FqQgy5OqNw/BKN+7bYJUAJeVwanqeJbTEX0FdEKP6nrfdWg8BFR0VOjY2FzCTxz5omf5xtpYpPKMTx3Pth8+UOJHsUjIq450yWGRysAkYUZa2u065jxrwJ7Ox0lZBU1SAhCTNGG9qxdDVJbgYHz7bQqBqcwzb5WsHAwBjJ6Dsc20vhoDpqeoUlhSR4McZTG4uvAeQ+3HVDn6yiuwBigIXnXf2R8f//ODoI5jKZ/q6mvbob70M8fbPFBcTkPg5tYlJcZpiCboNM61+ifhDO44p961E/kcbB8dv+IP0WK0T4vE7czBYpTBOOkmxFEQ3wCGp6mZgLy9mMAkFmu3CXG0ybJgHWAmCocDyoqQHyFLQ/2Uwyb9/Dd19WeMAgZ3ccaxGYXlYxcrOGtGWbQoPa9f40Fj9T0nLMaLBrZO+nF5Sz8ETj1RnW0HuBXg6D18KQALA/8ABUBgKbDjtfJSd1P8Gle0k3IwuqyFL2w/+CF8OEcpRKvwW1K6SGWAwQm+m4YmxeRYuR2fWblzkpm4JnOTSTGhMTZGcivRqYIVhwPJx0v8CfpVVz8ChtRu20EflFWMRxh5ueHFUiKkaOHmZUeEjak2Z+E4Cpv6LAIBs/PJ+PQa81MIThnQgvmsHZpcZoje+iboTk+O1o5O+3rHgH5m/a/1dXO4Gwfe2SSAL47KgOVpi2BRsC21EEktSuZiqWGRyoDpS+NbAW0LMCzTnYKgrZlxTV6TuckEgYe5wNEPC4SJCZa+CZmVh1kuj3mYQtikn9utCzcxwWYB+BqRULIYMD0B8OMkTlXgl/KA73kBbPWMybO2wt/rq7iciK71gqkfNO9Ox6ar7nl4nFUOPzFc4cN/9D/r/zCEL+Aiz2IhzykT39JFxj/2Wz/xk/7QgeI1boqBwmWNyHPzdalhkcqAlrcC2iK4Fkrb2zZgTCYbxdDkNZmbThBBI/gsA0dJx2szEyNwTurD6mtLIo8lor64KbNtitdY3ypsnE4LKAO34ygDkSLzD2D4UQhze/6L4mdchEnQxrvjOd978KHIM17PflLMNkW/tRnx/Lef69vYo7l+Kedr165NWxl9KqcM/V8NlqP3FNtFcdKXqK2IDpQB64g14B3/sQjc8rSNXGpYpDLAdFZsv75DI1MO9q48xj66sWI1eU3mJhPUpGMw3njbhJs3b07WgX0oL70VBxOMSsBqhDm2HRqT/vXnzNvPkrEMKDDWkpXQSkVIwwl+xnZeCH6CJkVzihAtbA/QnFBQirYOfCuCVfIyQjgaj2djpJx9jGV1hgf6UJB+PoxSN5+bWi9jP/pCCwrGZ91uZdo6gonOFASrZKlhkcrApBAAgmnf1hmyo6NWa3ViFBO6SWjSTTzT0td7+jla70VZCRSRVQizqSvoQ/0Eb5P+Nq1bX5jbM0+2VQpu8GQxUVhWbaYznOCm7kXwU7egTaspk9j2yC0+CsEq6LsF/Thzjxa13VYKJ0F/xtO44IAG/AT29KxF+HqnyCi0i4x/xBtsUV9FPGHriA4WC7yIN/gpfP+w1LBYZWBSTQrzjwCwCFyXpaE5s5q4JnPTCdIeHFsOprY7DPrhoHILj4CICWRMqd22g74wthVJ//rEkE48rFYY1Qpl+xCe6sbU5+EHfvRTNyGSh/kpGycXvubjo+koV1/62HaIxvCM7lJjdHXaPMGLheBKuaNQK7g6cNwkxD/Rg6JkeVI0FoWjtRJglVKMLmRRvksNi1EGCNzEeDY53k2OaKJtGQgDh1p51YmBtD0r1IeUlrcCdgMRTIIhVS5gQLBjyrNg/1tlKaD6h5OA0eHCYsH8hMK2IRyrE+5To1P+dFKiGPwEgBXAEtGXMYuFlEbv20pH/OfP5saYKXDC6SvE4+PjSUijmzbwHnmiOYSz8srKL9UOPcG08OgHf/BdyR/x2db4twV3UcpgTgSEN/kmCiOyDKwE9ssddakT487be59PXrAIk/0w089EpwAww7zNSXB3mQdX+Pe7DM7e0QcdpPA/K8K9vX/0cJrCQeZIEQx9JFD7Rg+4UYgUmq0DfrCFtLULZ2MQjU/UhrIQGrNxqa9MnnI05DOwSPDRdJoQXdVfalikMoj5pE2UCbBtMEGsA1rb5I0THiPEACelYGrHHGZqZ/qpqy/M4HmfA0FwesD771jNyoUOFKTxnRdjaPWsdujBYeoHPtAVLLRQL1j7RA/z0wmP+WLh+XLTkSic4S/APQUZ/trGJ8qr15jRkDMSb4CLNuqj+dLDYpVBTBhTmgiM64iHedz1U3nqiCbUxI2xsuBgBgxiD+gc+XhtDqqvPxO+74oAHVJY8HbiwsHK+w//xjnSYP6sjnEaM6FiFRAmR7cjjOroc58CvMy7YGycyvwcfCn4A30qS5iNVd34AQzPgjK8I/LN+G1NFpLtkjpgsKTUW3JYtDJAeBNokpo8k8Jh5Mqs36nzXrn6MbCJ61m+ABZGsQ/sRy/tlatr0rXZ92DMxiI6WnPS4Box/FMUxnRa1K6bhLYbGN8FJgpFCPacfsrA3HWAFyGFi5QC41h0I5GzL7yV9WxMaCMVpCMM9caTpb/Xx6rg4y3tqlv7XdPgdvpfpDJoAg3Ys4kwCZ6l9om8yVYD5u3xenXnVLJCOB2w0nl3Mcf5uEm2nzTBTGv/goopCE6wE5zbIfIu2mDScOf5t983ZuOITmh1UtSuEwKKtU92o7H2IljzcFLevM6238NBig6UAQXJ+++Y0Zyn2BuTMaurjehdNE5WBgsJL7lfQMGmVGtnTGCBsdSweGUQ4ZtE7ybIicJ/1mYhh6Lrw46ZfFdQ6h65Y0krZs+O5uwFXaKxksQEJlnQxxICPK3sGBbTU3BoYVUk3I4cz4ocsY7O/GairRKzGCz0QIuR1nN67AuN4BGucCekeMIiQTlyCjPzHRNbJBwJ9swC6l2ehQIN8ZEtKIcs2CnF4OO7JYdFKoOYcWS8Jr8Vy+TT5Pa5lABvMkVA8IvuDojKKAXKQfRrulZGK4oYUwV73yccLSgBAe5WRR9a+ffvPu5yynBW9JGT25ycj6wkzlSMDma0OIkGzctJZZeZFx54oDnzTJlx+rlF6SIZ57CTBo5FPyXvGT/YFnFEe3evRLTFoBgpUTwx0hdsCgGN0GepYZHKIGKb9IJnEzEyq9WR1rctoO2Pb20XmIm2CPJpfeazvOo10SPsnv+tNIadwxvHNJbJj7FPqlO5NuqJPWNeyg2jM5VtgUTKsWernlg+paiuHwYR0EQfmD7Y3gmC4JkwSIVxHkZ8psJbf9Stfvnz9/I3SYMRP+gfDeRb6Y2RoCf8lIFnSsAzOlEOKYa/bv3fSQoCLHAaa7SAn+fosQm++1J30cpgX4h4O3hgnBgrpsVkYz64lY35Pc8Fbqw7CgQBViYQ6rFfzwImHle2mHrsQ576IwywBf3Jr59RWEa4KZXaaDfG8JmAbuEP+Pb/TH3KP5+RxaKFgQ8pP5I6nvmPshK3gNZegDwogx1MwyhgnglIgkYwMKxUIEgJU0IjX7uxjTxBXm2l3jFxwuldW30UR3wSVm3CQyok+GAET772Qv1V3/tYzztBHPvTLjyUX0bQjz6ja33KjzbV8T7mVfdOTA/KYAezmsBiOMKHKQXvRXnlKztJYcgXEnDPGLd2I8OrAwYhF9RRVyDkytSXB4dWwfCRgpHgagOGfM9SoT69j/DmeHmvL+3G+t63FfSjX7iFs77qf54/lo31t4XfLuEelMEOqB9TYcpRMYwCIl9M4BKylEcCD/3q9axOfQSHcMsveG+lB0tZQlKfcwFJuNUblYH3+lNHn4K8lIq8cFemD3nqC+qWN2Vs8Y8+w7e+o/28bIto7B3ogzLY0ZRguoRvno6MSmCUExQpgRITovK9F7VXV/QsP5jlSbWtTal64NdOvQT5JFJVr/bBlQrhGg5ZEfWtjjJ9yLuMEC4jzvD1XpiPy3uxOndaelAGO5hRTJVQ6N5zwsPr7/y76AZkCsAqq5yzS+osnIOr1de9eXnVcZSmL0KWoMnTHlz795SN40enKhxl9c3zntCqCxaB0R+nGiecduobg7LGJQ8s7+qDo72xwEGZ242NXQoXdbYdUgJSdC+OfTfWlMTYZtv47Qr+QRnsgPIYjYDEfIQjQXL27TsA5/zuAvSv0dT5e31D0iUql6Jct/bLOt59RecI1VGgbxGcibso1Jd6hIywqedLTL+A5Fbhf9YXkVymIeg+TdaffzeuzA936Ec53MCQEmp3FpSD4xsOt/q0JzgE3BGcHxnR3rVux3Y5Dh1VuhkKP2NTxouvrVC67WlB++hfX+WNaWVS+Whwp4aDMtjRzGL6cbXEaASGgD/33HOrTz/9dPXee++tXnzxxdVPP/003YsgOA8//PDqs88+m/I+/PDD1e+//z4Jp8s0b7311lT+zTffrN54443VSy+9NP3gCVCSicgAAAUSSURBVEViJXeJ6NVXX1298847U13Pv/zyy3SRhpL48ssvpzb33Xff1P6rr76aLmyxEHygw/IQXG1+9NFHp39tfu3atdVjjz02/d4iK8WlnBdeeGH1/vvvr7744ovV1atXV9999930gRAc/ATZM888s/r222+nOvpwps9iQBNKZ9vhPGFP6KVjKH/Mu5OeD8pgB7MZk7WfjsmkfrzzzTffnG5OugRDERBaH0+5EPPggw9Oq7HV1/VilgRh9bNejz/++OqTTz6ZhMuloYTdBStWAkViNQZHe0JN8biC7dalH4dx4/Cee+6ZrAw3D33L4S6+fNeTCSwF9OSTT06Kwk/TE+jXX399uqkI7t133z39cKpLTawMP9ZKSbAKKDd4UQCuBfvNQpd7KEbxEHZHgYMy2AHtCX0KQPejlUBwXnnllcnMZk5bxVkIzHVfYT700EOrr7/+ehKiGzduTMJtRfZprhXZLxUz1W1DmO+sBwJKKB944IHJQsgi8f3Bxx9/PK3qthBWZbcQr1y5Mm1J2s+zClgslIW2LIynn356up7Lonj33XcnJUQxufPPQmEZsDq0s5XgywDHT62//PLL0/9b8NGP7Q5lA27KcQdTcuhyTYGDMtgRG1AGhYTOu58if+qppyaBZ15bdX0cwynomwomvNXfPy8hbFbs4+PjSRkwv+VzDnIS8ifYblih+QKY83wL7f/dvmOJUBiUjXx+BNZHAspByNnHcqB0BD+2SrEw9X/++ecJn/6PBKGnxP7444/JIvjggw9W33///eSvUMZCUUahXL9+fWrLAqIM4H0n78kn4u3xn4My2PHkUAp8BQkB4Xr77bcnxxtznmlNiKyazGpCSHis/gSeQCuTPvHEE5MAEipfHv7www8r/gNfYB4dHa3uvffeafvBCrB/tz1ghVitCTocKB598EF4hxsrQ7kTAnkEmWJhFbBW/JKS70BYOD7qIey2GPD79ddfJ+XiwyC/kuS3FXwdqn/ORX35cIgyACM67Hha/l92f1AGO5j20SrA/CwDeQSildZKTKg5/zp5IERWbV5/v+RkBeYb8Gmuf0L77LPPTv4Ge3AmuP25UwkCTbgJPkuDNeELvM8//3xy8KmvD7hY4e+///5pj58zz3bCT8n5/FkdXz+CRalQRPAX4e9EwxaC1QJf/8jF9oVyEG0pbE30w8J4/vnnpy2R8YNxUAY7YMhbXR6UwQ5oj+FTCNLeCR+hs8/m9CMchI1CUM8qTJicJjCxP/roo8nBaJ/vH6dQJK+99tqU9+OPP06fK3PcEVLCzkS3qvM1MPGt2lkZ+hJ87m2/z3FoiyA4SuTI9HP08LC6822wFsAWKC5lx+stC/8Ei0T0C0kUD1i2KCwP2wb4cx5yaFJmQr6T6eXw59IpcFAGl07yfzpMAdQ9RUCYCC8Tn/BQAgkbYWZ288LzAfj3cn6Dwee46jv2c+Lg9xtEQk4wW23BZiEQPEeU2jHvW4lTPASc0tFfbd0D+Gv9GS944Pj5cZYGHMEUKC2wCLRtDWeirYH7B9oJxmIrQLnAgXKhdPSlnZA1Mr0c/lwqBQ7K4FLJ/X+dESqxkDIgMAloqTpZB9UnfNrXrvzaELoRfs8JuPopmtoGMxjyCWltE9SxHDxBHXWVBbd6pfOxpQC0r43nQ9gNBQ7KYDd0P/R6oMDeUeCgDPZuSg4IHSiwGwoclMFu6H7o9UCBvaPAQRns3ZQcEDpQYDcU+F8W28VDZ95xhgAAAABJRU5ErkJggg==)
1.7.1.4 Copper(II) chloride (CuCl2 ) of High Efficiency
Organic Solar Cell
Copper chloride is a substance compound has thegreat
hydration characteristicand made up of the crystals of brown powder. However,
it can be decomposes to CuCl and Cl2 at 1000 °C:
![](data:image/png;base64,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)
1.7.1.4.1 Characteristics of High Efficiency Organic Solar
Cell
Consequently, the copper chloride is exceptionally very much
broke down in water, and in addition in methanol and ethanol, the copper
chloride compound loses the twofold hydrate by warming it over 70 ° C
crystalline water. Aqueous arrangements of biodegradable copper chloride, pH of
0.2 mW arrangement of 3.6yet its debasement in CH3)2CO and diethyl ether is
powerless. These arrangements have darker shading when focused and end up green
until the point that they are done in blue.
1.7.1.5 Uses
1.7.1.5.1 Organic engineered applications of High Efficiency
Organic Solar Cell
Copper (II) chloride has response is performed in a polar
dissolvableand there are the applications in the amalgamation of natural
compounds. However, there are chlorinate the alpha position of carbonyl
compounds:for example, (DMF), that frequently manages the sight of lithium
chloride, which quickens the response.
![](data:image/png;base64,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)
Copper (II) chloride get dried when has the advances the
hydrolysis of acetonesCuCl2, within the sight of oxygen, can likewise oxidize
phenols.
