1. Introduction
NMR stands for Nuclear Magnetic Resonance which involves the interaction between an oscillating magnetic field of electromagnetic radiation and the magnetic energy of any nucleus which are placed in an external static magnetic field. This is the most powerful tool available for structural determination. A nucleus with an odd number of protons, an odd number of neutrons, or both, has a nuclear spin that can be observed by the NMR spectrometer. The NMR active nuclei include: 1H, 13C, 15N, 19F, and 31P which have nuclear spin of ½. Carbon exists in three isotopic forms:
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)
As per the information given in above table, the most common isotope of carbon is carbon-12 (12C) and the next heaviest carbon isotope is carbon-13 (13C). The 12C and 13C are called stable isotopes since they do not decay into other forms or elements over a period of time. The highly abundant isotopes of carbon i.e. 12C is NMR inactive because it has net zero nuclear spin (I = 0). The NMR spectrum of 1H NMR and 13C NMR are different, however the theoretical background is exactly the same. The different in spectrum is attributed to difference in their natural abundance and gyromagnetic ratio. The natural abundance of 13C, an NMR active nucleus is only 1.11% than that of 12C. Also its sensitivity is only about 1.6% than that of 1H. This shows that the overall sensitivity of 13C absorption is very very less in comparison to the 1H. With such a low sensitivity, 13C gives very weak signal. To overcome the problem of weak signal, 13C NMR requires:
? Continuous wave
? Slow scan technique
? Large sample quantity and
? Long scan time.
The gyromagnetic ratio and resonance frequency of 13C is about one fourth of the 1H. Hence, the nuclear magnetic resonance of 13C in the magnetic field of 14,092 gauss is four times less than it is observed for 1H. For example, in 13C it is observed at 15.1 MHz, while for proton it is observed at 60 MHz in the same applied magnetic field. Some other related values are given in table below.
![](data:image/png;base64,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)
The 13C –NMR spectrum helps us by giving following information’s: a) The number of signals gives information about the number of equivalent carbons. The presence of less number of signals than the total number of carbons present in the molecule, signify that in the molecule, there is at least one pair of equivalent carbons. b) The position of chemical shift gives information about the environment of carbon atom. c) The integration of peak gives the ratios of equivalent carbons. d) The 13C-NMR splitting is limited to nuclei separated by just one sigma (?) bond. This suggests that the hydrogen(s) directly attached to carbons also plays role in splitting patters. There are only 5 splitting patterns in 13C –NMR (Figure 1 & 2):
![](data:image/png;base64,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)
2. Resolution and multiplicity of 13C NMR
Resolution is the clarity with which a spectrum appears. The chemical shift difference in the 13C spectrum is about 20 times in comparison to those shown by 1H NMR spectrum. The 13C spectrum is much simpler and is highly resolved. For example, each of seven lines in the 13C spectrum in figure 3 represents one carbon atom of 1-methyl-3- nitrobenzene. This spectrum is simpler than its 1H NMR spectrum.
![](data:image/png;base64,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)
The spin number of both 13C and 1H nuclei is ½, so that one can expect the coupling in the spectrum taking place between same nuclei and different nuclei: (i) 13C ? 13C and (ii) 13C ? 1H The probability of the first case is very low because of very less natural abundance i.e. of only 1.11% of 13C. However these couplings make the 13C spectrum extremely complex. These couplings need to be removed by decoupling.
3 Coupling and Decoupling in 13C NMR
3.1 Decoupling in 13C NMR NMR
decoupling is a method used to analyze a sample which is irradiated at a certain frequency or frequency range to eliminate fully or partially the effect of coupling between certain NMR active nuclei. The decoupling for 13C NMR is: (i) Proton-noise decoupling (ii) Off- resonance decoupling (iii) Gated decoupling
(i) Proton-Noise Decoupling
The proton-noise decoupling is also known by noise decoupling or proton decoupling or broadband decoupling. This is the most common mode of operation. This is an example of heteronuclear decoupling. In this method of sample analysis all the protons present in the sample are decoupled from the carbons. This is done by irradiation of the sample with a noise decoupler at the 1H frequency, while observing the spectrum at the 13C frequency. Due to the strong radiation in the range of all the proton frequencies in the sample, the protons change their spin states too rapidly and are effectively decoupled from the carbons. The proton-noise decoupling simplifies the 13C spectrum and increases the intensities of signals. Thus, the carbon atoms bearing no proton exhibit low intensity peaks, whereas intensity increases with increase in number of hydrogen. A proton-noise decoupled 13C NMR spectrum exhibits a single sharp peak for each kind of chemically nonequivalent carbon atom present in a molecule (Figure 4). In this spectrum, the heights of peaks are not proportional to the number of carbon atoms causing them. Some peaks appear larger than the others even though each may be due to a single carbon (Figure 3). This may occur due to the following reasons:
- Carbon atoms with large spin-lattice relaxation time may not completely return to a Boltzmann’s distribution between pulses. Due to this, the resulting signal is considerably weaker than expected from the number of carbon atoms causing those signals.
- Some carbon atoms give rise to exceptionally small signals due to weak NOE enhancement. Hence, wrong relative intensities of the signal depend on the mode of spectrometer operation.
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)
(ii) Off-Resonance Decoupling
The off-resonance decoupling is only applicable to the protons (or hydrogens) directly attached to 13C atom. In other words, the couplings due to 13C-H coupling are only observed. The other couplings like 13C-C-H, 13C-C-C-H etc. are removed or not observed. In this mode of decoupling, 13C signals are split into a multiplet consisting of “n+1” component peaks, where n is the number of protons directly attached to 13C atom (Figure 1 & 2). For example,
a) The methyl carbon atoms (CH3-) appear as a quartet (3+1 = 4). Here, three hydrogens are attached with carbon, hence n = 3.
b) The methylene carbon atoms (-CH2-) appear as triplet (2+1 = 3). Here, two hydrogens are attached with carbon, hence n = 2. In this case, a pair of doublets may also obtained if the protons are not equivalent and their coupling constant are sufficiently different.
c) The methine carbon atoms (>CH-) appear as doublet (1+1 = 2). Here, one hydrogen is attached with carbon, hence n = 1.
d) The quaternary carbon atoms (>C<) appear as singlet (0+1 = 1). Here, no hydrogen is attached with carbon, hence n = 0.
A typical off-resonance decoupled 13C NMR spectrum of 1,2,2-trichloropropane is given in figure 5. The information regarding the number of CH3-, -CH2- and –CH- groups present in a molecule, one can count protons. Also, this number is sometimes mislead; as the number of protons obtained from the off-resonance decoupled 13C NMR does not tally with the molecular formula. This is possible in case of compounds containing two or more equivalent carbons bearing protons. In the off-resonance decoupled 13C NMR spectrum of 1,2,2-trichloropropane (Figure 5), peak 1 is for -CH2- group. Here, two protons are attached with carbon, hence it exists as triplet. Peak 2 is for quaternary carbon atom and appears as singlet as there is no hydrogen is attached with it. Similarly, peak 3 is for –CH3 group. Here, three protons are attached with carbon, hence it exists as quartet. The method of off-resonance decoupling is achieved by irradiating the sample at a frequency near to the resonance frequency of protons but not coinciding with it. Due to this, residual couplings beyond one proton directly bonded to 13C atoms are retained, while couplings beyond one bond are usually removed. This removal simplifies the spectrum.
![](data:image/png;base64,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)
Figure 5. Off-resonance decoupled 13C NMR spectrum of 1,2,2-trichloropropane
In another example, the off-resonance decoupled 13C NMR spectrum of 1-propanol (Figure 6), the methyl carbon atom having three protons attached is split into a quartet and each of the methylene carbons appears as a triplet as they are attached with two protons each. We can see that the observed multiplet patterns are in accordance with the “n+1” rule. The solvent peak appeared at 77 ppm and TMS at 0 ppm.
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)
(iii) Gated Decoupling The gated decoupling in 13C NMR gives information about the number of carbon atoms present in any molecule. In this mode of operation, the area under each peak is directly proportional to the number of carbon atoms causing that peak. The integration of the area under each peak gives the relative number of carbon atoms represented by each peak. The major disadvantage with this mode of 13C NMR recording is that this is more time taking and requires large amount of samples.
3.2 Coupling in 13C NMR
(1) Deuterium coupling The NMR recording requires deuterated solvents to dissolve the sample whose NMR is to be recorded. Deuterium is the 2H isotope of hydrogen. In 13C NMR, the deuterated solvents are frequently seen as part of the spectrum as they all contain carbon atom(s) (Table 1). There is a heteronuclear coupling of carbon and deuterium. Deuterium couple with 13C with the multiplicity formula: 2nI+1, where n is the number of deuterium and I is spin number of Deuterium. The molecule with one deuterium atom like CDCl3 gives 1:1:1 triplet at about 77 ppm whereas the molecule like CD3COCD3 gives seven line i.e. septet (1:3:6:7:6:3:1) at about 30 ppm and carbonyl at 206 ppm. The 13C chemical shift values of some common NMR solvents are given in table 1.
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)
(2) Fluorine coupling Fluorine with mass number 19 (19F) has 100% abundance. It has a spin of ½. The gyromagnetic ratio of 19F is almost equal to protons hence it's almost as sensitive as proton. Hence, for recording the 19F spectra, no major modification is required in NMR instrument to work from 1H to 19F. Only, adjustment of proper radiofrequency source is required like 56.46 MHz at 1.1T. The 13C spectra are not 19F decoupled; the fluorine couplings appear in 13C NMR spectra. The couplings range for 19F is given below: 1 JC-F = 245 Hz; 2 JC-F = 21; 3 JC-F = 8; 4 JC-F = 3 The size of a heteronuclear coupling is proportional to the product of their gyromagnetic ratios, so fluorine behaves very similarly to proton (e.g., carbon-fluorine and carbon-proton couplings are similar in size).
In a typical example, 13C proton-decoupled spectrum of CF3CH2OH in CDCl3 at 75 MHz (Figure 7), suppose a quartet is observed around 120 ppm, the one-bond C-F coupling constant (1 JC-F) is 228.6 Hz by taking the two middle signals observed at 122.63 and 126.11 ppm. The coupling constant is calculated as: 126.11 – 122.63 = 3.48 ? 75 = 228.6 Hz Similarly, the second quartet which is observed due to more than one bond appeared around 60 ppm shows coupling constant of 30 Hz by taking the middle peaks at 61.02 and 61.42 ppm.
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAiwAAAFuCAYAAACiD0MTAAAgAElEQVR4nOzdeXwV1cH/8c/cLftKSEJCWEJAwLAJERBlURTBFWtt9VGqVqtibWv7U1vbR9s+2sWFtq7VVi2KAiKgggoIsggiIBC2hBAgGyELSch+b+76+yPkNiC7QG7C9/16oclkzsyZuffOfOecM3MNn8/nQ0REJIAd7VRlGIb/by0/ez1eAEwmEz584Guez+P1YDIMMAx8Xh8ms+ncVV7OCEOBRURERAKdIqaIiIgEPAUWERERCXgKLCIiIhLwFFhEREQk4CmwiIiISMBTYBEREZGAp8AiIiIiAU+BRURERAKeAouIiIgEPAUWERERCXgKLCIiIhLwFFhEREQk4FnaugK1tbVs376dvLw8PB5PW1dHREREDgkPD2fIkCH07NmzravS9oGloKCAGTNmUF1dTZcuXdq6OiIiIgK43W5yc3O54YYbuO+++9q6Om0fWBobG7FYLFx33XWMHDmyrasjIiIigNPp5JVXXqG8vLytqwIEQGABsFqtxMfH06NHj7auioiIiAAOh4OwsDAMw2jrqgABMOg2UHaEiIiIHM7n8wXMebrNA4uIiIjIiSiwiIiISMBTYBEREZGAp8AiIiIiAU+BRURERAKeAouIiIgEPAUWERERCXgKLCIiIhLwFFhEREQk4CmwiIiISMBTYBEREZGAFxBffigiInK+K1y/nsWrVlHa2IgPMFlsWAwvLpcbH2AL7cKA4ZfRP7GCjau24+x8EaMvG0jXmOBDS3CwZ+VHLMksInb4D7l5eDJmA1z2anLWLmbRml00+gBbLH0uuoyxoy4kMaz9xAC1sIiIiAQAs81GWHg4EZGRREZGsm/1v/nX/HXUWcOJjIwkIjyMEKOJ0h1fMOtf/8dL02ezKb8CZ8sCGvey6I1/8Pwzz/L2mkK8+HDZS1g37wX+8MIHbDpgEBkZjLNkBx+89E/e/nA9pfWuttzkU9J+opWIiEgHFt+3L9d2747b5wPgy9LpfJUzmJvuvpM+VjAMCzbq2L7IgssZRlnFNlbvzGVgaiI9oizsW/8xyxqaCLWDucmN4fVQlbuamW9/QmP6/fzxZ9fRM8KEo3I/G1ZspMqoweG048XaLlovFFhEREQCgDU4GGtw8H9/t1qwWIMIDo4kNurQ6dpux+e1EtP5AnqHhlK0bRdFFw0gJbKJ9Z8VkTRgNOF7ltPo82Hgw3GwhKIyF92/N4hB3TpjMcAXHc2ExG40ub0EhYW00daeuvYQqkRERM47zQ0tvkP/b8XjxohOYdiIdJKatpO5u5DyzGV8URlC36EDSY6y4PV58WEQFpNCl5AD7Fy/hg1FJRyorMHhhuDwSCKjowmyWjDaYNtOhwKLiIhIu+LF7Q2ha+/B9La52bZ0Ce/M/ZKgPhdycXoaIYdCjtswE5E2mtvvu4Owr//N/deO4ZKxV3DfX95kxc59VDU4OTILBTIFFhERkXbG53FhDU1j1NA+RG2Zxb/m2gntPpCeCRZ8LU0yhoEtNI5LpzzNvPUrmPvGn7hlVDf2fvoKv7j7Tv741lLyql1423ZTTpoCi4iISHvj8+Lxmeg27EJiEyOI7d+TUQNTiDJ7/9uF5PPh8XjweA2sobGkZdzM0/+cx+dzXuEnF1nJXr2cbfuq8bTphpw8DboVERFph7yArftQJt75KH2b4hnYJQKzv7nEwPC5qCgvYF9xKH36JxIRagG8mCxmLCGxhIXFEGIztZuWCwUWERGRAOR1u3C5PHhbDzTx+fB6PbhdbjxeHz6jE4Ovuo7Bh/7safTidrlwecDs81Ce8wVvvLiLobfcyKihSVh8DvI3LWfl7mqSRvWnV+cIzG2xcadBgeUEfL5SNsxZRb5/SjCxXfozbEQ89bu2k7ljH42HlYik98gR9E+KJui474JGynOz2bp5D1X+afGkXzaEtKgaNq3IJyrjYvrEBWM2AK+TupJctmQ30XPURSSf6E60hnxWL9tMicOFDwNbSDJDLr+E7mGAq56SPbspqgkhdfAFxAUdKmMvIXPtXiy90+mdFHWC+ouIyNkUGptMcnwMttZNIIaZ4PAYOic4iQyxfvsOHyOYmKRkEqJteA0byd0uZFDaRpa++ypbNncn1F1PdX0jnUZ9n5snX0ZKdFC7uUtIgeV49q/jP5+9z9q5tfiSmyd5Gt2YwrfS0Gki7jmv8vz7+SRk9CXO1lKoC96e6fROPE5gaawkd9tnzJ73FYV5LnxRzZPtRQ1s8kzlwaEFvPjzGaS/NZ1fdToUWDx2SjfO4bmnDnD3hycILGWZzHn/NWZ/7iIq3sDk8+KtrGVpUSk/ufkmBoaWkblgOrO2pXDf31oFlprNvP37Nwh76A/84gYFFhGRtnThtY/yWH0iKSGtEos1gh4XX8WdKU3E9ojHekQZw5rKNQ8/xqXxvTGZzMT2GMkdj3XhwtXfUFDrxodBaFwKAwYPoVdiRLvpDgIFluOoZet7/8fTSxKY9tIbXN+neaqrppisresob/RQSxT9x9zO/X+6j2ExJ7tcF9WF6/norRlsT7yD3738P6R3PrTGnYv5/EAUFvd3udGshHVvPM9fV8IDv3+BKRfHYPU5OfD1W/ziqWf5W30Kf54a+x2WLyIi50Ji/zEkHjnREkxstwuI7Xb0MiZLJ/peNu6/EwwLobFpXHp9GpeerYqeIwosx1K9mXdmFnHF7171hxUAa1Qygy67CeqymbvwuAtg47v/ZMHOetw+sIXHcNmtv2JcUi35OzaTU9GTGx660R9WACL7TuB7fYF9WSeonJPyXetZtmAROw4CRJM+/hrGj+xHXFMWc+flMfDev3PTkCisZgAbsRfdxIPXruM3Mz8k+467T2+fiIiItBEFlmPJ38iyon48NKzTcWaqZefqWTz72HbiD3WrJIy6jbsnDiUpKp/MbA+d4uLBcGM/sI05szYw+P5OlO0pocTcj7TUsOMsu4hP//Y4RbNC/GNYqgt2sJ9B4KwkN2crmwq8dOvdBcr28tmnywju1ImJ5gKyHD24YnACQa06Ps1BwXQZ2I9ub6ylcD/EU8fu9fOY9us8ZrY8Cboxn9W7q7jyO+46ERGRM02B5VhswYQZDpxNx5vJSmR8D/pflEHP0OYpUT3iCLGagC6M/tFPSU2NxHA3kDnz5/xiRyU2U2csVjNWjxO3CzjmWJQwkvsNJqN3pH8MS5mtisJywBROj8FXcVd6HP17RsO+JfzuH5lUllXj7hFEiMmFq8l7+OOcfT68TjcuUwhB1ua6R8R1o/+QDNLCD81TYyN39ZZ21acpIiLnBwWWY+nRi4GWbSz7spj70nofY6YQkvoM4JofTDnKGJYEevcGz6bXuOH3n2HEZ/DQIxmEhXqITg7HVraNHbtqGDks6hjLjmXQ1bfwP5fEN48Qd9WQ+1kJa9YcAEsEyUkRNI8D3s9XnxYSn9yPjEFJBEWk0C94DxvWF+IY1pWw0OaRs26HnYINm8gPTSclCWoJJiG1N1f/YAqXtDQilX5K5pz8bw3iEhERaWu6mD6W0BH86nej+PLZO3jko/3+yU0Hcln+wd/4z/qq4xT+L1OPy/l/Dz/EfeNCWf/MQnaYY7hgyFhG9t3Pa3+fxsfba/zzVn79Bs9/sIq9lcdt1vmv0k2886c3mH8ghstuuYwLOodjCR7MPT+7jF2zHuOFFZU0uQGXnbLlL/C7D/O5dOrdDAw+4ZJFRKQdaGpqoqamhsbGRjye9vLM2tOjFpZjiiL19r+wqNtLPHD/eAY/2XzfstfWib5X3sWTUyPY+eVxim96lV/sGsefv9eHMaNTKPlyE29sLKQOK+E9RjHlkUfhn6/zf5NH8URY88vgihnG/b8bSWxk8QnqZmfvmvd5+Z2VhIy4m4cmDSQxPpLmGkbSbfKvmZ34Jr955DqG/6YJMAi29eKmv87gzuEpRPj2fPfdIyIibW7lypW8/vrrDB06lHvuuYfOnTufuFA7Zfh83/ri6nNq/fr1zJ49m0mTJnHFFVe0ZVWOyueqpWRfJf42D5OVkIhY4qItNNXUYffaiIiO+PYzSxxL+OXQh/m4oQEPJsKjR/DQv15hSkY0wQBeJw011VRVN+BuKWMNJy4umjCLk8rSOqxxnYkKMmMYgM+Ly15DVbWXCFMpC156hLunrcAaEUtMaHMnziX3v8AT91zHBZ0Adz1l+yuxe5q/YtxsCSW2SzzhFsDrorGujganmYjYKIJb6u5upOpAPUZkNJGhtuaxMyIiErBmzpzJk08+ybhx43jiiSdITk4+Y8t2OBz88Y9/JCwsjN/+9rdnbLmnSy0sJ2BYI0nqGXnUv1liOnHM+3yCx/HUmjX876E8aBhWQiPD8T9