![](data:image/png;base64,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)
![](data:image/png;base64,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)
1.7.1.6 Lithium chloride of High Efficiency Organic Solar
Cell
Lithium chloride is known as the salt is a run of the mill concoction
and has the compound with the recipe LiCl; it is a ionic compound.
Lithium chloride was utilized quickly in the 1940s as well
as the Lithium salts for the most part affect the focal sensory system. There
are the contrasting option to nourishment salt, as there are destructive impacts
of the compound on the body then it was prohibited.
![](data:image/png;base64,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)
1.7.1.6.1 Characteristics of High Efficiency Organic Solar
Cell
As it disintegrates well in ethanol and pyridine; the
lithium chloride complex is all around broke down in water, the compound is as
various hydrates. For example, high dissolvability in polar solvents and its
high nitrate, which isn't so in other soluble base metal chlorides, thus, the
little size of the lithium particle + Li brings about properties.
1.7.1.6.2 Chemical properties of High Efficiency Organic
Solar Cell
From the response of lithium hydroxideor lithium chloride is
brought from carbonate with hydrochloric corrosive:
LiOH+HCI →LiCI+ H + 2O
Li2 CO3+2HCI →2LiCI+ H2 O+CO2↑
The arrangements of lithium chloride can fill in as a
wellspring of chloride particle; moreover, LiCl likewise assimilates up to four
counterparts of smelling salts/mol. There are some other ionic chloride; hasten
upon treatment with silver nitrate, example can be given of the shaping:
LiCl + AgNO3 → AgCl + LiNO3
1.8 Experimental methods
The experimental methods included the spin covering as well
as the thermal dissipation; the initial step of the procedure of this strategy
focuses on the vacuum throw amid the procedure as we explain both the methods
in below:
1.8.1 Spin coating:
The fundamental reason for the usage of turn covering
strategy is for testimony of thin films [45], the initial step of the procedure
of this system starts when a little measure of arrangement (covering materials)
is connected into the focal point of the level substrate, which is held by a
vacuum hurl amid the procedure. From that point forward, the substrate begins
pivoting at a settled.
1.8.2 Thermal evaporation:
Metal vapor as well as the deposition of a buffer layer by
thermal evaporating is carried out using a Kurt. J. Lesker mini-spectros
framework as describe in Fig.10.
1.9 Experimental points of interest
1.9.1 Substrate arrangement
First there was cutting ITO glass substrates into little
pieces with measurements of 2.5 cm x 2 cm, then it was cleaned with cleanser, warm
water and deionised water, for the dissolvable and any outstanding photoresists
there was thesubstrates to be in ultrasonic shower for 10 minutes.
![](data:image/png;base64,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)
Figure 10: mini-spectros
system diagram Kurt Lesker
1.9.2 Deposition
film
1.9.2.1 Spin coating of the hole transport layer of High
Efficiency Organic Solar Cell
4000 the EMS spin coater model was used, in this process as
well as for conducting poly the
spin-cast (3, 4-ethylenedioxylenethiophene) (PEDOT:PSS)
was (4000 rpm)
after passing from aqueous
solution with approximate thickness
of ~40 nm for 40 second a 0.45 μm
filter. In air at 140
the substrate was derived for 10 minutes as
well as for active layer in the glove box this similar process is carried out (P3HT:IC70BA)(1/0.8 w/w). Approximately the thickness is 100nm.
1.9.2.2 Top Electrodes Evaporation:
Lithium fluoride (LiF) as well as Aluminum (Al) electrodes
On the top of the electron transport layer as well as were deposited through
shadow mask. Respectively, the thickness was between 0.7 to 100nm
![](data:image/png;base64,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)
Figure 11:
preparation process of device: a) with
PEDOT: PSS deposited
ITO glass b)
on top of
the PEDOT: PSS
active layer deposited
c) Lithium fluoride (LiF) along with
d) through shadow mask on top of the LiF Aluminum (Al) deposited.
1.9.3 Thin film characterization of High Efficiency Organic
Solar Cell
Atomic Force Microscopy (AFM) of High Efficiency Organic
Solar Cell
AFM or else (Atomic force microscopy) microscopic probe technique
is scanning which helps scientist to study exterior morphology of thin films
because of its high-resolution.
1.9.4 Electrical characterisation
1.9.4.1 Setup of Vacuum system of High Efficiency Organic
Solar Cell
With a low vacuum system used this designed a vaccum system that
contained to a rotary pump steel Chamber connected. on the
device the intensity (measured
using a light
intensity meter) of
the incident light
as well as depending on the separation among the light source alongside
the test could be differed from ~1 to 200 mW/cm. A light power proportional to
AM1.5 radiation from the incandescent light was set utilizing an AM1.5 adjusted
Si photodiode (Thorlabs SM1PD2A). Figure 12 demonstrates the schematic plan of
the estimation setup as well as a photo of the framework.
![](data:image/png;base64,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)
Figure 12: Diagram of a framwork
1.9.4.2 DC measurements of High Efficiency Organic Solar
Cell
The estimations of the present thickness voltage were taken
under both dull as well as light through applying voltage to the Aluminum (Al)
terminal even as the ITO electrode associated with PC driven LCR meter HP 4284A
controlled during a uniquely designed examination by MATLAB program that can
quantify J-V bends as well as different parameters, for example, FF, VOC, JSC along
with PCE.
1.9.4.3 Ultra-violet/visible Spectroscopy of High
Efficiency Organic Solar Cell:
UV-visible absorption spectra the device is used to obtain
several material Hitachi Model U-2000 Double Beam Ultra-Violet/Visible (UV/VIS)
spectrophotometer.
1.9.5 Cells structure of Organic solar
1.9.5.2 Organic solar cells Bulk Heterojunction (BHJ):
The fundamental thought remains behind a heterojunction is
utilizing two unique materials have diverse electron affinities as well as
distinctive ionization possibilities. At the interface along with due to the
solid came about possibilities, exciton separation might be adjusted: material
with the bigger electron partiality will acknowledge electron as well as the
material with bring down ionization potential will acknowledge gap, as it is
known, the distinctions within potential vitality are bigger than the exciton
restricting vitality [46].In a private way, the tolerant materials as well as
the giving are blended to shape an interpenetrating system that is three
dimensional. Typically the BHJ gadgets contain a few segments; one of them in
any event is a polymer semiconductor (for the most part is a conjugated
polymer). In view of the bicontinous arrange is composed taking placing a nanometer,
this prompts an extensive territory of interface which implies each excitation
made has capacity to achieve the interface. With higher JSC the likelihood of
recombination is diminished. In the polymer an excitation stage is fit to
exchange an electron from the polymer to the acceptor as well as this brings
about the arrangement of an interfacial charge exchange state which at that
point unwinds thermally with an electron gap division separate (thermalization
length). The likelihood of the coveted separation for the most part relies upon
the proportion of the partition remove (an) along with the coulomb catch sweep
(rc) [47]. The size along with massiveness of the solubilizing parts of the
polymer spine influence specifically on the obstruction that exists among the
charges division which can raise the vitality level of charge exchange. A high
interface region must be available as well as adequate permeation pathways must
be made to keep away from any type of bimolecular recombination misfortunes,
the morphology affects the execution of the gadgets [48].in expansion to this,
the natural materials as well as the terminals interfaces are definitive also.
The principle point of support layer is to maintain a strategic distance from
circumstances where the charge transporters achieve the contrary cathodes as
well as to augment the VOC too [49]. Correlation with BHJ cells, bilayer
arrangement prepared require symmetrical dissolvable frameworks to keep away
from break down the fundamental layer which influence restriction of materials
could be utilized. In the BHJ gadgets, it is conceivable to store the dynamic
layer as of one arrangement utilizing diverse strategies.
![](data:image/png;base64,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)
Figure 14: (A) solar cell of
an organic BHJ (bulk
heterojunction) device structure ;
(B) bulk heterojunction cell energy band
diagram.
References of High Efficiency
Organic Solar Cell
A. Alias, Z. Zabidi, A. Ali, and M. Harun, “Optical
characterization and properties of polymeric materials for optoelectronic and
photonic applications”, International journal of applied science and technology,
Vol. 3, pp. 11-38, 2013.
A. Cheknane, H. Hilal, F. Djeffal, B. Benyoucef, and J.
Charles, “An equivalent circuit approach to organic solar cell modelling",
Microelectronics Journal, Vol. 39, pp. 1173–1180, 2008.
A. Hains, Z. Liang, M. Woodhouse,
and B. Gregg, “Molecular Semiconductors in Organic Photovoltaic Cells", Chemical
reviews, Vol. 110(11), pp.6689–6735, 2010.
Alferov, Zh. I., V.
M. Andreev, M. B. Kagan, I. I. Protasov, and V. G. Trofim, 1970, ‘‘Solar-energy
converters based on p-n AlxGa12xAs-GaAs heterojunctions,’’ Fiz.Tekh.
Poluprovodn. 4, 2378 (Sov. Phys. Semicond. 4, 2047 (1971))
Alshahrani, T. M. (2016). Advanced
Materials for Organic Solar Cells: Influence of Generation and pH on
PAMAM-Based Devices By, (February).
B. Klajnert, M.
Bryszewska. “Dendrimers: properties and applications”.ActaBiochimicaPolonica.
Vol.48 (1), pp.199-208, 2001.
B. Qiab and J.
Wang, “Fill factor in organic solar cells", Physical Chemistry Chemical
Physics, Vol. 15, pp. 8972-8982, 2013.
Bloch, F, Z. Phys.
(1928), 52, 555.
D. Hecht, L. Hu,
and G. Irvin, “Emerging transparent electrodes based on thin films of carbon
nanotubes, graphene, and metallic nanostructures”, Advanced materials, Vol. 23,
pp. 1482-1513, 2011.
D. M. Chapin, C. S.
Fuller, and G. L. Pearson (May 1954). "A New Silicon p-n Junction
Photocell for Converting Solar Radiation into Electrical Power". Journal
of Applied Physics 25 (5): 676–677. doi:10.1063/1.1721711
Dai, B. L., Winkler, B., Dong, L., Tong, L., & Mau, A.
W. H. (2001). Conjugated Polymers for Light-Emitting Applications **, (12),
915–925.
David C. Brock (Spring 2006). "Useless No More: Gordon
K. Teal,Germanium, and Single-Crystal Transistors". Chemical
HeritageNewsmagazine (Chemical Heritage Foundation) 24 (1). Retrieved
2008-01-21.
Dou, Y. Liu, Z. Hong, G. Li, and Y. Yan, “Low-bandgap
near-IR conjugated polymers/molecules for organic electronics”, Chemical
reviews, Vol. 115(23), pp. 12633–12665, 2015.