fzmQjLCaesKM+v8VK565HLNkwYQ2NISEU8EZx4+OzuepX7sNmsQSHEdryEDhLOAndwjkqk5XQqFhCv7VBocR2+dZUEREJYG3c7nDOKLCcNVZCo6O/HQrOBJOFoNAIgpQtRETOa4ZhHPavI9OgWxEREQl4CiwiIiIS8BRYREREJOApsIiIiEjAU2ARERGRgKfAIiIiIgFPgUVEREQCngKLiIiIBDwFFhEREQl4CiwiIiIS8BRYREREJOApsIiIiHQgPp+vQ34hor78UEREpANpHVY60hciqoVFRESknfN6vf6g0pFCSmsKLCLS/tRm88HvH+ahR95mS/VJlnGU8c2MJ/nRjX9gefnJFck62WWLtDGbzcauXbtYtGgR+/fvb+vqnBXqEhKRM8Ztr6Xe4cLjPTTBsBIWFYHV66CxwUNQZDg2E+B10+RowuUzExwSjMljp77BjsvT0pRtITQqgmCzgc/toL7ehdlm4HC4sdiCCXY5aKiroaa+moNVlVQSRFhYCEFWM257DfV2N14fGEYwEbFhWPHh9Tix19VQU2tqLmO1EhwSSkiw5ZhXbp6ONwxAOqioqChmzZrFwoULmTZtGjfddBNWq7Wtq3VGqYVFRM6IptoyFk/7AVePuYhhGRlkDOlLjy7X8XaeneIVz3Pr6J+zsOTQzPU5zH/6EX75m3fZVgtV697kodvGk5GRQUZGBkP6XckTC/dS73FTvfEf3NRnEo88+RAZGddwz2PvsmTzKpYs/oAPZ/0ft1+eQcbk3zJnUxE11SUsfOYGxl82jIyMDIal/4w5pbW4cFFZvIUF7/yHpV+/xYMTMsiYeD/Pf7yd+uNs04CYc7HnRL47s9lMbW0t1dXVNDU1tXV1zgq1sIjId+eqZfUrU/nr1qH8cf4MxvXqhDXvda4YOPukisdd+iDTP33Q//v+ufcyfMpfGFP+EpfgptZ7gIJeL7N376DmGWp30HB9DmENw3jgD3czJBpw1bDojzfzZ/uP+GDVD+nZKYTd7/yQSbdNJ+OLh+jdbRg3/+QBCmaZuHf604xPOAv7QaQNWSwWDMPAZOqYbREKLCLy3VWtY9nyUK646yaGpHTi1BuinVTszWZPcRWNbsDViWSqaB46aCUmcgh3XDvo+Iuo+JJPlxmkTzSxfdPX5FvAHT+YQTuy2euA3qexWSLtUUcddKvAIiJnSAThYVbM5lMtV0fhpi/5cMZs1uZVYfeZobGQfMcgTn0IiZ3sZe9SvjH00MHNIGTCUKy1QOQpL0xEAogCi4h8d8ExdI7dzzfb93LjpRcQG2Ojbn8RB3xeMAxMYcGEeqqob2ieveHgAUpKCmkIHwqOXBZOe5W1iT/gt//8PukJQdSve5rLJxRyzOtEq5WgIC9UNtDkPDQtpCup3VMxXXcPv508gs4hVryeGnJW5BITDzhNWEItWF0HabSf/V1yprSEto55zSxy8hRYROS7i+rDlbcNYfWbH/KWYyfxnUIwV2VR6/WByUpk9yFc2u8T5r/2AtXdgcZ8NhVU47wQcEeSNjCdzfuy+eCd1/jCBuaDW6lyRRy7hSWkM6l9kzBvXcU7L/tYn9qHMVeM4NqfZPD8wvf4d/HXhAUF4fEcYPPmBJ64YhjYwuncszfdgt/k/X++QH5aMoNGjmLEhYkEnbs9dUp8HHpqKc13SHTUpn6Rk6HAIu1O64cjdfQHJbUfkaRfdy+/qvyQVXtLqahoIKl7X7obawELkZ2H871f3UvFZzupqIC4rn2Z9ONxhEYlkdgpjSFTbqFywXKyiyqoALqkf4/HHgumj9lMcPIl3PZQTy48rEsnhj6XTebaplDW7a6g4mAXHC4P/cb9lF+b/sns1fupqKsDw8KF/zORNABCSeh9OTfcc5BPNldQURVOQ5Mb71G2JvA0hxZD7SxyHlNgEelAjvb9IecuzCVxyZ1TuaTl17zXmWP6uvlnWzjJI2/jjyOPUTRkCLfeO+Tof0u5jB/98ihFkgZwzZQBXHPE9O5j7ufRMUdflC26K8Mn/5zhk4+/JYHCoOX1U1ARUWCRdketKSL/pTEucr5QYBHpQAIqzMWP54m3LyAlvq0r0nH5AJ//qcItUw79GkjvBZEzQIFF2jUdlANYWCpjJqe2dS06POPQ+BZ8LSNd9LmQjkmBRUSknTJa/qPvPJLzgAKLiEh7ZhyRWHzgxQc+HwYGptatLRrwIu2YAouIBCyvt3mARksXR8tdUB31u1JOl2E0dwwZGIcyiQ+8zV1EHnwYJvxhxTAM3R4t7ZICi4gENJ/Ph8/nw+v1Yjab2bNnD1988QWDBg1i2LBhWCw6jEGrZ7QYYDQ/tOXwBhVlFGnn9EkXkYBlGAZOp5MFCxawYsUKbr31Vvbs2cNf/vIXJk2aRO/evenUqVNbVzOgNIcTozm4tHVlRM4gtauKSEDzeDx88803fPTRR2RlZeF0OrHb7dTX1/u7jESk41NgEZF2xWq1Yjabm8di6PZdkfOGuoREJKA0P1Pk0NDRVgNFW/9fRM4/CiwiEnC8Xl/zXS8KKCJyiLqERCSgtEQUN7528k3KInIuKLCISMDxmQx8PgNDiUVEDlGXkIi0Od8Rz5Y3fD6sBpjbqD4iEngUWEQk4Jgw8Bl6kMiZ1vKk4MMY6Mm30i4osIhIwPEPttV5VEQOUWARkTb3rSt8Na6IyBEUWEREzhOGYcBReoVE2gPdJSQiIiIBTy0sIiLnE/W1STulFhYREREJeAosIiIiEvAUWERERCTgKbCIiIhIwFNgERERkYCnwCIiIiIBT4FFREREAp4Ci4iIiAQ8BRYREREJeAosIiIiEvAUWERERCTgKbCIiIhIwFNgERERkYCnwCIiIiIBT4FFREREAp4Ci4iIiAQ8BRYREREJeAosIiIiEvAUWERERCTgKbCIiIhIwFNgERERkYCnwCIi7YZhGG1dBRFpIwosgaghny8/XMa2cjse30mWsZeQuWwVm3YfoNF9Vmsn0mZ8vpP9QIhIR6PAEogOruOfjzzHwl11Jx9Y6rKYN+0V3l+1hxrXWa2diIjIOWdp6wq0F67GarZ8+hKLdrZMCSUl/RIuH51C2dpNVEb2YdjFF9ApCKjN4sN3ttD5uusZ0TWU8rVv8cby/YfKBdG5x0WMv/EKelnK2PLlNxRXNVLWWEFxcQRjfngJYRu+Iq92DwemT8O5PJzQXhO597ahhNSUsnHRv/kiFyCW3sNGM/7qdDrRSF7mZnKLd1C84C18BUuJ6HoJU267lJQwG2pEFxGR9k4tLCfB42zkm/d/z7S5WTiCgggyGshft5h5H6yhqKqY9R/N55MV2VQ4DxWo3c4Hf3+bVYUNeHxgmG0EBQURFBSE2VHBpo/e4l+z1lPqKCXzs7f5y2sfsqm4kaAgGxaTCbPFjMkwYbEFERQUTJDNjKuhijXz/sq/viojKCgIavJYvnAO89fm0wiYzGZMhhmz1UZQcBBBNgsmJRUREekg1MJyIj4fjsKlTH91HV0ee4df35RGeMNeFv3zRWZuPonyhkHiiNt5ZETzr+6DuXz28j94d+V2Km8eClgI7zqIG267j/Gp4c0z2YbTPSKb9Fsf5JeXxGPDRcXWucx+J4vuT77NI2MScB7cxpyXP2DX8p1UjexB9wED6ZXUl5Sr/4cHbh1Bl5CztUNERETOPQWWk+Cp2UV+yVAenpBG+CmX9uFszGP+H37N3DzAY6civ47w/hcd+ns43bskk9DpOEv2eXAe3MnWb3LY9txDZL0MYKd8dwMpl/Wkqh66nsZ2iYiItBcKLCfFh9dXQ30DEHaKJT0befF7j7F1xI/48Y8TwFnBjqVfsqnqVOsQRFTnMUz86W30bTWtU0ovugcBjae6PBERkfZDY1hOgiVlKOnJX/GvuZkA2CsPsHfXDooBIiKJDW/AWVVJQ0Pz/NsWzSKzphIX4NufyeerHQy+8QdMmDCBMRkDiTMqqDzeCjsnkGLJY/9+F14vYLIR3utKLhuxkw0VyUyYMIEJEy4l1ermQM5e6q1ATCzxIRXUltfhaDqbe0NEROTcU2A5EQOCO2XwwN/uw/bEDfTt25fRt/2cj/LC6QxgSeWaW67Gt/dNbrq0L3379mVadmeijSgsgBE/mWef6smzNw2ib9++jLrxbmbujiTxeOsMGs6t9/Xjs9+NZ1B6PzLufZ+apIFM+X9PkPrRNfTt25e+fYdw1R/+w3pPbHM9rP25+nuD2TX/54y/uC99J09jY1UD3nOwi0RERM42dQmdkIHJHE6vjJ8yfesdOABT0z6+fPcdFmQD2IgYdivPvHUtv29qfmJbcFgY3kfdBMVEYbOaSP/JS2y6xd68NJMJqzUYi8lKaKSVnr9/hhuxEXrYEJYQ0u97izW3OvB6fZiCouhksWEaeBWP/vNrHmhpQbEEER4RiQ2AIHpOfpLZ4x/B6faCNZxOUSG6pVlERDoEBZaTYmCyhBLTJbT51wY74cHm//7ZEkxUbDBRrYtEtiodEk2XkOijLtkaGXXU6eaQaBKOvNPHbCU8tssxB/6agyPoFBxxvA0RERFpl9QldFpM2ELCiIgIwaImDBERkbNOLSynI6wHl099isvbuh4iIiLnCbWwiIiISMBTC8s50PobZg3j1PqQWsqeajkREZGORC0sZ5nX68Xj8RwWWs5mORERkY5ILSxnUWNjI1u3bsVqtZKeno7NZjupcna7naysLDweD+np6YSE6IuBRETk/KYWlrNo9+7d/P73v+eVV16hvLz8pMsVFBTw7LPP8vzzz1NUVHQWaygiItI+qIXlLCotLWXVqlUMGDCAhoaGkx6HcuDAAb766itCQkKoqanR+BURETnvqYXlLDKbmx8uFxQU5P/5ZJhMJn85i0WZUkRERIHlLDIM47RaR063nIiISEelwHIO+Hy+07rb53TLiYiIdDQKLCIiIhLwFFhEREQk4CmwiIiISMBTYBEREZGAp8AiIiIiAU+BRURERAKeAouIiIgEPAUWERERCXgKLCIiIhLwFFhEREQk4CmwiIiISMDTVwGLdGg+mhqyWfzyQnYemhLcuQcZ464k1b6NVSu+Jq/u26USRtzCLSO7EWJtuaZxUlOylaXvfMGeQ1PCUtK5bMw4BiaFAOVkriolpncPkrtE6sAiImecjisiHVj5mn/z94W7sbgjCYoGcFGTu4bPa2oYObg35dsX858NtfQdMo6h3aKaC9VsZcYzuWy/bSp/+sEgTB4HeSve5M0virH6wrFFAjRRtHkRi+1eGBzL9nXv887aZH71q9tJ7hLZdhssIh2WAotIR1WxhlefmMm+q37J41OvpW8EgIvq7M9ZtDyTgwn3MvnmTNbYihl/80PcPSqluVzdLoa98RyPPPdvJox+nuH2Zfzruc9ovPFX/GLK5fQKB3By4Ov3+HBHGQX2FCyVJeSb4sFm1UFFRM4KHVtEOqjyte/wH9tEljx4Lb3DW6Zaie4xgstvuAB7OATXRBAUHHZ4wYg+TLjnHlbPvI23v/wlXVzvs6TzDcz/0eX08M9qo3P6BCameDBHdcXUOIhu1cHnbuNE5LyjQbciHVRD6T4qe/VrFVYOCYklPrkX3aOOUzg8nYwhtewrqaPuQCkNqRe0Cist83Sha3JXuhy5/AMr+euPb+fG665j8q8/ovS7b4qIiFpYRDoyX34x+4GkUy5ZS3Wll+7JXSDfg7uohDIg4SRKlhW4GfqjHzOCcj5+uwj7Ka9bROTb1MIi0kEl33Q71214lunrTqPwN+/xXO2PuWt8FKnX38SINS8xd/PJFY3pN4K0qoX87tH/44NPlrB232msX0TkCAosIh2UrdMNPP/Xkfz5++mMee7rVn9poKQkn9zcyqMX/OYlxt69hKsffpCM6CDienyfX94Xz+P/M5bb/p3ZasYa8vLyKSysOXy9YWF0Hf9r3nv/U/4z1c7WPYiIfGfqEhLpsEJI/J9/suPSWTycPp7op1o+7tEMuXYqf3jyKr6a8xHLXl7C7Ben8UvLoeuXC+7h7Vn/5vI+SQSbDIzgeIb87DVWDXuL30y8jOj/Zz60nHjG3fM4D45t5D/PvsoXX1ewJt/Ls6NiGXfXTaR160xWpUH35LbYdhHpaBRYRDowwxpGStqP+cDx46P+ffTzH/Oj50+4FMy2zgwc+yif2B896hzjr53KjEM/7/vgp0wa9hsKK5q4a1Ypf0s77eqLiPgpsIjIGdX15pfYevNLbV0NEelgNIblHDAM45yWExER6WgUWM4Bn893TsuJiIh0NAosIiIiEvAUWERERCTgKbCIiIhIwFNgEenIfB6a9ixlZcHpFfd49vD57M3UnHhWEZGzSoFFpANzH1jLm5/kYTqNG86q1r3J44//lqcXnY1H1ToozlzEB3M/Ykuxvm1IRE5MgUWkA8uaP52i1Elc1u3Uy1oiuxC2bxvZnWI43hc7nx4nZTu/5KvVaymq02FIRE5MD44T6ajKl/HaK06uWtP8bPzG8j0seeu3zNoMEEm/MTdy2+2T6F2zllenv8/KbSUADJvyNPdc3ovofhO5ecTzvFzgpb5iK/Of+ROfFMbQ5+KbmHyNhQ0zXuML9yjuuO0HXBOZzbQ3PmD9rgOQMUMDLd4AACAASURBVIVpP76cpOhg3Jvf4tmSMVxT+zp/+jCfkC59mHDHw1zfeRfrvlrNos8r2ZTbQPj/u4uxYy9qu30lIgFPgUWko9q9ko+tfZkaDjgOkv/NR7xXN5K777wAGksoqKthz9b17Fi2nGLzBVx/5wRic+bz1LQHqff9m0eu7HpoQQZBYfGkDelD0IYl+FJ+Q9f4KrYnXUhfRxoXujcxbXEh1j6Xc+clIexY/gqzv7mQ4bse46m31rLJ04+Ke+7j5olJLHrrBd71DGbo0xfRvWcqAwemMGjizaSldT3eloiIKLCIdFT7d2dRM+iH9ALAi9dezK5FeawYejV/uX401fUOqrcv5NkaBwMmjufm8WnYLh1IZd7VvL9zD03jEg8tycAaEs/Q8T/gxvIaFjjsdHYFc8GAUfToOhK2/Ykvpr9Lbl0ssWFW6oq3EReZz+SbHmb8Fwuo7TOV+26eQKqpEEv2ap7LLccREUtilyR6pVrJGDOGrsorInICCiwiHVRTkwNCggkGCIqm95WPMjdlK6s+/SP9f7uZ3pdPYcplnWm0mbCFBGEDCE+iZ3wQXo/ziKWZsMV2J33oSLI/mse8nteT5DGTlhJC9fp6nD0vZeqN93Bl/zgAguO6kRIXxgWJZqJ7DKBPfBBUWwlPTiLUnUgsUHZO94aItHca7SbSQaV06wW7CygEsNdRu3UtOclj+eEvX+DtP9/DyMQyLOGdiNz9Ke8vXMW2coDNfPVZMhen9yLIaj58geYwEpN70C1xKwu27KaJ3iSYIa3vULpUVrOzykRUz/707x+FzWnD5z3KrUlmE6Ygq/9KqaLqIFU1umlaRE5MgUWkg7L0TidjXRa5XsDso7JyLU/070yXbr34wd++IWzUI1wz4Vqe/d9fkLz1WUb1jiY6+ieUP/RH7h/XgwMzfsDo363h4BtTGPrUasAgPL4LXUNScK/eidG3CybAmv5Dfv79zmT/bSL9E6OJjv4+b+SU8/n/pnH7Ww6WPj76UHkwavew4m+Pcd+DCwnJGEOSfT133/4AMxZnt+WuEpF2QF1CIh1V6r385t4kFiz+G1dMjKHvDX/lm5q/fnu+gbfxxie38cYRkzvf9T4Vdx0+zQjrztipzzB2aquJJgsX3f0GK+4+YglX7Obgn4+Y9OuPcPz6v78/+fZVPHnEelt/6ae+sVxEWqiFRaQDG33/X6n9ahGV7ejZbD6fzx9a9I3lItJCgUWkA7P1+CEvXL2H2VltXZNT53A4KC8vx+FwqKVFRNQlJNKhmayEj3qYqSeeM2C0hJMtW7bw3nvvcfXVVxMcHNzGtRKRtqbAIiIBpSWw7Nixg9dff52QkBBiY2PbuFYi0tbUJSQiAclqtQJgNptPMKfI+aX1OK/ziVpYRCQgtRyQNX5FpNn5PhhdLSwiIiLtxJFh5XwKL2phEZGApJYVkW/zer2UlZWRnZ1NWFgYdrsdk+n8aHtQYBGRgKTAInI4wzDweDxkZWXx4osvkpKSQmpqKhbL+XEqPz+2UkTOiLKyMmbOnElubi4TJkyguLiYnJwc7rrrLgYNGtTW1RPp8AzDoKmpiX379mE2m+nevft508JyfmyliJwRjY2NbNiwgcWLF5Obm8vmzZtZunQpZWVl2O127HY7LpcLr9d7XvWti5xLJpPJ/+9oLZEd9bOnwCIi30lwcDCVlZX87//+L1OnTmXTpk243e62rpbIecswDHw+n//CoaMEGAUWEflOTCYTdrudTZs2sWbNGsrLy/H5fBqDItJGTCYTn376KU888QSrVzd/U3pHCC0KLCLynbQEE5/P52+mFpG2YxgGn3/+OS+//DJff/11W1fnjNGgWxH5zgzDOOyfiLQdk8mEx+OhqakJj8fTYT6TuhQSkTOmI/WXi7RXLYNxO9oFhAKLiLRrCkki39aRgkoLdQmdArfbTXl5Ofv37ycuLo6kpCRsNlub1snhcFBYWEhDQwPJycl06tRJXxYn55XWYaUjHqRFTkbr937LXUIdjVpYTkFjYyMzZsxg/PjxPP/881RWVrZ1ldi3bx+PP/44N954IwsWLKCxsbGtqyQiIm2oowZ3BRYRabe8Xi9utxuPx9PWVRGRs0xdQiLSLvl8PvLy8igrK6Nv37706tVL3aEiHZhaWESkXfJ6vSxbtownn3ySlStX4nA42rpKInIWKbCISLtVVVXFnj17KCsrw+VytXV1ROQsUmARkXbLYrEQFBSkp+uKnAf0KT8Np/owntMdsX2q6+ioI8NFTkTvfZGOT4HlNJzqg6pO9374U11HR7zvXuRkKLCLdHwKLCIiIhLwFFhEREQk4CmwiIiISMBTYBEREZGAp8AiIiIiAU+BRUTaDd0JJHL+UmARkXZDt+6LnL8UWERERCTgKbCIiIhIwFNgERERkYCnwCIiIiIBT4FFREREAp4Cy2nQtzWLiIicW5a2rkB7pG9rFpFA5vV6MQzDf0wwmXRtKu2f3sUiIh2MWlulI1ILi4hIO3dkC2tBQQFut5tevXopvEiHoRYWEZEOxOl08vDDD3P77bezf//+tq6OyBmjwCIi0kEYhoHX6yUvL4/Nmzezfv16tbBIh6HAIodpaVrWIF6R9qUlmDQ1NWEymXC73WzevLmNayVy5gTUGJaWE6SuCM6dI/d565DS+i6DjvCaHLltIh1RfX29/72+adOmb/39yAsRfRY6huNdYB7rb+3ttQ+YwKKr+bbTcgtk6zev2+3G5XJhNpux2Wz+6e3tDX4kHayloysvL8fhcACwf/9+/+e7tY50IdKeHO34czYupI62zI5w7AvILiF1R5w8j8eD1+v9TssoKysjOzub4uJi3G43drudWbNm8cADD/Duu+8CfOd1BBp1e0lHVVNTg9vtxufz4XK5KCsrA/57wvJ4PNjtdtxud1tW87zV+phzpo9DLcs5Xghqz8e9gAgshmFQV1fH7t27qaiowOPxtHWV2o2GhgYaGhpOO7i43W4++ugj7rvvPv74xz9SWFhIbW0t77//PjNnzmT16tUYhtFhHjylJwKfnFM9kLaet/UV3bH+ne565PgMw6C6upqmpiYAqqur2bZtm//vLpeLrVu3Mn36dLZs2aJjbQfS+tjW+hjXcn4tLCykvr6+rap3RrT5WchkMtHQ0MCHH37I1KlTmT17NvX19Uc96LV2ogPhieZriwOlx+OhpqaGmpqak5rf6/VSXV193HkiIyOJiIigoaGByspKnE7nKa2/qKiI1atXs27dOhYsWEBhYSE1NTXk5+f7W1uOtczTOQGd6uvxXV+j1ss1DAOHw0FhYSGVlZWHzRMIAnHA83d9ovPRtsfr9eJwOHA6nWdsewNlf52Ms308qqurw+VyAc2tLTt27PCfzEpLS3njjTd4+umnmTt37mGfg/Pd2f7stW7hKi8vp6ioCIfDcVjQOJ0w31K2sbGRpqYmfD6f/xxqsVhwOBxMnz6dqVOnsnLlSv/62uOFW5uPYTGbzdTV1ZGVlUVhYSFpaWk0NDQQFRUFfPtA5HK58Hg8BAUFHTb9yL7AFl6v1986cKxmspaT2YlYLBbS0tKYNGkSAwYMICgoCIfDQV1dHSaTibq6OhwOB2FhYSQmJhIXF8e1115LamoqYWFhuN1udu/eTX5+PmPGjCEuLu6o64mNjeWqq67CYrGwZs0a+vTpQ0pKylHnDQsLIyMjA7PZTElJCdnZ2WRkZHxr/0Bza0pubi4FBQWMHTuWTp06kZuby65du/B4PNTV1ZGbm0twcLA/iZeWllJWVkZKSsoxT0herxen04nFYsFisRxzAG/rMkcu42hXBq2DxtHWfbzX7MimUcMwcLlcbNmyhddff50BAwZw1113ERUVdVL9vaey7lNx5AHqbK/vVJ3selsfBFturT1y7ETL9lVVVbFhwwZMJhPDhg0jJibmO29fIIW81o41VuRorVFHm+9U1tNStqKiwt/CYrfbycrKApqPnXv27GHdunXs37+f3NxcamtrSUhIOK11tgfHGzNyrNfkWM7EZ9Dn81FZWcmMGTPYs2cP9957L0OGDDmp90nrn1v+ud1umpqa8Hq9LF26lNraWpxOJ++88w5BQUGYzWYWLlzI7t27sVgs5OXl+Zd1sue9QNLmgcUwDOx2O1VVVTidTnJzcyktLSUhIeGwoNFydfzNN9+Qn5/PyJEjSU1N9f/9eCc2n8/nH0BqMpn887T+ubWamhpWrlzJwYMHiYuL49JLLyU0NJTdu3djt9uZMGECJpOJ3Nxc0tLS2LBhAw0NDRQWFrJx40YiIyO56667uOiii5g1a9ZhB6UuXbrw9ddf8/HHH5OYmMiBAwf89Y6Li/MHuCeeeILk5GTefvttZs6cyeDBg6moqCA6OhqPx0N4eDhDhgwhMTGRRx99FMMwWLZsGevWrcNisTBkyJDDBssC2Gw2wsPDWbx4MYWFhdx0000UFRWxb98+oqOjcbvdfPLJJ/79Bc0D+EpKSvyBqWV/tT4h5eXl8dVXX5GUlMSIESOIiIg4bN8f70NxrNespWxLX7zNZjtmADqRljrU19fz+eefM2fOHHbt2sWwYcMYOXKk/31wogPY2bpr6sjtOjJsner6zlQdW1rtunXr9q3ltXQTHjkNmi9CsrKycLvdDB48GJfLRWNjI3V1daSkpLBjxw6ee+45PB4PTzzxBGPHjj2t+rWHq8Tjvf8bGxs5cOAA4eHhxMbGnrH3V21tLQBdu3Zl//79lJWV4fV6qampYfny5WRnZwP/7U5ujyeuU3GscNjiaKHxWPN8Fy3LLS0tZcWKFWRmZnLxxRczaNAg/98PHjxIZWUlCQkJhIeHH7YNLXVyOByUlJRQVVVFQ0MDLpeLyspKysvLCQ0NpUePHqxfvx63243T6WTDhg0AdO7c+YxuT1to88BiMplwOp1UVVXR1NTE1q1bycrKol+/fgQHBx82b1lZGW+++SYrVqzgnnvuYerUqVitVjIzM3E6nQwePJiYmBig+WrC5XJhs9nIysriyy+/ZPjw4QwbNsz/wrcMOjObzYetp6CggEcffZScnBxSU1OZPn066enpvP7667zzzjuEhYVRXV3NXXfdxTPPPENiYiKrVq2ipqaG/fv3M3/+fPbt28dvf/tbMjIyKC8vp6mpiZSUFBITE7nuuut48803ee6558jOzva/ecaMGYPVamXbtm288sorJCQkMGXKFF5//XUef/xx8vLyuPjiiykrKyMpKYmnn36agQMH+rdl7NixGIbB1q1b6d69O3FxcdjtdqxWK8HBwbhcLoqLi8nMzGTJkiXk5uZSX19PU1MT48aNIz8/n7Vr1+J0Oqmrq/Pv85ZBey0Mw6CoqIhVq1YRGxvLxo0beeuttxgxYgQ9e/YkMjISOPYVi8/nw+Px0NDQQG1tLdHR0YeFnNbvjZZm66uuuoq0tLRT+qC5XC5/s6hhGDQ2NpKTk0N9fT25ubksX76c/v37+98zR6un2+3GarUetu1n68Pu9XopLS3F7XaTmJh41FayU3W6J6OWFqnq6mpSUlKorq72X70lJCQwYsQIrFYrxcXFWCwWYmNjmTx5Mps2bWLp0qWUlJTQ1NTEJZdcwtChQ0lOTqasrIyoqCjq6upIS0ujS5cuFBQU8OabbzJq1Cj69et32PpPdMXrcrn8d8McGZ5ab3/rZZ5rTqfzqK3BLpeLzMxM3n//ffr27cv3v/99OnXqdNrraT3GrOUiaNy4cbz33nvU1dVRW1tLXl4eq1evBiAiIoKKigoKCwvp37//ty5uzoUzEc5Odhk+nw+n04nX68Vmsx21RbflwqVlviPPP2eCz+fDbrdTV1dHfX29vws+JiaGpqYmPv/8cxYtWsSdd97JqFGj/Meb1heKBQUFLFmyhLKyMiIiIigpKaG2tpagoCCuvfZaJkyYwJIlS1iwYAFer5eUlBQ6depEcXFxQLZCnoo2DywtL0ZL0j9w4ADFxcW4XC7/G6alibmgoIDVq1dTXFzMsmXL/C0fL774IhUVFTz22GP+q7WlS5eyY8cORo4cyfTp05k3bx73338/AwcOxGq14vF42LlzJ8XFxQwaNIjExEQMw8DpdLJ9+3b/OI+ioiKys7NJTU1l27ZtxMbGcvXVVzNv3jwaGhpoampiyJAhGIbBypUrueCCC9ixYweffPIJbrebJ598ks8//5z9+/fzyCOPkJqaSkJCAmlpaf7+Y5/PR0hICN27d6epqQmn04ndbvefbCZPnsxzzz2H1WolJiaGyspK6urqsNvtQPNzFzZu3OhvYo+LiyM4OJjq6mr+/ve/06tXL6ZMmUJjYyNff/012dnZuN1u3nnnHaC5C2r8+PGsW7eOrKwsVq5cCTSPj6mrq6OoqIjq6mrCw8Mxm804HA5WrlzJH/7wB6Kjo/2tSz169KCkpITg4GDi4+OxWq3fOsF7PB6KiorIzMxk9+7d7N27l0mTJjFu3DhCQ0O/1UXy97//nZ07d7J161Z++tOf0r9/f//J6XgfvtraWr744gsSEhIYMGAAVVVVFBYWsnfvXqxWK1VVVaxatYqrr76aoUOH+g/4rbsx8vLy2LBhA6NHjyYpKck/Bshut9O1a9fv/N5v3dLndrvZsmUL7777LlVVVfzsZz9j4MCBVFRUUFdXR3R0NJGRkd86sRztqtFut2O32/1BrOXz03I1FhER4Q9xx9uH0dHRREdH43A4mDt3Lhs3buTCCy+kpKQEt9vNkiVL2LBhA5deeimpqalcf/31LFiwgIceeoiamhosFgsLFy7kV7/6FQ899BB79uxh7ty5VFdXk5qayi233MKcOXOYNm0azz77LBdccIF/f7T+f+v3UMtrbxgGmzdvJjQ01N8aeLT929aBZf78+Vx66aXf6lJ1OBysW7eOWbNmMWDAAIYNG3ZYYDnW63KsrtWWbqBOnTr5x70NGDCA2NhYKisryc3NZf369ezatYtLLrkEs9nMrl27yMnJYcyYMWc1sBzvwuVYjmxtOpVltNx80HpfVVVV8cknn+BwOLjuuuvo0qXLUZfhdruZN28eJSUl3HrrrSQmJh5zPUdrkXW73VgslmPO5/P5/K2NjY2NZGZmUlRURGxsLDt27GD69OmsWLGC4cOHM3LkSMxm82EXHXV1daxYsYKvvvqKAQMGcO2111JVVcXatWvp1asXDz30EAMHDmTYsGGEh4ezcuVKfvKTn2C325k2bRrl5eXU1tYSGRnZ5p+N09HmgaVF6xPFzp07OXjwIBEREf4xItHR0ZSWllJQUADA7t27mT9/PhEREaxfv57S0lLWrVvHwIEDycnJ4ZlnniE7O5uxY8eyfPlyamtr2bBhAzk5OSQlJVFQUMDMmTNZu3YtDz74IN/73vcICgqirq6OxYsXA5CWlsbevXspLy9n27ZtFBUVkZiYyPDhw1m8eDGVlZVUVFQQERFBUlIS6enpbNmyBZfLRUxMDJ9//jlOp5P8/HwqKiro0qULjz76KG63m8rKysNGbMfExNC7d2/27duH1+v1H4QPHDhAXl4edrudsLAwzGYzQUFBNDY2+gdsZWVl8fLLL1NaWsrPfvYzJk2aRGhoKDk5Obzwwgv06tWLQYMG0bVrV/bt20d4eDhXXHEFdXV1bNiwgf79+5Oeno7H42Hp0qUUFxfTs2dP+vTpw7Jly1i6dClFRUVceeWVjB07lqKiIhYtWsS+ffvIz8/3b0NBQQGvvfYa0dHR3H333QwcOBCz2Ux5eTkul4ukpCRqamqYP38+06dPp6KigurqaiorK0lJSSE9Pf2wK8WKigoOHjxIbW0ts2fPpqmpiYcfftjfqnTk+wf+22I3b948XnrpJVJTU7n66qtZuXIlPp+Pffv2MXz4cFwuF7t372bVqlVccMEFR23hWbZsGS+++CJNTU3ccccd/nps27aNW2+9lZEjR2K1Wg87sObl5TF79mwOHDjAZZddxsSJE2loaOC1116jpqaGfv36kZSUxNKlS+nfvz9XXXUVcXFxfPPNN7z00kssXLiQ+vp6xo0bx4UXXsi0adPYvXs38fHxXHvttVxxxRX+IO90OqmpqcFkMhEVFYXFYqGhoYE5c+awZcsWHn30URITEzl48CD5+fksXryY+vp67rjjDnr37n1YN6rP58NkMh12sPd4PBQXF5OVlcWrr77Kzp076dq1K6WlpdTV1WEYBiEhIfTp04eEhAQMwyA8PByLxXLYwO7Vq1dzww038Pbbb7Ny5UqCgoLo2bMnYWFh5OXl+bswWoJVi5ZA7na7/c3bZWVlJCQkYLFYyMnJAZrHcR2re/dkWmrOpj/96U/ccsst/PznPz/sPeZyuSgvL+fgwYMUFBSQm5tLeno6wcHBh52gqqqqMAyD6Oho4Nt3YBlG80DamTNnkp2dzZ133klDQwNut5uEhATS09PZtWsXS5YsYcuWLQQFBTF58mQcDgfbt2+nqKjIP97lbPJ6vfh8Pv8J+MgwcmTwPnKMRUsQONG4uIaGBjZt2kRTUxOjR4/GZrPh8XjYsWMHzz77LEFBQfTq1YukpKTDyrUsb9++fbzyyivs3LmT4OBgHnjgAf98rcdDtkxr+b1lfODevXu56KKLiI+PP2prrM/nw+FwUF9f7x9TVFpaSmpqKkuWLOGbb77BbrdTU1PzrdbRljF4s2bNwmQyccstt/CjH/0Ip9PJzp07SUxMJDU1FYvFwoUXXshjjz3GxIkTGTVqFGvWrCEsLIw1a9aQmZnJ6NGjj7r9gS5gAgtAQkICZrOZjRs3UlpaisVi4bPPPiMrK4uf/vSn7N27F5vNxsCBA3G73cyZMwebzUZlZSU+n48VK1YQHh7O8uXLWbduHU6nk8WLF/u7RbZv386MGTPwer1s2rSJnJwcysrKGD58OFdeeSVxcXFUV1eTnZ1NcnIykyZNYtq0aWzbto3s7Gzq6uqYPHkyCQkJhIaGUlVVRUlJCRUVFbz33ntYrVZqa2vx+XwkJSUxevRotm3bxr59+3C73cyfP59rrrmGHj16cODAAZxOJ507d6apqYmYmBjS0tKor6/3X0W63W6mTZvGhg0bqKqqYuTIkYwbN47333/fP8AXID8/399i4XA4iIiIYNy4cRQVFfk/FJ9++il33nknlZWVxMXF8f3vf58ePXqQmZlJTEwM/fr1IyoqiunTp/sDy8SJE1m+fDnLly/niy++YNOmTXg8HioqKli3bt1hXWo+n4/9+/czb948LBYLffr0oV+/fpSVlfHUU0/R1NTEU089xcGDB5kzZw5bt271v+5fffUVK1eupFu3blitVpqamoiOjmbXrl3U19cTGxtL9+7dWbhwIYmJifTo0YOoqChqa2s5ePAg0dHR/pMWwNq1a3n11VfJzMwkNzeXLVu2kJ+fT3BwMJGRkVx//fWEhYXxzDPPsG7dOiZNmkTfvn2B5oNCYWGhfzxVTk4OH330EZdffjmGYfDFF1+waNEirFYrgwcP9ncXtQxa3r59O6+//jp5eXksWrQIt9tNcXExf/