E. Becquerel (1839). "Mémoire sur les effetsélectriquesproduits
sous l'influence des rayonssolaires". ComptesRendus9: 561–567. Issue date:
May 7, 1935.
Einstein, A, “On the Quantum Theory of Radiation”
PhyikalischeZeitschrift 18(1917).
Eliseeva, S. V., &Bünzli, J.-C. G. (2011). Rare earths:
jewels for functional materials of the future. New Journal of Chemistry, 35(6),
1165.https://doi.org/10.1039/c0nj00969e
Fraunhofer ISE. (2013). World record solar cell with 44.7%
efficiency. Press Release. Retrieved from https://www.ise.fraunhofer.de/en/press-and-media/press-releases/presseinformationen-2013/world-record-solar-cell-with-44.7-efficiency
G. Rupprecht. “Investigations of the electrical and
non-electrical conductivity of thin indium oxide layers”, Journal of Physics,
Vol. 139(5), pp. 504-517, 1954.
G. Yu, J. Gao, J. Hummelen, F. Wudi, A. Heeger. “Polymer
Photovoltaic Cells: Enhanced Efficiencies via a Network of Internal
Donor-Acceptor Heterojunctions”, Science, Vol. 270 (5243), pp. 1789-1791, 1995.
Gerald L. Pearson, Daryl M. Chapin, and Calvin S. Fuller
(AT&T) receivepatent US2780765, "Solar Energy Converting Apparatus."(1957)
H. J. Hovel and J. M. Woodall, “High Efficiency AlGaAs-GaAs
Solar Cells”,Appl. Phys. Lett. 21, 379-381 (1972).
Hasegawa, T., & Takeya, J. (2009). Organic field-effect
transistors using single crystals. Science and Technology of Advanced Materials,
10(2), 24314. https://doi.org/10.1088/1468-6996/10/2/024314
http://en.wikipedia.org/wiki/German_Renewable_Energy_Act
I. Hancox, K. V. Chauhan, P. Sullivan, R. A. Hatton, A.
Moshar, C. P. A. Mulcahy and T. S. Jones. “Increased efficiency of small
molecule photovoltaic cells by insertion of a MoO3 hole-extracting layer",
Energy & Environmental Science, Vol.3, pp. 107-110, 2010.
J. Anthony, A. Facchetti, M. Heeney, S. Marder and X. Zhan.
“n-Type Organic Semiconductors in Organic Electronics”, Advanced Materials,
Vol.22 (34), pp. 3876–3892, 2010.
J. Blakesley and D. Neher, “Relationship between energetic
disorder and open-circuit voltage in bulk heterojunction organic solar
cells", Physical review B, Vol. 84, pp. 075210-12, 2011.
J. Zhang, S. Lee, and B. Sun, “Effect of Series and Shunt
Resistance on Organic-Inorganic Hybrid Solar Cells Performance", ElectrochimicaActa,
Vol. 146, pp. 845-849, 2014.
L. Chen, Z. Xu, Z. Honga and Y. Yang, “Interface
investigation and engineering – achieving high performance polymer photovoltaic
devices”, Journal of Materials Chemistry, Vol. 20, pp. 2575–2598, 2010.
M. Harun, E. Saion, A. Kassim, N. Yahya and E. Mahmud.
“Conjugated Conducting Polymers: A Brief Overview”. Journal for the advancement
of science and art. Vol.2, pp. 63-68, 2007.
Mihailetchi, V. (2005). Device physics of organic bulk
heterojunction solar cells. PhD, Holland. Retrieved from
http://dissertations.ub.rug.nl/faculties/science/2005/v.d.mihailetchi/?pLanguage=en&pFullItemRecord=ON
N. Nehaoua, Y. Chergui, and D. Mekki, “Determination of
organic solar cell parameters based on single or multiple pin structures",
Vacuum, Vol. 84(2), pp. 326-329, 2009.
N. Sahu, B. Parija and S. Panigrahi. ‘Fundamental
understanding and modeling of spin coating process: A review’, Indian Journal
of Physics, Vol. 83(4), pp. 493-502, 2009.
Nelson, J. (2003). The Physics of Solar Cells, Imperial
College Press, London, p. 363.
P. Edwards, A. Porch, M. Jones, D. Morgan and R. M. Perks.
“Basic materials physics of transparent conducting oxides”, Dalton
Transactions, Vol. 2004(19), pp. 2995-3002, 2004.
P. Sullivan, G. Collis, L. Rochford, J. Arantes, P.
Kemppinen, T. Jones and K. Winzenberg, “An N-ethylated barbituric acid
end-capped bithiophene as an electron-acceptor material infullerene-free
organic photovoltaics", Chemical Communications, Vol. 51, pp. 6222—6225, 2015.
Pudasaini, P. R., &Ayon, a. (2013). Low-cost,
high-efficiency organic/inorganic hetero-junction hybrid solar cells for next
generation photovoltaic device. Journal of Physics: Conference Series, 476,
12140. https://doi.org/10.1088/1742-6596/476/1/012140
R. Po, C. Carbonera, A. Bernardi and N. Camaioni. “The role
of buffer layers in polymer solar cells”, Energy & Environmental Science,
Vol. 4. pp. 285-310, 2010.
Radosavljevi, J., &Amelija, Đ. (2001). Defining of the
Intensity of Solar Radiation on Horizontal and Oblique Surfaces on Earth, 2,
77–86.
T.Clarke, J. Durrant. “Charge Photogeneration in Organic
Solar Cells”, Chemical Reviews, Vol. 110(2665), pp. 6736-6767, 2010.
U. Würfel, D. Neher, A. Spie and S. Albrecht, “Impact of
charge transport on current–voltage characteristics and power-conversion
efficiency of organic solar cells", Nature communications, Vol. 6, pp.
1-9, 2014.
V. Murugesan, K. Sun and J. Ouyang, “Highly efficient
inverted polymer solar cells with a solution-processable dendrimer as the
electron-collection interlayer”, Applied Physics Letters, Vol. 102, pp.
083302-4, 2013.
W. Beek, M. Wienk and R. Janssen, Efficient hybrid solar cells
from zinc oxide nanoparticles and a conjugated polymer, Advanced Materials,
Vol. 16(12), pp. 1009- 1013, 2004.
W. Cai, X. Gong and Y. Cao. “Polymer solar cells: recent
development and possible routes for improvement in the performance”, Solar
Energy Materials and Solar Cells, Vol. 94(2), pp. 114-127, 2010.
W. Ma, C. Yang, X. Gong, K. Lee and A. Heeger. “Thermally
Stable, Efficient Polymer Solar Cells with Nanoscale Control of the
Interpenetrating Network Morphology”, Vol. 15(10), pp. 1617–1622, 2005.
W.G. Adams and R.E. Day (1877) “The action of light on
selenium” in Proceedings of the Royal Society, A25, 113.
Wang, J. L., Zhong, C., Tang, Z. M., Wu, H., Ma, Y., Cao,
Y., & Pei, J. (2010). Solution-processed bulk heterojunction photovoltaic
cells from gradient ??-conjugated thienylenevinylene dendrimers. Chemistry - An
Asian Journal, 5(1), 105–113. https://doi.org/10.1002/asia.200900245
Wilson, A. H., Proc. Roy. Soc. A (1931), 133, 458; 134, 277.
Xu, T., & Yu, L. (2014). How to design low bandgap
polymers for highly efficient organic solar cells. Materials Today, 17(1),
11–15. https://doi.org/10.1016/j.mattod.2013.12.005
Y, Yuan, J. Huang and G. Li. “Intermediate layers in tandem
organic solar cells: review”, Green, Vol. 1, pp. 65–80, 2011.
R. Po, C.
Carbonera, A. Bernardi
and N. Camaioni.“The
role of buffer
layers in polymer
solar cells Energy &
Environmental Science, Vol.
4. pp. 285-310, 2010.
Y, Yuan,
J. Huang and
G. Li.“Intermediate layers
in tandem organic
solar cells: review,
Green, Vol. 1,
pp. 6580, 2011.
N. Sahu,
B. Parija and
S. Panigrahi. Fundamental
understanding and modeling
of spin coating
process: A review,Indian
Journal of PhysicsVol.
83(4), pp. 493-502,
2009.
A. Hains, Z.
Liang, M. Woodhouse,
and B. Gregg,
“Molecular Semiconductors in
Organic Photovoltaic Cells",
Chemical reviews, Vol.
110(11), pp.6689–6735, 2010.
P. Sullivan, G.
Collis, L. Rochford,
J. Arantes, P.
Kemppinen, T. Jones
and K. Winzenberg, “An N-ethylated
barbituric acid end-capped
bithiophene as an
electron-acceptor material infullerene-free organic
photovoltaics", Chemical
Communications, Vol. 51, pp.
6222—6225, 2015.
I. Hancox, K.
V. Chauhan, P.
Sullivan, R. A.
Hatton, A. Moshar,
C. P. A.
Mulcahy and T. S.
Jones. “Increased efficiency
of small molecule
photovoltaic cells by
insertion of a MoO3
hole-extracting layer", Energy
& Environmental Science,
Vol.3, pp. 107-110,
2010.
A. Cheknane, H.
Hilal, F. Djeffal,
B. Benyoucef, and
J. Charles, “An
equivalent circuit approach
to organic solar
cell modelling", Microelectronics Journal,
Vol. 39, pp.
1173–1180, 2008.
J. Zhang, S.
Lee, and B.
Sun, “Effect of
Series and Shunt
Resistance on Organic-Inorganic Hybrid
Solar Cells Performance", Electrochimica Acta,
Vol. 146, pp.
845-849, 2014.
J. Blakesley and
D. Neher, “Relationship between
energetic disorder and
open-circuit voltage in bulk
heterojunction organic solar
cells", Physical review B,
Vol. 84, pp.
075210-12, 2011.
J. Blakesley and
D. Neher, “Relationship between
energetic disorder and
open-circuit voltage in bulk
heterojunction organic solar
cells", Physical review
B, Vol. 84,
pp. 075210-12, 2011.
N. Nehaoua,
Y. Chergui, and
D. Mekki, “Determination of
organic solar cell
parameters based on
single or multiple
pin structures", Vacuum,
Vol. 84(2), pp.
326-329, 2009.
B. Qiab and
J. Wang, “Fill factor
in organic solar
cells", Physical Chemistry
Chemical Physics, Vol.
15, pp. 8972-8982,
2013.
U. Würfel,
D. Neher, A.
Spie and S.