nLX2hsbCQjI4PBgwfzxhtvMGDAACIjI4mLi+PFF19k1apV2Gw2TCYTO3bsoKGhgUWLFrFt2zZsNhsFBQUkJCQwePBgDhw4wNatW1m8eDFWq5UpU6bQp08fFi5cyD/+8Q/27t3L8OHD6dOnDwsWLODLL79kx44dREVFcfHFFxMcHMyuXbvo3r07qamph7VmtBycV6xYwcsvv0xxcTE7duzw75MWPp8Pi8VCUlKSf5B8dHQ0cXFx5OfnY7FY8Hq97Nq1i7KyMg4cOED37t0ZPXo0S5Ys4c033/QPGJwxYwYbN27E6XRis9m48847GT58OK+++ir9+vWjoaGB9PR0srKyKC8vp6qqCmjul4+NjeXTTz9l+/bt/qb0lm6Y0tJSHA4HPXr0OGvHrePJycnh7bffJjU1lYsuugiPx0NMTAxBQUG4XC7/+2PdunVcdtllJCcnH3byfuWVV/B6vTz88MNHDdUAmZmZzJo1i61btzJy5Ej/SSg+Pp4hQ4awfv163nvvPWpraxkyZAijRo0iLy+P4OBgiouLqaysJD4+/qzvi5YW7MbGRv/75ci/w7fHkuTk5JCbm0tGRgaJiYn+E/mR81dVVTF37lxmzpyJw+FgxowZ9OrVC7fbTU5ODrt27SIlJYWioiJ/S2tCQoK/dWnXrl38+9//ZseOHVRXV/Pxxx9z++23H7bfW8ZS7t69m3379hEfH09aWhoej4fp06ezbNky7r77bqZMmUJISMhR90NLCws0j5c8ePAgW7ZsYenSpf7WsYMHD+LxePx183q9lJWV8fHHH5Odnc0111zDNddcQ3R0NIZh+PdL666j1NRUevXqhdfrZcCAAYwbN47Fixfz5ZdfMmTIEP92taduooAKLBdddBGRkZGsWLGC5cuXU1hYyJL/z955h0d5XQn/906f0agXNOpdQoUqUQQIUU0xNgbTYsB2bGeT2ClOdr8nm10njr+1TeJsviR+7LjGDjbY8YLBDqYLU0XHSAIJhASogBpqozqjKd8f2vdmJERxSdTm9zx+bI/eeefec9u5555z7u7dwsKSl5dHQEAAixcvpra2lldffZWOjg4yMjLQ6/UUFhZSUlJCXV2d0Oibm5tJTU0lLi6Obdu28f7779PR0dEjXPjo0aMUFhYyZcoUjh07RnV1NWlpaSxatIgdO3aQk5OD3W7Hw8OD7OxsRowYQVBQEHV1dZSUlFBUVMRf/vIXFAoFBoNBhAIvXboUh8PB1atXiY6OpqKigg8//JDHH3+c8vJygoKCmDJlCqWlpej1esLCwigpKRE716NHj7JhwwYqKyvRaDQEBgaSnp7Op59+Ks5BLRYLN27coL29HR8fH86fP89///d/4+fnx9WrV4VGn5+fT15eHlVVVWg0Gvz9/Rk9ejRJSUk4HA4xwYeEhKBSqQgODhbHrWh4ywAAIABJREFUZGazGZ1Ox8GDB6mtrQW6dzIZGRmoVCqxmF69elVYhiorK6msrOT3v/897733HhqNhrFjx+Ln5yeiFlQqFXq9nsbGRvbs2cOECROora3l5MmTTJo0ifPnz9Pa2srUqVNZvXo1//Zv/8aOHTuYOnUq2dnZbNu2jU8//ZT58+ezePFivL29KSoq4g9/+AP5+fkYDAZaWlrE5NDV1UVwcDBxcXEEBwcTHh5OQUEBZ86cITo6Gp1Oh9ls5vnnn6eqqkpYHI4fP05+fj7JycnC0e3ixYt88cUXOBwOgoKCxBHJhQsXMJvNwvL1i1/8QljDNBoNly9fFkm7ysvL2bJlC2azmaNHjzJnzhyio6NZv349+/fvZ82aNahUKpRKJSaTiaKiIi5cuICPjw9vvfUWu3fvFhZHi8XCmDFjeOedd4R833//fRobG7l8+TJ6vV5Efx07doxjx46xa9cuxo0bx/e+9z1MJhMXL15Ep9ORlpZGUVERL774Ivv370eSJAICArBYLDeF5MuO3LLiFhQUREJCAvn5+WRmZlJfXy8iUxoaGoiJieHJJ59EpVKxfv16urq6MJlMWK1WNm/eTE1NDUqlEpvNxrp160hOTqa9vZ3S0lKuXr3KhQsXUCqVSJLEyJEjsVgs1NXVcfnyZQ4cOIC3tzeSJAmL4fPPP8/ly5cxGAzo9Xqys7NZtmwZWq2WI0eOiN8MDw+nvb2dxsZGYeXJyMggIyODt956i/j4eJqamrh27RoajYYZM2YwZ84cdu/ezaFDh7DZbMIH58qVK8L0HxYWJpT2wMBAnE4no0aNYtmyZaJfdnZ2cuHCBerq6ggJCelhXfnrX/+K2WwmKSmJFStW3LQjrq+v58SJE1y9ehWLxSJ27g6Hg9DQUMaMGSN8t/z9/Zk+fToJCQl0dHQQHh5Obm6uCHmNiIigqqqKCxcusH37dsrKyggNDcVoNFJUVISvry/jx4+nsLBQ3AKt1+tZtmwZc+bM6bFAd3V10dLS0uNYsrW1lZ07d1JUVMSsWbMYNWoUnp6edHR0UFRURGNjI2lpaQQEBAgFurS0lJ///OeUl5fz0EMP8fTTTwurdU1NjfCF6ujo4IMPPuC1117j4sWLOBwOPvnkE55++mna2tqEE2pLSwvbtm1j27ZteHl5sXTpUqZOnUpLSwu/+93v+Pjjj4XFT/b1e/DBBwFEJGhOTg7vv/8+ly5dwt/fn+XLlzNlyhS++OILTp8+TWRkJA888EAPefQO9GhrawO6lZcjR44gSRKlpaVizqqvr6ezsxO9Xo/dbqekpIT333+fjz76CJPJxH333ddDCXe1TLkqc3JfNplMZGdns3fvXg4dOkRmZiaenp4YDAZiY2O/EX+5fwYDSmGJjY3F29ub/fv38+qrr2I2m9Hr9bS0tLBx40Y6OjqIiooiKysLs9nM/v37qa6uZsWKFUiSxMsvv8zVq1fJzMykqqqK8vJy7HY7GRkZrFq1isuXL2O32wkNDeWLL76grq4OgPz8fAoKCkhKSmLr1q2YzWYyMjKIi4sjMzOTU6dOIUkSkZGRRERE4OnpSWRkJJcuXRJHI3L2SLmz19TUcPz4caqrqwkICODpp59m3bp17N+/n6ioKLG7nT59OkqlEpVKhb+/v5j48/PzhaVJRqlU4uvrS0BAAHV1dRw9epSIiAguXbqE1Wrlvvvu4/r165w6dYrf/e53aLVakVDu9OnTwulWnhTk6BsZT09Pli5diiRJ3HPPPaIsKpWKe+65B71eT15eHtevX2fChAn88Ic/xMvLi8bGRv70pz9RXV1NeHg41dXVFBQU8H//7/9l27Zt+Pr60tzczCuvvEJoaKj4LbVazfTp02lpaaGgoIAPPvhATAibNm0Szonjx49n1qxZLF++nL/85S8cOnQIvV7PRx99xK5du/Dy8mLGjBk0Njby0ksvkZOTw+TJk/H392fr1q0iOZZarSYqKoro6GgCAgKYOHEi77zzDsXFxVitVq5fv87ly5c5evQopaWleHh44HQ6aWpqIi8vj7i4OGFVKiws5JlnnqG+vp6kpCT0ej3Hjh2joaGBlpYWIdvi4mIUCgULFy7EZrORk5NDU1MTDoeDxsZGtm3bJpSNRx55hLCwML744gsOHTrExYsXsdvtGAwGYZW4fv262DFXVlaKttuwYQNbt26ltraWhIQEKisrOXjwIK2trSQkJPDLX/6SK1eu8NJLL/HBBx/Q0dFBbW0tJSUltLW14ePjw8mTJ1GpVHznO98hJyeHY8eO4XQ60Wq1LF68GKvVyvr164Wi2dLSQlBQkIg+cDqd+Pv7Ex8fj0ajYfbs2dTV1XHu3Dn+53/+h/r6esaOHUtcXBwPPvggZ8+e5cSJE0RHRzNnzhzMZrNwOt60aRMjR44UeSRGjBhBRUWFkH9qairLli0jNzeXXbt24efnh8PhYPv27Rw8eJC1a9cSGBjIxo0bcTgcBAcHU1NTw5UrV0hJScFoNPLGG28I5d9oNGKz2YTVEuD8+fPk5OSQk5MjFLbOzk66urowm81UVlYKpWvatGmkp6dTXl7OG2+8QU1NDTabjeeff56Kigq2bNlCR0eHcIrPz88XclcqlVy+fJlTp04RFxcnnNaLioq4ceMGdXV1vPHGG0yZMoXQ0NAeRwUXLlzg4MGDNDY2AnDo0CFhTfT39yc9PZ3ExEQuXbpEfHw8WVlZ6HQ6kpKSePjhh/nd737Hn//8ZwAmTZrE559/zsGDByktLcXPz48bN26gVqtpamrCYDCQm5vL9evXheKq1WoJCgoiPT1dHFW2t7ezZcsWCgoKeOCBB5g4cSLt7e18+OGH/Pa3v6WpqYnPP/+cFStWMGvWLM6ePcvbb79NRUUF8+fP51vf+hZpaWk0NzfzwgsvsGPHDqBbgZAkiYaGBjZu3Mi2bduYO3cujz76KDU1NcJBf+LEiZw7d44NGzYwefJkmpqayMnJARCbI6vVilqtJj8/n0WLFlFbW8uWLVvEUQx0H0lv376dBQsWoFarKS4uZvPmzXz00Uc0NjYSFBREaWkpL7/8srD2Op1OsTmcOXMm1dXVVFdXM3bsWJRKJU1NTRQWFmKxWIRj/datW+nq6iIqKorMzEx27txJc3MzVqsVu93O/v37+fOf/8y+ffvw9PTk+9//PrNnz+5xHC1zqwSfOp2O9PR0xowZQ35+Pn/4wx9oaGhg6tSpPPXUU4SEhAyKaLEBo7AolUq8vLwICwtDq9VSVlbGfffdx/z58/k//+f/UFpaik6nIzs7m6SkJDo6Onjssccwm83cd999dHV1ceXKFerq6nj00Uf5xS9+QVlZGYGBgSxbtoyJEyfy/PPP43Q68fb25re//S07duwQk9SZM2fQarUUFhaK/CleXl4kJCQAYDAYmDt3LhEREdhsNiIjIzGbzezatQuDwcDSpUuxWq3s2bOHxsZGWlpaxO556dKlzJs3j0OHDrFz505eeeUVmpqamDlzJhkZGcTGxqJWqzGZTOI46I033sBsNhMREUFZWZnwU/D19WXGjBnk5uaydetWysrKuHLlCkFBQdx3333odDr+/d//nc8++wylUom3tzcmk4kLFy4Ir/Jx48aJM1xX1Go1ixcvZtq0afj6+nLy5EkkSUKtVnP//fczY8YMiouLKSoqIikpiWnTpqFSqWhoaOD8+fOEh4eTmZnJhg0bOHHiBBaLhYCAAP793/+dN998k7NnzwqFKSEhgZMnTzJ79my8vb1Zt24dn3zyCUqlko6ODurr67FYLGK37Ovry9y5c9m8eTPbtm3j5MmTFBQUYLFYhD/Q7t272bVrF3FxcTz//PNcuXKFTz/9VCy6Go2G9PR0oqOj0ev1wmegtraWK1eusH79ek6dOkVVVRV2u10onxaLhV27dpGVlSVCDauqqsTievnyZVFuVx8M+ahMr9fz2GOP0dbWJpQIPz8/NBqNCFWfP38+o0aNwtfXl8jISD7//HM2btxIdXU1/v7+JCcn88knn3Dp0iVu3LghdriAaMtr164xc+ZMfvjDH/LMM8+Ql5eHUqlk5syZ3HvvvRw/fpyQkBDhi7Jy5UquXLkiQtnlRG6/+tWvqK+vFz4kYWFhLF68GK1Wy/nz5/Hy8sLb25tdu3ZhMpnEeb0s51mzZnHjxg0mTZpEWVkZOp2OS5cuYTAYiI+PR61Wk56ezkMPPURdXR2JiYlkZmZy9uxZlEolERER5Obmsm7dOjGJxsXFiUk3JCSEkJAQ5s+fLxyDExISyM3N5ejRo7S3t/PBBx/g6+tLZ2cnDz30EAsWLOCdd97h1KlTbNq0ia6uLvbt24fJZEKtVgsLRUhICGlpaRw+fJjS0lKuXLmCw+EQ4cfp6encuHGD/Px8Ll26RE1NDU888QTf+973iI6O5uTJk3h7e3Pt2jVMJhNZWVmEh4czfvx4vLy8sFgsvPXWW+Tm5qLRaEhNTSUxMZFjx46Jo4iKigpCQ0MpLCykpaUFh8PB2bNn+etf/8pPfvIToFs5lH3QiouLRaTj7t276ezsJDMzE41GQ3R0NM8//zzvvfce8+fPJzU1FYfDgaenJ4sXL8bhcPDf//3fvPnmm3zwwQc0NTURGhrK2rVrmTJlCjt37mTDhg2EhoaK4z2Hw0FcXBwBAQGcPXtWpGhYu3YtOp2ODRs28Pvf/566ujpOnz7Nz372M4qLi1m3bh1Wq5XRo0dz8eJFfv3rX7Nz506qqqqEL9z69es5d+4cDz/8MF988QWbNm1Co9HQ3t5OeXk5Fy5cwGAwUF1dzdmzZ6msrMTf3x+tVkt5eTmzZs3i8ccf54knnuDcuXP8y7/8C0FBQdTU1JCUlITdbqeuro6pU6fi4eEhfMdkv8P777+fxsZGlEol+/bt48iRIxw/fpzY2FjWrVvHjh070Ov1rF27lvnz57N161bee+893nvvPaqqqoDuI/oTJ04wffp03nvvPT755BPWrl3L4sWLOX78OOvXrycqKorly5fzxRdfsH37dtRqNatXryY1NZVDhw6J5H8NDQ0888wzFBUVkZiYyPe+9z1hTXblToqGJEmYTCbGjh3LoUOHhNIWExNzS6f1gciAUViMRiMeHh5kZmbyk5/8BLPZzLe+9S2CgoJ48cUXRXK24OBgPD098fDwYPXq1WJBAPjpT3+KSqVCq9WKI6FRo0aRnZ2NVqtlzpw5YmK+5557OH78OAaDAYPBwIEDBzh8+DD19fUsX76ciIgIFAoF4eHheHh4oNVqGT9+PN7e3litVsLDw8VxSWhoKEuWLGHkyJFMnDiRvXv3cuDAAdGB582bR3h4OI888gg5OTkUFxfj4+NDbGwsSUlJIsxOrVYLc7d89PKDH/yAZ599Vph4DQYD8+bNo62tjd/85jds374du93OvHnziI+PJz4+nrlz5/LGG2/Q3NxMWloa3/72t3nppZe4fv06AQEBIpFd75BASZLw9PTEaDQiSRLx8fE88MADACLSwWQyCWdTOTeKv78/3/nOd7BarRgMBsrKyjhx4gQKhYIf//jHrFixArPZTGFhISqViqysLB566CHOnTsnTNZBQUEiP0RGRgbz5s0TOXnGjx+PSqUiLS2NhQsX8uabb4pESF5eXlRVVZGbm8vJkycxm838/Oc/Z/To0Xh6eqJUKhk7dixRUVEcOXKEMWPGiPrJyf0KCwvZunUrBw4coKCgoMcdK0FBQSgUCgoKCnj77bcpLy8Xfxs9ejTZ2dkcOHBA7I4TExPJzc2lsbGRzs5OnE4nHh4eREZGioWira2NqKgoJk+ezNGjRwkLC2PhwoX4+fmhVCpJS0vDYDCwc+dOrFYriYmJREdHY7FY+Pzzz4US2tXVRV1dHRkZGcyZM4cbN24wb948Ro0axa9//WskScLDw0NEDERGRhIXF0dNTQ3Lly/nu9/9LhUVFbz77rvYbDZiYmLYuHEjly9fZsSIEYwePZrjx4+TnZ3N1KlTsdls/Nd//RdGo5Hjx4/z2WefERYWhslk6mGSHj9+PElJSRgMBoxGIyaTiZKSEjw8PBg5ciRqtRqtVsvy5cuJjIwkODiY1NRU1Go1HR0dxMfH86//+q/87W9/E23R0NBAdHQ0Tz31FJMnTwYgICCA6OholixZglqtpq6ujmPHjonjOHnM/OAHPyAqKoqWlhby8vJ46623cDgcREZG8vTTT3Px4kVef/11HA4HS5cu5fHHH+c//uM/2LlzJ2vXruXq1avs2bMHLy8vVqxYQUdHhxhP/v7+jBs3jvj4eJRKJZGRkaSlpVFSUsLs2bNJSUnB29ubVatWoVQqcTgcRERE8Ktf/Yr9+/cTHR3NzJkzKSkp4dKlS7z33nscOXKEJ598kuLiYrq6uhg7dix5eXls2rSJ7Oxsxo4dC0B5eTkHDhzAy8uLlJQU8vPzqa6uRpIkvvWtb2E0GtFqtcyfP5/09HS8vLzQarWirWSLamdnJ7/97W9xOBysXLmS+++/XyhYU6ZMIS0tDX9/fz777DM2b94MQGJiIiNHjiQ/P5/Lly/z29/+lra2NtLS0njttdeEb9mhQ4e4ceMGFRUVqFQq/vVf/5UFCxbw7rvv8vbbb7Nz5040Gg3z5s1j5syZ7Nq1i/