Albrecht, “Impact of charge
transport on current–voltage characteristics and
power-conversion efficiency of
organic solar cells",
Nature communications, Vol.
6, pp. 1-9,
2014.
W. Beek, M.
Wienk and R.
Janssen, Efficient hybrid
solar cells from
zinc oxide nanoparticles
and a conjugated
polymer, Advanced Materials,
Vol. 16(12), pp.
1009- 1013, 2004.
Mihailetchi, V. (2005).
Device physics of
organic bulk heterojunction solar
cells. PhD, Holland.
Retrieved from http://dissertations.ub.rug.nl/faculties/science/2005/v.d.mihailetchi/?pLanguage=en&pFullItemRecord=ON
T.Clarke, J. Durrant.
“Charge Photogeneration in
Organic Solar Cells”,
Chemical Reviews, Vol.
110(2665), pp. 6736-6767,
2010.48- W. Ma,
C. Yang, X. Gong, K.
Lee and A. Heeger. “Thermally
Stable, Efficient Polymer
Solar Cells with
Nanoscale Control of
the Interpenetrating Network
Morphology”, Vol. 15(10),
pp. 1617–1622, 2005.
W. Cai, X.
Gong and Y.
Cao. “Polymer solar
cells: recent development
and possible routes
for improvement in
the performance”, Solar
Energy Materials and
Solar Cells, Vol.
94(2), pp. 114-127,
2010.
L. J. Stone,
M. luton, lu3.
J. Gilroy. (1949).
"Lithium Chloride as
a Substitute for
Sodium Chloride in
the Diet". Journal
of the American
Medical Association. 139
(11): 688–692
Talbott J. H.
(1950). "Use of
lithium salts as
a substitute for
sodium chloride". Arch
Med Interna. 85
(1): 1–10. PMID
15398859.
"Case of trie
Substitute Salt". Time.
28 February 1949.
Ulrich
Wietelmann, Richard J.
Bauer "Lithium and
Lithium Compounds" in
Ullmann's Encyclopedia of
Industrial Chemistry 2005,
Wiley-VCH: Weinheim.
hönnerscheid
Andreas; Nuss Jürgen;
Mühle Claus; Jansen
Martin (2003). "Die
Kristallstrukturen der Monohydrate
von Lithiumchlorid und
Lithiumbromid".
Zeitschrift für anorganische
und allgemeine Chemie.
629: 312–316. doi:10.1002/zaac.200390049.
Kamali A.R.; Fray
D.J.; Swandt C.
(2011). "Thermokinetic characteristics of
lithium chloride". J
Therm Anal Calorim.
104: 619–626. doi:10.1007/s10973-010-1045-9.
Holleman, A. F.;
Wiberg, E. Inorganic
Chemistry Academic Press:
San Diego, 2001.
ISBN 0-12-352651-5.
Hönnerscheid
Andreas; Nuss Jürgen;
Mühle Claus; Jansen
Martin (2003). "Die
Kristallstrukturen der Monohydrate
von Lithiumchlorid und
Lithiumbromid".
Zeitschrift für anorganische
und allgemeine Chemie.
629: 312–316. doi:10.1002/zaac.200390049.
Kamali A.R.;
Fray D.J.; Swandt
C. (2011). "Thermokinetic characteristics of
lithium chloride". J
Therm Anal Calorim.
104: 619–626. doi:10.1007/s10973-010-1045-9.
Krishna,
Palakodety Radha; G.
Dayaker (2007). "A
stereoselective total synthesis
of (−)-andrachcinidine via
an olefin cross-metathesis protocol". Tetrahedron
Letters. Elsevier. 48
(41): 7279–7282.
doi:10.1016/j.tetlet.2007.08.053.
Chandrasekhar,
M.; Kusum L.
Chandra; Vinod K.
Singh (2003). "Total
Synthesis of (+)-Boronolide, (+)-Deacetylboronolide, and
(+)-Dideacetylboronolide".
Journal of Organic
Chemistry. 68 (10):
4039–4045.
doi:10.1021/jo0269058. PMID 12737588.
J. Brussee; J.
L. G. Groenendijk;
J. M. Koppele;
A. C. A.
Jansen (1985). "On
the mechanism of
the formation of
s(−)-(1,
1'-binaphthalene)-2,2'-diol
via copper(II)amine complexes". Tetrahedron.
41 (16): 3313.
doi:10.1016/S0040-4020(01)96682-7.
C. E. Castro; E.
J. Gaughan; D.
C. Owsley (1965).
"Cupric Halide Halogenations". Journal
of Organic Chemistry.
30 (2): 587.
doi:10.1021/jo01013a069.
S. H. Bertz,
E. H. Fairchild,
in Handbook of
Reagents for Organic
Synthesis, Volume 1: Reagents, Auxiliaries
and Catalysts for
C-C Bond Formation,
(R. M. Coates,
S. E. Denmark,
eds.), pp. 220-3,
Wiley, New York,
1738.
Wells, A.F. (1984)
Structural Inorganic Chemistry,
Oxford: Clarendon Press.
ISBN 0-19-855370-6. Peter
Baláž (2008).
Mechanochemistry
in Nanoscience and
Minerals Engineering. Springer.
p. 167. ISBN
3-540-74854-7. Marina Brustolon
(2009).
Electron
paramagnetic resonance: a
practitioner's toolkit. John
Wiley and Sons.
p. 3. ISBN
0-470-25882-9.