379wsLlMPh4Mc//jHr16/nzJkz/PznP2fatGlUVFSIqNKdO3fi7+9PS0sL48aNY+zYsfzoRz/i0KFDHDhwgOLiYvR6Pffffz9jx46lurqa2bNno9PpOHDgAK+//joXLlzg4Ycf5tFHH0WlUqFWq1m3bh2vv/46n3zyCUFBQWzfvp3AwECeeuopVq1ahZeXFzdu3BBHwRqNBl9fX8xmszi6Pnv2LKdOneLatWsiwrWhoYEnnniC1atXi1DjmJgYZsyYgc1mQ6lUUlJSQnNzM+Xl5eTn5xMWFsZzzz3H1KlT0ev1d+134qrIeHl5MX36dHbu3EleXl4Pa8xAt6zIDBiFxdPTE19fX8LDw3niiScAhGPalClTKC8vx9PTk4SEBGGF8PDw6PGO8PBwFAoFNTU1tLa2otPpePTRR4XnvRxuplarWbBgATqdDk9PT44ePcqf//xnWlpaMJlMrFy5Ej8/PwAmTJjAgw8+SEtLC2PHjkWhUKDRaMRZuU6nY8GCBUyePJmgoCAiIyMJDQ3lzJkztLe3ExERIfIcjBkzhgcffJA33nhD5K4wGo09Op9WqxUdadWqVaxYsYLPPvuMs2fPMmbMGCRJwtfXlyVLltDZ2cnvfvc7ysrKCAkJwcfHB51Ox+jRozEajbS0tKBWq3nggQe4cuUKf/zjH1Gr1fj4+PSIqujL297pdBIWFsaLL74III5y5Gy2rshHVfJ7pkyZwv79+8nIyGDNmjV4e3uzePFiXnvtNTw8PFi6dCkpKSkkJiaiUqmoqqoiJSWFU6dOYTabiYmJ4dFHH8VgMFBbW0tkZCSSJOHn58e0adPYtGmTsPq0tbVx+PBh3nzzTa5fv058fDwTJ05Ep9MRFRXFK6+8QkJCAj4+Ppw+fZpp06aJckZGRpKamsqePXuEU6icqG7kyJEkJycTHh5OZGQkzzzzDB9++CE2m42kpCQef/xxJk6cyNixY9m2bRt//vOfhSPc4cOH+fDDD9m3b5/YxciWmbS0NK5du4ZSqWTWrFksWbIEvV5PUlKSaJPFixfT1NTEiy++KDInyzuqq1evEhwczOrVq/Hw8OD1119Hq9Uyffp0YmJi0Gg0Qvk4fvw4fn5+ZGRkiB3Wd77zHe69917mzp0r6hYTEyP6hbe3N1u3buWxxx4jOTmZXbt2MX/+fKHgzpgxQ0StOJ1O0tLSbnLYlMPvJUkiMTGR4OBgSkpK8PT0ZOTIkcIaEBQUxIIFC5Ck7iR0siKiVCr56U9/yvjx4zl9+rRQymNjY8nOzsbPz0/0UznhGsAjjzzChAkTePnll8nPz8dut+Pt7U1KSgoKhYKpU6eSkZHB5s2biYqK4nvf+x5Lly5l/fr16PV6rFYrM2bMICkpiRdeeIEHHniAxYsX8/LLL7Nnzx50Oh2pqal0dXVhNBq5ceMGoaGhmEwmYWEKDg5m3rx5VFRUsHjxYnG84+rPMGXKFF588UX27NnDmDFjMJlMBAYGkpuby/Hjx2ltbWXEiBEUFhaiUCj47ne/y9/+9jf27NnDz372M37+85+Tnp7OiRMnOHfuHOPGjSMrK4va2lqqq6vx8fFh/Pjx4shAp9P1mala3qCsXLmS8PBw1Gq18DOT2ygsLIwnn3xShMMfP36c2tpaAgMDmT9/PlFRUZSWlvLJJ5/w1ltvkZ6eTmVlJQsWLGDlypW8/PLL7N27F29vb37605/y1FNPiU3Ljh07hMUuPT2dJUuWiASZx44dw263s27dOp544gmSk5P505/+xLZt29i/fz9arVbkmcrNzUWpVOLn50dsbCx6vZ7HH3+c5cuX8/rrr/PLX/6SyMhIMjMzmTdvHg6HQxx3h4WFkZSUREVFBZMnTyYsLEz0p4ULF/Lqq6+yefNmbDYbOp2OH/zgBzz22GPC5yM5OZnY2FgKCwvF0anZbGb37t38+Mc/FsemXV1dbN68GYfDwZQpU1i9ejUmk4m4uDhCQ0OZP38+Y8aMobOzk9TUVHJycrhy5Qr79+/H4XAwc+ZMZs6cKSKlvmz0m9PpFJbNF154gZycHLZs2XLX3x8oDBiFxWg0CtOea/4V+Zjio48+IjIykmnTpom/3QqdTid2u/fdd1+floSoqCgeeeQRoNvpzc/Pj7a2NmbPnk10dLQw5wcFBfHcc8+JnZGr85RGoyEiIoIZM2YIs7icg8TPz4/a2lqWLVtGfHw8gHAY/uijj/D19RUTnYwkSWi1WuG9/uSTTxIYGMj/+3//j+vXr4sJXZIk/P39WbNmDWq1mk2bNokU5wBRUVFigZStUnLm2+DgYHGEcCsZyp/L5vnb0TsBkyRJTJw4kZdffpnQ0FCx0IaHh/P222+jUCgYP348kvT3hG5yqPiOHTswm81ER0fj6emJj48P/v7+wvtdo9EwceJEVq1aRW1tLU8++SR5eXkcPnyYU6dO4XQ6+Zd/+RdiYmKEQvvwww8LJ7SRI0f2cEiLjo4mIyODPXv2UFxc3KNeMTEx/PrXv0ar1eLr64vBYBD+CGFhYaxatUpkY16yZAmTJk3Cy8sLHx8foqKisFgsHD58WCjc/v7+KBQKFi1aRE5OjlBY5f7sKsMRI0bw4x//mMjISJ577jnmzZsnrIYOhwNvb28mTpxIbGyscIaUnUrl90yePJmPP/4YLy8vEQHl4eHB/PnzRb+Q/+3axt///vdZtGgR4eHh6HQ6kaNGlpv8vcTExB6bh1v1C61WK5R/eeGEvzsHuiq/8n87nU4mTZrExIkT2bdvH3v37sVmsxEeHt5DQelNRkYG6enpfPLJJ5w7dw6AiRMnijIHBwezfPlyamtrWbBgAWvWrMFoNDJz5kyOHDmCwWBg9OjRqNVqUlNTSU5Oxul04uPjI9rLz88PnU7HxIkTqaysJDY2loiIiB5jZtGiReLosff4lp/JyMgQ46Czs5Ps7GxOnz7NtWvXAPj444/p6OhAq9WSlZXFhAkTqK+vFwkqly5dSm5uLm1tbUyaNImUlBR8fX1RKBRkZWURGBh405UkvceqjI+PDwsXLhR/670Y6nQ6dDodmZmZLFmyhKKiItasWcOUKVPIysqiqqqKkpIStm/fzr59++js7GTkyJHMnDmTuLg43nvvPZKSkli+fLkIMzYajWJuMBgM+Pv7YzAYGDt2LKNGjeL06dMYjUZWrlyJr68vDz74IMnJyfzxj3/k3XffxdfXl5SUFFpbWyksLKSzs5M1a9Ywbtw4VCoVCoUCrVZLSkqKiOjLzs7ukQRSnlPkvtbb4jB69GjmzZvH3/72N3x9ffnhD3/I6tWrxQZY7lOyrDUaDTNnziQ+Pp6rV6/yxRdfoFAoWLt2Lffffz+ffvopJSUl/Od//iepqakArFmzhqlTpxIVFSXmk0mTJnHw4EFeeuklSktLMRqNzJkzp0dY91e1iPj4+DBnzhzUajWff/75V3pHfzJgFBZvb2+Cg4P7TIw1btw4kpKSGD169G2zncoLm9Fo5Pe//71wDpQnR9cB7OpNPX36dKZMmcKBAwdYvnx5jwXd6XT2mGTlDjN+/HieeeYZfHx8mDp1ao8yhYaGEhsbS0VFBePHjxcdXKlUkp6ezu9//3ssFos4onJdRBcuXEhjYyOhoaGMHj0aSZJISUkhJSVFlEkui7e3N6tXr2bhwoV4e3sLi1NSUhJeXl5C4VOr1cyaNYvnnnuO8PBwkpOT76isfBVc5S+XV5aXVqsVSf16DzqlUklAQIAov5zYzLVMspyioqJ45plnaG9vJzQ0lIqKCnEfkLe3NwkJCRiNxh7p9l1/xxU5zFn+LZVKhd1uF8c4AQEBYof88MMPExkZyX/9138RFRWFWq0Wv+Gq2Mm5GeSFraOjg8mTJ+Pp6YnD4SA2NhYPDw9xFHkrJzmtVsvKlStF/pzz58+L+6hmzJjB9OnTMRqNrFu3Dui2Vrj26zlz5hASEsLUqVN77Mpc5e7a1rLvjU6nE35bssz62sn1Jd/e75RlI+ctMhgMd3UHmPwOhULBqFGj0Gg06HS6HuPsVkqSw+EQkW46nY7Vq1eLsuj1eu69914mTJiAt7c3BoMBh8NBcnIyL730EjqdTihXkiSJui9dupT29nYSEhJISEhApVJx7733kpuby8iRIwkLC+tRB19fX/Ee177uOnZdZWswGBg5ciR+fn7i6NtsNuNwOPDw8MDLy4vY2FheffVVXnnlFTZu3Mi5c+eEbKdOnYqXl5fIgbNkyRICAwNvK6u+5H27z5xOp/BH6+zsFNZs6D5qGD16NIcPH6ahoUEosQqFQjh8y9YeuU/4+/uLRHkGg4Hg4GB0Oh0voAsWAAAgAElEQVRqtRovLy+USiULFizA09NTWMeTk5OZP38+W7ZsQa1Wk5SUhNPp5Nq1azQ2NhITEyPGq5zXS15X5PHimjvldvJxOp0EBgYK369Fixbx5JNP3pRwTaPRYDKZMBqNeHp6Eh4ezujRo/n2t7/Nf/zHf9DR0cGkSZO49957mTp1Ks3NzURFRYl3hIaG3pSE8rHHHuPYsWPs3LkTu91OXFwcEydOvKmsX3Wulsdc77wyg4F+V1jkhpPTs/d1r0t4eDhbt27tkWvjdigUCnHPkOzLcqvvyQrJr371K1paWoiNjRULW18TqTzowsPD+c53viNSPbs+GxkZyfLlyxkzZgxZWVk9FhJ/f39WrVrVI8belREjRvD973+/x9FQ71BGVzw8PG46VjIYDKIOUVFRKBQKwsLCePrpp2+KDPpH4jpZuzqjyp+5PhMeHk5cXBwVFRV4enr2OTDlZ10vjfT39ycgIABJkpg0aRJxcXE3KSa3Q6lUolQqUavVTJgwgStXrlBVVXVTGTQaDdnZ2SQnJ6NUKkUir951lQkLCyM4OJi2tjaRLVN2IP7FL36Bh4eHsHz0hfw++Rmj0UhMTAxNTU2MGzdOHIu4Kkqu342OjuZvf/tbn/ku+ooGcFUceve3Oz17u4lToVBw//33c/jwYebOnXvThN/7vfB35UlWQjMyMtBoNCxYsOCWv+P6eyNHjkSv1+Pl5cWYMWPEu2Sn4MjIyB6bD/n4s3fdZUJCQnj66afFzh26/dKSkpIICgrCYDDc9J07ydD1GafTSXJyMllZWdhsNqKionjzzTe5cuUKJpNJHMOOGjWKX/7yl4SEhPDGG28A3UfWYWFh+Pn5MX78eOrq6kTysG8a2fIrl1luew8PDyZNmsTHH39MQ0ODWAxdvyd/R5aDl5eXUOrktpIV6+joaKKjo3nooYfE0SN0t63sFF1WVkZcXBxqtZp9+/YRFRXFmDFjbsp9kpmZye7du3uMwbvF6XSybNkyUlNTMZlMN12dIG8IU1JSCAkJQaPR4OPjg1arZc2aNVy/fp3NmzcLi6+vry++vr49ZCf/jivBwcEsWLCAw4cPi8ALWRH7snW4Vb0CAwOZMmUKUVFRIsP4YPBj6XeFRb55OSUlhREjRtx0wyt0LxZxcXFf6swObo5Jl+nrs9jYWPGdWz3T2zIgKyq9y6XRaFi2bJkISe3dOeUw5lvVR6/Xi0Xe1TJ0u3q6llmhUBAbG8uFCxfEhC1J0k2K1TdNX3KWy9fX0YHrhB0fH8/KlSsZOXIk06dPvynjZ+/3ycg7moKCArKysoiJibkpnfXt8PLywtPTk/r6embPns3Vq1fZvn07oaGhwgFabmO1Wn3Trdl91cnpdBIbGyuOF139B0JCQvj+978v+sadZCnXIyIigu9+97vU1NSwaNGim2To+j35uwkJCTf1z1v1pVstqncq392QlJTEO++8g9Fo7KEs32qH61p3jUbDO++8gyRJYoG7FXI9J02aRFZWFtHR0X3+nuu80JeS1tc75f4o/7+fn59IDXC7OaMveltbnE4noaGhPPfcc0hSdyj/kSNHKCsrE7fCy4SGhvKjH/2IuLg4iouLWbRokXAMl/0rfH19v5TS/mVxVSCgW+mPi4vr8y6kW1kEjEajUPpdrZXQ7bs3f/58oRy5zmvR0dGMHTuWuro6wsLCCAgIID4+noyMDOG47YrsH9bXPH075L7h4+NDZmbmLceRWq0mIyNDOMzKioXRaORnP/sZTzzxhLB+9iWX3lZ/mbVr17Jv3z527drFrFmzetx/9E2QmJjIs88+i0qluu08NNDod4Wlq6uL8PDwHn4grnwZE1jvyfirNPDtvnO3yg/Q4+KsvhbaW33P9bPbKSq3mxx1Oh2PPPIIvr6+LFy4sM/jgH8md/Ob8tn/woUL+xycfU3y0G2Ruueee5Ckbr+NLzv4vL29RTRRYmIis2fPJigoiIULF4qF4ssu5tBt+Xn22WeF46drPe4mSZNrezmdTjw9PXn44Yex2+09fFXu5j3/qDa/m6MG+Rl58fky75XrLu+O74TcJ8aMGcNbb72FRqMRC/etIiK+zJzyZcb/3eL6fVdn4kmTJnHhwgWys7NvSkDm6+vLihUrsNlsIjMydFupb3WR59flTjLz8vIiMjISvV7fI5dN7++5Whfkcst+e67WF1eLAvx9zHt7e5OVlYVCoSAuLo6IiAj+7d/+jeDgYGG96Gtz9FXa6U5tL38eHR0tQvDlY21J6r6mwvXGZde69PUe1/d7eHjw+OOPi/Dzr5vYrff7tVrtoEkW50q/KyyAMMkPBpPUnbjd8c2XMaV/HSRJYtasWeIujcFi7pP7wN3shFwnvhkzZohJrPf59J0IDg4mMTERg8FAWFgYkyZNIiMjQ+z6vg69J92vi+yPNJz4Kv1WjhiBm++k6QtXC0lvK+rt+Krfu5t3rlmzhrCwMOEg2XtMyH2h9+ffVDm+LN7e3kyZMoV9+/YJx+HbIUmSGGOenp63TGPvitPpFOHJCxcuFFmgex9T/bNlINdBLsOduJtyORwOZs+eTVZW1l3JZrgwIBQWmbtdrNzcGdlLfrAoK664XsJ3K1x3a/IR252+0xun00lUVBSPPfYYNpuNtLQ0FApFDx+mryO73hPnYGuHwcytdrEDHblfh4eHs2bNGuDWm6D+Uk5643R2h04nJyeLpHmuf4ObLS1qtVrcCxYeHi5yI90JSZKET09vhbG/1o++yvF1kS0irpZ6NwNQYenvwfd1uRsz+T+Lga783a6973Qc1tczX8UiotPpmD59OvDN7ND+EX14KIyLfwZf1SL2ZY6Ivonv3S19Ke7/6N/8OphMJkwmk8iGC30r/fLdZTNmzECn0xETEyP8geDW9erraL33/7uG4PcH31TUTe/j74HW1v3FgFJY3HxzDPVF7puqX+9d2WAL83MztOjdrwdTfxwxYoTIwu2aTK+vcSpndJYTJvYVHerKQJ7P/hFt5LbK9o1bYRmi3Morfagw1Ovnxs1gQnY4Xb58OePGjRPJN/vCVZGRo7i+7HHuQON2votuvjncCoubYYt7YnHj5ptBHksREREiI/itjqT7GneDyZLkpv9wKyxDlKG+GA/1+rlxM1i4k8/JrcKBhxJDrT4DFbfC4saNGzduvlHupMS4cfNVcNvh3Lhx48aNGzcDHrfC4saNGzdu3LgZ8LgVFjdu3Lhx48bNgMetsLhx48aNGzduBjxuhcWNGzdu3LhxM+BxKyxu3Lhx48aNmwGPO6x5AOPO5urGjZtb4c6u2pOBchlkfzBc6j6gFZbh0giu9JUdcrhOTMOx/ftiuLb/nXD3j27c/aOb4SgHuc6972EaqrIYkAqL1WpFkiRxF8VQEvidcO1odrsd+HvaaqfTecv7OYYq8h0jdrsdtVo9rPqCKw6HA4fDgdPpRKVSDdtU5k6nU8hBkqRhLQe73Y7D4RBz5XAdG65yGG79wfU2Z3mOkG+sdjqdQ04eA7I2eXl5XLlyBZvN1t9F+afjegfHhQsXOH/+fI+r2ocj169f58SJE4P+grSvg8PhoKqqijNnzmCxWPq7OP2G3W6nurqagoIC6uvr+7s4/UpdXR35+fk0NDQMW2UFoKqqiry8PBoaGnpYHIYbLS0tnD59mtra2iFb/wGpsGzfvp2TJ09is9mG5UCUr1LfsWMHW7ZsEXIYatry3SBJEgUFBbzzzjvC4jTckCQJu91OQUEBH374Ia2trf1dpH6jq6uL/Px8Nm3axJUrV4bl/ADdfeLy5cvs3LmTioqK/i5Ov1JQUMD//M//cPny5WG5qZHXi+vXr/POO+9QWFiI3W4fkmNjQB4J1dTUEBgYOGS1xNshKyWSJFFbW4vZbBZmvuGGbNY0m81cuXJlWPYHGafTSVNTE5WVlcNWcYNuS5PZbOb69eu0t7f3d3H6lfb2dmpra+no6OjvovQrZrOZa9euif4wFBfqW+G6LlgsFiorK2ltbR2yc+WAVFhUKpU4kx1Ona83arUajUYzrGUAoFQqUavV/V2MfkehUKBWq4el8iojSRIqlQqtVjvs/Ll6o1AohD/TcJ4jlEolWq0WlWpALmf/NBQKBTqdDpVKNWT7w/Cd+QYJQ7XjuXHj5uvhnhvcDDfcCssAxz0puemNu0+4cdMT95gYHgxvG9oAxD3w3Lhx4+bLMVR9Nr4OQ3EtcSssbty4cePGzRBjKCos7iMhN27cuHHjxs2Ap98tLLcy5Q3XBEBy1kJZO3aVQ+/0y8MF1z4w3PpDX7gmFxzuDFc5yCH/MsNVDnBz3YeTLFyvp+hdbzknzZdZM2717ECRab8rLIBIK9zV1SU+0+l02Gy2YZntVkYOa1apVMNWDg6HA71ej0KhQKFQDFs5yFcTyCHew1UODocDrVYrwruHqxwAcU2D0+kc1nKQJAm1Wo1Wqx3WslCr1WLN+CpJV/tSSqxWKwqFwq2wyCiVShoaGti7dy81NTUAFBUV0dHRgcPhQKPR9HMJ+4/8/HysVisbNmwYtnlInE4neXl5lJeXs2HDhmGba8FqtXLy5EkuX77Mpk2b0Ov1/V2kfsFqtVJQUMCFCxfYtWsXV69e7e8i9RuFhYXk5eWh0WiGtRxOnjxJSUkJO3bs4MKFC8M2P8+1a9e4evUqu3bt4tq1a196ruxLKenq6uLcuXNMnDjxmyrm10Jy9rPqdP36dTZu3MjmzZtpbm5GkiR0Oh1OpxOr1dqfRet3ZGXN9e6Y4XYk5HQ6xc5huGb0lIeoWq1GpVJhsVgGzI6nP5ATS3Z1dQ3ZFOR3g1sOf7cyqVQqIQcYPvOk6zygUCjQarU95HC375AkiYSEBPz9/W+SnaenJw888ABTp079xsr9Vel3hQWgtbWV4uJimpubRfZGYFinIIdu65N8K6vMcBmIMvKNo0qlctiaeuUhKmd/Hu7jQr5Xy263D1u/LnDLAf6+2CqVSiEHGD7zpOvy7SqHL4N89UtKSgr+/v7fdBG/UQaEwuLm9gy3QeimJ+72d+Pm9rjHyPDArbD0A32JvHdUUO/n73YgDrYBeztZ3M2zvZ8fChPX1xmSg7net+NuZNJXpMRQksft+vaXGUeDkVvV7277xVDlVn2it+VlqDA8PRgHAHcz+dxN6KLrM72fH+gdta/w3L6Uj1v9/63eOdDr3Re927l3u/Z+RuZW8hqMMugL17D+O8mhd38aKjJw5U5pIGDoKm696yiH7d6KWyk0Q0EWrtxqkwuDr65OZ/c/AHLRXavgVlj6ibvRjF1xOBx9LmK3+u5A7ai3U8DuVhZ3mpzlZwaqDG7H12nDwTpJ3Ylbte/tchYNNRm4crfKiGsejqEoj76U2L7mkDvNm4OdvvrD3VqfBhJ2B3R2WITfokKpRCFJaDR/z2/rVlj6CYVCQWdnJ2azGb1ej5eXl/ibJEmUl5dz8eJFDAYDGRkZPULUJEmitbWVoqIi6uvriY2NJSoqatCEPvdelM1mM83Nzfj5+eHh4dHjb1arlYMHD+JwOIiLiyMmJka8Q6FQYDabuXTpEtXV1cTHxxMdHT1o5NAb10m1urqaS5cu0draSmxsLAkJCeI5uf2Li4upqakhIiKC2NjYIZsCQJIkLBYLly5dwmw2ExcXR0BAAJIk0dHRQWlpKZWVlURERBAfHz9k5QDdEYMVFRUoFAoxFqBbObl48SJXr14lKCiItLQ0NBrNoFu07oTZbObixYu0t7cTFxeHyWRCoehe0OSFuqioiPLycvR6PdOmTevnEv/jkR3xi4uLRfunpqai0+n6u2h3TXu7lda2NhEZLDsQq1QqNBoNXp7daRyUzz777LP9WdDhSGdnJ6dOnWLjxo2cP38ek8lEQEAA0L1o5eTk8Oabb7J161YOHDhATU0N8fHxeHp6IkkSN27cYNeuXVy+fBmr1cqpU6doaWnBZDKJTjoYdlVWq5WzZ8/y/vvvU1BQQHR0NL6+vuLvTU1NvPPOO9hsNjo6Ojh8+LCYqCRJoqKigk8//ZRLly6h0WgoKCigo6OD4OBg1Gr1oMsOLCthOTk57N+/X4Qo5uTk0NzcTEJCApIk0dDQQE5ODsXFxSiVSvLy8mhoaCA4OBidTjco2v529LbClZSUsH79eurr6/Hx8cHf3x9PT09qa2vZtm0beXl5qFQqCgoKaGhoICwsDK1WCwz+HbXD4RB92G63c+7cOd5++20cDgejRo1CkiTa29vZu3cv+fn5SJLEmTNnKCoqIikpacjIwW63U1JSwuuvv87HH39MTk6O2NAFBQWh1WqRJIlt27Zx4sQJtFot165d48yZM4waNeompWYoYbFY2LNnj2j/L7744qb2lxlIdXc6wWq109rWQWNzM1aLhS6bDbvdjt3uwPa//y1JEh6G7nXNfZfQPxmHw4HFYqGlpYXTp09z8OBB2tvbxcR06NAhTp8+TUpKCqtWrSIzM5M//OEPvPzyyzidTlpaWtixYwf79u0jOTmZuXPnArBhwwbOnj07aEJ/7XY7nZ2dtLW1cfz4cY4ePUpra2uPZ/70pz9x/PhxZs2aRVZWFgCvvvoq58+fF3LYuXMnkZGRzJ07F29vb9577z3y8/MHjRxckSSJ2tpa3n33XZqbm5kwYQLZ2dlERESwfv16GhsbaWtrY+fOnXz88ceEhoYye/ZsjEYjH3zwAbm5uVit1gE1KX1dDh06xG9+8xssFgvp6emkp6cTEBCAxWLh8OHD7Nmzh5CQEObOnUtMTAxbtmwhPz9/SOUlkeeG5uZmPvvsM3bu3Elzc7P4+8mTJ/nss88ICgpi1qxZTJo0iU2bNrF3715gYC1SXwWHw8GNGzf4/PPPkSSJhQsXkp2dTX5+Pn/5y18oLy8H4PDhw7zxxht4e3szffp0MjMz2bRpE2+//fagl8HtOHHiBJ999hmBgYHMmjWLyZMns2nTJnbv3i2eGWiWNocDOjqsmFtaaP5fZcXucKBSqdDpdGg0apHiRO9iKXIrLP2AXq8nPj6esLAw7Ha70P4BampqiI2NZdmyZaxevZqnnnqK2NhYDh48iM1mo7q6mkOHDjFixAjGjx+PyWRi0qRJNDU1cebMGdrb2/uxZnePnCAwOjqa4OBgYQ2RB1ZpaSlbtmxh5syZmEwmgoODmTx5Mk1NTezfv5/q6mpOnDiBn58fY8eOxd/fn+zsbFpbW4USONiQj4JKSkrw9vbG19cXHx8fUlNTqa6upr29naamJk6dOoWXlxcZGRn4+/szYcIEbDYbBQUFtLW19Xc1vjZyHygpKWHdunWoVCq+/e1vk5KSgoeHBwqFguvXr7N7925sNhtjxowhKCiIGTNm0NXVxaeffkpjY+OAm6S/CrJ1xWq1cv78ecrLywkLCxN/v3HjBjt27MDpdJKamkpgYCCZmZn4+/vz2muv0dXVNegXa6fTSWNjIy0tLTz22GOsWrWKxx57jAULFlBZWUlRURFWq5X9+/ejUqnIyMggICCAxMRExo8fz5YtWzCbzYNeDn1RX1/P9u3bsdvtov0nTZpEQEAAr7zySo/rbgYSVquN1rY22trasNlsIumdp6cn3t7eeHl54e3tjbeXF3q9W2HpN+R7L/R6/U0ppG02G9OmTWPmzJn4+/uj1+sJCAhgzJgx4j6HkpISCgsLCQ4OxsPDA6fTKRb9ysrKQTMwZTloNBpxR45ruY8cOUJlZSWpqaniPDM8PJyIiAgqKiqoq6ujra2NxMREAgMDcTgchISE4OPjQ25uLg0NDYNCDjLy4hoWFkZiYiIbNmzgxIkTtLa2snfvXmJiYvDz86OiooLS0lLi4uIYMWIEAFFRUURHR1NSUkJdXd0doycGOnK7/eY3v+HIkSPce++9tLW1ce3aNdrb25EkiebmZpqamggLCyMwMBBJkvD29sZoNJKTk0NdXd2QUFjkaJhz586Rm5vLrFmzxLiXJImrV69y5swZ1Go1RqNRTPyjRo2irKxsSGSHliSJ0NBQli5dSlhYGHq9nqCgIBITE/H29kapVHLjxg2Ki4uJj49nxIgRYneemZlJWVkZeXl5AIN+bPSmr/bX6XSMHj2aioqKHu0/UOZDuwOsXV1YLRZsNhtKhQK9Xt+tqHh64uGhxcOgx+jhgYeHFqWy2yJjs7kVln7hVuGZSqWSoKAg/Pz8ejxz9epVUlNTsdlsVFZWUlVV1cOx1MfHhxEjRnDt2jXq6+sHzaC83QDKz8+nublZOFBKkoSnpydBQUGUl5eTl5eHxWIhODgYvV4vlBqAs2fPDrodtuzV7+Pjw4oVK9BoNDz11FM8//zztLS08MILL6BSqaisrKS8vByDwSCUWE9PTwIDAykrK6O6unrQZ8J1XYgDAwPJzc3lJz/5Cd/97nf54x//SH19Pc3NzbS3tzNixAj0er2wzvn7+1NRUYHZbB5U7X8rJEmipaWFffv2kZmZSXBwcI8rS+rr66mvr0ev1/dwNo6OjsbhcHDhwoX+KPY3ijz2IyMjxWdtbW1UVlbi6emJyWSioqKCsrIygoKCejib+vn5UVdXR0FBgXjXUKKhoYGGhgYMBkMPf5WoqCicTieFhYXis4EyHpzO7s25w+lEoVCi1mjw8fHF06hDpQJcitll61ZU2ts7aW1tdSss/2xcnb5cB4/8ee9wtIKCAiwWCz/5yU9wOBy0trZit9t7WGdkT2rZbDrQHU0lqTuleF+Km/xZTU1Nj+My+TtqtZqmpiauXbuGxWJBo9GId8nP1NfX09nZOWAG6N0il3fWrFksW7YMm83Gq6++iq+vL35+fjgcDsxmM01NTT1kJ19d0NjYiNlsHjQK6+04duwY165d47777uPpp5/mtdde48EHH+Tdd9/l7bffpqWlpUf7y8jK62Br+1tht9s5fPgwOp2OCRMm3FRfh8MhUqu7zitarRa73U5lZWV/Ff0bo6+57OrVqxQUFJCamkpCQgLNzc00NzcLS63c/gqFAovFQl1d3S3fNZix2+04HI6bLNQ6nQ673c7169f7sXR947A7cDicOOx2FJJ8y3T3euZwQGenFbO5haamJpqbm2lobKS+oYFms9kd1tyf3CnhT3NzM3/84x954okniImJob29HbVaLQak/G+73Y7NZkOr1Qote6ArLdB3si+53F5eXj0mHlcfF41Gg8FgQKVS9ZlczsPDY9De6ixJEpcuXaK0tJRf/epX7N27lxdeeIHOzk5++tOfotVqxeWgMrJcdDqdiJYY7DQ0NGC1Wlm1ahUBAQE4nU5mzZrF0aNHKSwsJDw8HA8Pjx73x0B35NlgtzC5kpeXx9atW/nFL35BS0sLjY2N2Gw2Ojs7aW9v7zEP9B4rCoWiR7qEoYDT6aS9vZ38/Hx8fHyYO3cuPj4+aLXaHmHcrsqbSqXqkS5hKOG6yXUdB3LeroHa/k5n96bK4ey+Ebq1tQ2lUomls5OOjnZsNjuK/92Uu47xwTmrD0F6D7Suri7++te/kp6ezpIlS8SRR1BQEF5eXj0m5fb2dsxmMxEREQQGBvbYgQ1E7iYzY3x8PAaDocckLOetiYqKIj09nYKCAurr67FYLOJYQP6urPAMFuQFpqGhgWeeeYbs7GwWLVrEkiVL0Gg0/OUvf2HmzJmEhYURHh5OV1eXWKy6urpoa2sjPDycESNGDFplzZWgoCD0er24qVySJHx9fUlMTOTgwYNotVo8PDxoaGjAYrFgNBoBaGxsxNPTE41GM6ja/1Zs3LiRwsJCfvSjHwHdR0CXLl3ixo0btLW1ER8fj4+PD5b/9QeA7r5UU1ODUqkkJSWlP4v/jSLn4zlx4gSVlZWsWLGCtLQ0nE4noaGhhIeH09zcLBxN5ZBvud8MRYxGIwaDgY6ODlFvp9NJbW0tCoWCpKQk8Wx/bGItFiuSpECj+fucpFIp0Gg0dKhU2CwWurq6aG9rwwnipmmn04kTemzOVSqV+0ioP+krJ4CcDEv2/F67di3QfWbb1NREfHw8aWlptLS0YLPZkCSJmpoaysrKRH6KgYqrlcR1R9DXIJo2bRqhoaHClOt0Orlx4walpaX4+flhMpmA7mgis9kMQEdHB1arlaysLJHXZrBRWlpKWVmZyLmjVCr5z//8T4xGI4cOHSIiIoKEhARqa2vp6Ojo0f6RkZHC4XCwM2HCBEwmE+fOneuh4CoUCgIDA4mKihI+PbKjuZyvZ8qUKYwYMWJIKCz33HMP8+bNIzU1leTkZOLi4vDx8SEgIACTySSSCtrtdqHE2u12CgoK8PLywt/ff8gcj1ksFvLy8igsLGTu3LmkpaVhsVhoamrCz8+PiIgIysrKxLG40+nk4sWLhIWFkZ6e3t/F/4cQGRlJQkICDkd33hK53vn5+Xh5eREYGNiv5WtqbqG1rY3W1k6sVgcOBygUoNWo0Ws14nZpi9VKV1eXON5Uq9Wo1GphUfb09Oy2nPdrbYYh8oQiL642mw2LxSIaqqmpiY8++ogzZ84wb948jh8/DkBVVRUqlYrZs2czatQozp8/T1FREREREZw9exaDwcC4ceMGjelTjn6QZSBbCWw2GyqVitGjRzN27Fg+/vhjxowZgyRJFBcXo9FomD59OiaTibFjx1JUVMSlS5fQ6XTs37+furo6li9fjpeX16A4FnPF6XQSHh5OXFwc9fX1NDQ04O3tTWVlJT4+PqSlpREQEEBaWhqff/45x44dY/z48Rw9epTGxkaRi2aw1bs3TqeTiIgIJk+ezPr167nnnnsYMWIEZWVlFBcXExsbS2JiIlOmTOHo0aNcvnyZgIAAioqKqKmpYcWKFfj5+fV3Nb4R5syZw5w5c4BuuZw6dYr6+nrmzZvHE088IcLZP//8c4qLi/Hx8aG1tZWKigoeffRRlErlkOgPHR0dHDlyhE2bNpGSkoLZbObgwYPCyTw7O5vp06fz2muvUVBQgI+PD83NzWzZsoXs7GxMJlgWZD8AACAASURBVNOgl0NfmEwmMjMzb2r/8vJyHn/8cWFt7a96t3V2oLKqUKms6HR69AY9GqUSjUaNh4exO3nc/1qGHA4HKrUatUrVnZpfklCrVSgUSjQaDQ6H3Z3ptj9oa2vjzJkznDhxAovFQnR0NOHh4Wg0Gg4fPsybb75JXV0dFy9e5ODBgxw/fpxr164xZ84cYmNjMRqNXL58Wewuz549y9SpU5kzZ44wjQ/0jI6SJNHZ2UlhYaGQQ2RkpIj6USqVREdHs2vXLpE46vDhw9x7773MmzcPDw8PQkJCqK6uFuGbe/fuZfTo0cybN6/HkdBAloOMvDMyGo34+vpy+PBhocx9/PHHJCUlsXLlSgwGA56enlRVVYl6nzhxgpSUFObPn4+vr++Ab/u7JTo6mtzcXC5cuICPjw/Hjx/HarWyevVqTCYTISEh/H/2zjvMivJ8/5+pp22hd+kgSFMQewmiaKzRWNEEezRqolFjEvMzaky+0cTEGkssIYqKsUQFROxobIh0kLKUhYWlbj1l6vP7Y84cdpeliUbAua/rcC1z5sz7zsz7vnPPU+6npqaGsrIybNtm0qRJ9O7dmx/84Ad7zXUIReMgyKxYtmwZs2bNYr/99mPIkCGoqlrIEAyVj19//XW6d+/OxRdfTDKZ3OOvg4iwcuVK7rvvPubOncu6det4//33+eSTT5g7dy6dO3fmgAMOoE+fPmzatIn58+cTj8d58803SafT3HDDDZSWlgK7/7q4s1AUZYv7P3nyZLp27cqll15KIpHYYv//JWpq6gov6Y7jgu+jqSq6ruWl9zVMwyRmBtaWZCJBMpkiZpqFmMxYTEfXFXxfQZG9xV64h0BEsG2b1atXU1lZie/7dOzYkY4dOxKLxVi2bBmrVq0qWF1gs/9+2LBhqKqK4ziFND7f9ykqKqJv3760bNmykZtld5yYDV1Bruuyfv16Vq1ahe/7tG3btkBYQrfG7NmzqaqqwvM8iouLGTBgQCG2xfd9Vq9ezbJlywoWqoEDBxberhtmCuzuaHpdZs2aRV1dXSGweN999y3orniex5o1a1i2bBmu6xKPx+nTpw+tW7febe/7zqDhkrRo0SLKyspIJpOkUilatWrVqIbOmjVrWLJkScEdMmTIEFq3bg3svnNgZ9A0kLK6upqVK1fSpk0bOnXqBATnuXr1asrKynBdF9d1GTx4MO3atdujSPvWEKr8zpo1q2CNDZFKpejVqxft2rVD0zQ2btzIkiVLClmC++yzD7169drt18WvinDdWLNmDUuXLsVxHFzXZdCgQVu4Rb+N895UXY/rOgWPgmkYeX2VFLGYke8XeB54no9hqDTXTc+HdH0mIix7EprGfNi2je/7W9SLaLjP7oZtxa00t19ITCzLahSEGyKMXfA8D13XtxDj25G2dheEi0+4qDqOQy6XK1jNmiJ8SOt5E2rD3+7paJoFlclkturuDF2LhmFskTm2N1yL5rC1wPVsNkssFttiHuyt1yFE03ueTqcLKe4Nsw33tuvQNBYwvP8NX9K+zXN2fcjlLDZs2FBYr+LxBMVFRRQXFdFcfkDhViqgEJCV+voMdXV1EWHZU7G127Y3Tc6QrISTb1vn3PD7veGh3RwxC7c3DUJtqLuyN5x7QzSXtr618bA3nffOoqE1dm8irttDU6KyrfGyN2JbyQu7wzjI5FxqamoKdeJEwDR0SktLmyUsrkvBOqZpGq7nkclkyGazwcvZt3AOESLsEJpOtu1NvL11gd7eNdhbzxu2JKN788NnV/Btm/53V+zt12J3P7+NGzdiOw6S72c8HiOVSJBMxLcgK9mcQ319/WYlZwHXcxGh4CaKCMseim0N1N19EO8MvqsPqJ25v3vT/d4avmtEbWfxXb0W38W50BS78znbjoP4gqFpJPLaSbGYgWFsST2sXBYrl8VxHRRARMEXF1AxDZ1YLBERlggRIkSIEGFvw+5AZFQFzHiMRDxOMpnANA1UNUw+cQoxmIEwnEosZqLroZtbwfdVVFUjlQpqJUWEJcL/FHtafM3eqN3wTWNPCnrd08ZjhAh7EpKJILsvHosVXEC+D5a1ubSEruvouk48HkfTtEIqfxjDqOt6IXM0IiwRvlE09/DaU4IlG2btRNg6GioXN3XhNcz2gsYuvuau7//qWjfs896Q+hshwu6Ili1aYJqN14SwdlA6XY9hGIUMzzDbMQyeDushNSr0+78+gQgR9qQHw57U128TDR/8FRUVKIpChw4ddvsYpG87iyJChL0ZTcmK70MmmyWXywFbxiiG/1cUpdm1IyIsEb5R7MlBcXtSX79NhGSlpqaGd999l2nTplFZWcmQIUO44IILCoJ2DfdviNWrV2NZFh07dmxUxDJEc/dhW6mcO7o9rMNUV1dHx44dt6p3EyFChK8H2WyWbDabr4NHwaqyo9i9X38iRIiwR8DzPGbOnMl7771H9+7d6dWrFw899BB333036XQa2KyrE7piPM9j/vz5vPnmmyxbtqxQ/Kxpgcym23zfb/RpKjLX3L5bO146nWbq1Kl8/vnnZDIZgC2OGSFChK+GUCLKdaG2Nk11dQ22ZSEiGPnihjtTXT6ysESIEGGXEFotNm3aRElJCccddxxdu3Zl1KhR3HXXXcybN4+DDjqosH8Y61JWVsaLL75Iz549Oeigg0gmk432aahSuj2hxO0JiG1te48ePbAsi/Hjx6OqKoceemizaskRIkTYeaTTWSAQg8tkMnldFZ94zCCZTBYyhHYUUfHDCBEi7BJCAqJpGlOmTGHq1Km0a9eOQYMGccABB9C2bVuKi4sL+yqKQnV1Na+99hrpdJrTTjuNtm3b4vs+2WwWz/NwXZd0Ol3wdRuGgYiQy+WwbbtQ8byggJl/S7Ntm0wmg67rZLPZQgVwwzBwHIe6ujps227kI2/Xrh2rVq0qFA1s27ZtFNsSIcLXgPUbNpHL5chZFo7rAoJpmqRSKVKpJIZh7NQ8iywsESJE2GWICL169eKKK67gH//4BzfddBOjR4/mRz/6EUVFRYWI/3DfxYsX88knn3DUUUfRvXt3AJYvX84TTzyBaZqUlpbyxRdfUFtbyyGHHMKVV15JJpPh+eefZ+XKlXTq1ImVK1eybNkyDjzwQM477zyKi4t5++23efPNNxkzZgwzZszgk08+obi4mIsvvpiNGzcyfvx4dF1n1KhRnHzyyQWrzqhRo5g4cSKff/45vXr12mrdoggRIuw4bDsoVOn7HoauY+YtK8lEbKfJCkQxLBEiRNhFKIqCZVl88cUXTJkyhUGDBjFkyBAeeOABJkyYgOd5jVKHLcti7ty5VFRU0KZNm0bxJfPmzePRRx9FVVXOPfdcWrduzb333stzzz2HqqpUVFTw9NNPs379eo4//ni6d+/O008/zfjx4wuS3u+88w7jxo1j+PDhnHbaaXz88cfcfPPNpNNpTj/9dDRN45lnnmHRokWFcyguLiYWizF16lSqqqq+lesYIcLehng8hmkaxGMxiopLaNGiBSXFxZim+ZUsmJGFJUKECLsEx3GYOnUqDz30EAcccAAnnHAC5513Htdeey3jxo3j2GOPpU2bNgUri+u6rFu3DsuyKC0tLRynY8eOdO/enVwux6hRo+jTpw+DBw/mnXfe4bnnnuO8886jU6dOtGvXjiOPPJLjjz+eLl26UF5ezoIFC8hkMvTs2ZMOHToU3FFDhw7lrbfeYunSpRx11FG0aNEC27YZO3YslZWVjRbNWCzGjBkzqK+vj/R3IkT4GlBaUoLreaiKQjKVQNtFE0lkYYkQIcIuYd26dfzrX/+isrKSk046iZ49e9KqVSs6d+7Ml19+2azFIqzG2kgUKp/iWFpaSiwWA6Bt27aMGDECxwlMy4qiEIvFCq6cHj16MGzYMLLZLDU1NUCg5dC6dWs0TcPzPAzDoEWLFhQVFTUSpHIcpxCroqoq8Xic2traQlsRIkTYNaRSMYqLkhQX7zpZgYiwRIgQYRdRVVXFxo0b6d+/fyFg1fM8qqqqaNeu3VbjQVzXbUQOGqY7e54HBASlpKQEwzAa/TbM9tE0DdM0KSoqIhaLFVKSw9833L/ptqaqu67rEo/Hd3uxuwgR9iR8ndMpmpkRIkTYZRiGQevWrQuWkZkzZzJz5kxGjRpF27ZtG7lYNE2jZcuWKIpCbW3tFsfyfb8g0Z3NZlm8eDH77rsv0FjLBYLy9WvWrKF9+/aUlpY2sqDA5lTmMI6mYap0Q4gIlmXRp08fUqlU5A6KEGE3RBTDEiFChF1C27Zt6dWrF2vXrmXZsmWk02mef/55evbsyVlnnVVISYaAGMRiMQYNGkT37t2pqqoqEBQIrB6rV69m6dKlmKbJwoULyeVynH/++YX2MpkMq1atorKykhkzZiAiHHLIIZSWlrJgwQJEhPr6eizLwrIs0uk0juNQVVVFaWkpdXV1OI5DNpvFtm1M0ySbzeL7PiNHjqRVq1bfynWMECHCthERlggRIuwSWrVqxY9+9CM++OADPvvsM1q0aEH//v0ZPXo0/fv338KaoaoqvXv3Zv/996eiooI1a9bQuXPnwveKovDFF1+wcuVKampquO666xg+fHghC8h1XRYvXlzQZfn+97/PgQceiKqqZDIZDj/88EKpgPr6erp160bXrl2pqKgAwDRNhgwZAkBdXR2tW7dm+vTppFIpDjrooCilOUKE3RQRYYkQIcIuwTRNhg4dSpcuXVi7di2GYdCpUydKSkq2WkuqVatWHHPMMbzxxhtMmzaNFi1aFOJUOnXqxPDhw2nZsiWGYdC3b19UVcWyLHzfJ5VK0a9fPwYOHEgikaBTp04kEgkcx+HAAw9k0KBBheDdVCrFj3/8YzRNy4tVpRgxYgSHHnooiUSCZDLJypUrmT59Oocddhg9e/ZEVdUoSyhChN0QEWGJECHCLiG0oLRr14727dvvUPFC0zQZMGAAIsL8+fNZsGAB/fv3x3EcHMehR48edO3atZHsfsNS823btmXw4MGNvjcMgy5dujTqE0CLFi0abWtY5HDTpk189tln9OvXjyOOOILi4uJGLqoIESLsPogIS4QIEXYJX6VQoEgg0T1w4ECKi4uprq5m3rx5ZDIZLMvi008/paSkpKDT4nkelZWVrFu3jkQiwZIlSxg8eHAhK+mr9qO2tpaePXvSvXv3QtBuhAgRdk9EhCVChAi7hK25fXYEpmnSo0cPcrkcS5Ys4cQTT8RxHGKxWL4E/eZj+b7PkCFD2H///Ukmk1iWtdX2dnRbp06d6Ny5M5qmbTWDKEKECLsHFIlmZ4QIEb4FNF16HMfBz9ejDy0wDUlGWBSxYXp0Q6LxVdtuSFKa/h0hQoTdBxFhiRAhwreOhrEoTdGQOGyNTHyd5CIiLBEi7J6ICEuECN8QXNclnU5TV1dHLpcrWA92BE3jMlRVJRaLkUgkiMWCSqdhYGgulyt8LMvaKZdGIpGgpKSEZDK5hZpsJpOhvr6eTCaD4zg7dNyw34ZhFPobj8fRdR1d3zUPtI+POI0tI4qqUOAVWyMYvg+uC5aFa1k4to1ru6iKiu97aCgoIijio6igIGiqigL44uN6HiIKKCo+oCg6WswgVlwMyQToWvPt7ihEIJfDra9DtTJ4jovvC4KgaDqoJqphYMTikIqDGYOIS+2VcF2X2ro6amvSOK6LYRi0bNmSolQSrZlhJkAu61CXn6ee5xGPxSguLiaRTGLo4fBySNenSafT+L5PLBajuKSIZLL54+6uiGJYIkT4hqBpGvF4HM/zChL0O0pamr7lm6ZJMpkklUoVXCXhd6qqFlJxfd/fYXIBYNs2mUym4F5pmB0Tj8exbbvgqvE8b5vHVRQFwzDQNI1kMkk8HicWi+0yUQHwPZ9geVZQFBVVIXhoh5/mIBKQFcsCy8KxLDzXRlwfxRNE/OCnCviAqqmoelBXSDMD8uY7LjhO0L4AklfOtR3c+jS6poOq7Jr+uKKAaaLH4uDaeI6X514KIoDv57c56IYOqg7GHvSUibDDUFUV0zAxYy6+BAQmk8lgGgbxuLEFJ1cIXg7i+Zgv27KwHYdcLoeu62iqiaqCaRp48TiO42BZFrZtk80G+8Ri5tcqn/9NIiIsESJ8Q1AUpUAuLMsik8l8peOE1pVkMolpmluk3Oq6jmmahdo8ruvuMGHxPI9sNoumaei6Tjweb9RuSLhEBNu2C/V4msaAKIqCruskk8lGVpVdcauE5M5zA2uIoihoqgo78qz2PHAcsG08y8KzreC6eB54gooKBFaTAunRNFRTR48ZYBigKqg5CxQFcV0UT8AjsMZ4gpfNoesx0FWImV/5PCFom3gcXAfFdhE/X0sJBfEFERfXBd3Sg321XSRJEb5VNI2ZavjyEY8n8PygOKfnucHakZ+jprnlPdc0iMVMXM/HF8HK5cjZNoZto+s6hqEG+8RjOK6L6wXrRC6bxTB0NE3FNPcMKrBn9DJChD0UIWkpKirCtu2CFWRnoKoqpmkWqhk3h5CwhPs0lMLfWr/C71zXJZvNEovFGhGW8LhhbR5VVcnlco3OITy/kOyEVhVtV+3Mvo94AuKjCmihFWNH+I/jBO6fXA7PcRDXRTwXPA/Vz1tKUNB0DUHBU1V0U0OPGWghWdF0UEBFRSnE1/iI+GiuoPgAgp/LopoqGPquEwhdh1gcNWfh58dKYGUJ2vddD8910FwNXDXoZxRns0chMPoJruugKCqGoeM4HoahF26lrqsk4nGseBwn/5KQy+Xy8yy+xTBTlPClxcB1zcDl6bpYuRymoaNpMTRNQdcV4nETxzFwXRvXc/B9b4/SHIoIS4QI/wMUFRWRzWbxPG+nCUv4wAqJwrZIS6j42rQycVM0Td/dGmkJrSxhm+FxQ7dTIpGgqKioELPSkCx9FYjnBwQJJTCkqGqwIm/P/RN0DiwLsSw8x8G1bXzfBc8HkeCnTboW9DsOCQNiehCPoioU6sIqgiZxNF9wc1aj5lXAdxzsdBrD0NB2VdJfVSEeR3UcdJH8Nd78tQZ4roOfFQxNzVtaItfQngLfh2w2U4hna1iMMx5P5Il+GAOmUlRURC6Xw3FdLCtw3Rq6Tjy+5WNbVYOxrBt513PeDZ3N5tA0BVWN5T2PBolEovByk0ym0PWIsESIEKEBFEWhuLi44JNuSFq2p/3heR6ZTAZd10kkEltN49U0jVgsRlFRUaH68NbQtD3f97Esi/r6ehRFKVRdhs0uqdDSE+4b7meaJoZhNKqQvLPwXBdNVQOXDaAim8nK9iwrvp+3qjg4OQvfdRDPw3c9EH/zPoCiKqiKiqqa6GYqcOXEdDC1PFlpsnirBoruocdjqCJ4Xg7Bw8MPKI0v4GuI6wSBvbsar5N3Damuh4KC77j44oEIAvgi6KoKlhPsG16jCLs1LDsIwM9kMrieF1gQ89+pqortuMQdh3gijq4a6DrE44Fltq6+Hs/zsCyLnGXl3TiNjx9yesmPc1VV8Xwf27bI5VRUVcv/LpzbQiwWxzD2LAqwZ/U2QoQ9GIlEAsuyCoFvIXbEIuG6gS87jAtpLpA1JBAhWXFdd6uBsk23iQiu65LL5QpZSEDBshK2qes6vu8XYmnCQN2vQlJEJLCRC4gvgXlaUQIriKpsP5g1zP5xHJxcDt/x8BwHRPAdB0UahKioGoigahqmboARh1gMYnEwFNC2TooUQ0dXwHM9fM0Oulc4CQ/fdbCzOTRdR1GTu+4aMk2IOaiei+/5KMpmchu4hnx8x0W17YC0NMnuirD7wPXAdixqa2oLcxKC+aQqCm7e4iq+j+u6uK5LIpFEVWOoKqRSKSzLxvJzhRcXQ9dIpeJbtBXOYZHAReS6LrZtoaqb566igGHo6HrRHhkCFRGWCBG+RogInucVYj6aPshN0yyouG7PbdMQIWEJhdLCzKCmCIlF2EYYKLsjpMj3/ULWUEOC0rBNoEBUdimgFj8gKZ6HSt5iJHmGoZF/ZdzK8UU2B9VaFo7l4Dg24vmI5wVvmb6gqCoKARFRNR1Fy9ciMmMBKTBjeavKtvuqkt9H1/H1vNvIls38xhd818XO5ohpehA8uytQVYjFUB0nOE9fRfF8FAnib3xH8FVAAzW0skSuoW8MQmCoU9X8EN3BYe95geRAbW0tlmXjeS6qpmIaMQxDR/Juv2BfD8fxEMkBGpqqEY/rmKZGMpnAdR1sxwnmZzaHGYsXsukVJeDutm1jW1be9WOCouDaFiJ+3hAXZtntuUa5iLBEiPA1wfO8QhqwpmmBT7lJoGw8n1oYxoxsj0g0DJ61bbtAVIKMgeYzU0LXkOu6wdtbnkRtD+F+YaxNmO3THPH6qmQlPFvfD/zswXEUNEUFRQJisD2rSpj9k8vhOk7gNvG8zanHYf/yFhpN11ENPUgJNozNnx0N4iWIaVHz99R3XcQLXEKeLygI4rq4lhXo45jmrltZDAM1FkNzXXB9FCGIxSHQhvF9F1wVNSRukWvoa4cIuG4QN+b7Ppqm4fseum5sDq3aBqd2HJdMJksuF2gjaZpOMl8h3DAMPM8LPnkXa2CB8chZuXzmTmAFSSaT2LZVsMZYuRzpdBrTMDDya0C4zXVdtHyas6Fr2JpKIhHbQjV6T0VEWCJE2EWED/pcftHwPC/QRojHG1kmILBOhIGx4WdHEfqxG1o/mrOyhDEn4UIbfnbEyhK+9bmuWyA+Xxd8QMTPx+9sthKpQt53s43X19CqYtuQywWpyo6D57v4Tj4FOJ/9o6oqqq6j6DqqHhAWzTQDq0oYqLqzhEJVQTdRTQ/V9/BdF9/Px5aIj+IriOfjWlZAJBOJr36hoKDNojkO4vngu+GFCIJ9vYCw+HkSi67vevxMBKDhULPJ5S0jDWGaJkZ+/um62uxQCi0eoZCjqqqkUilKS4qJxfT8PoGLxnUFwzAQEXJ5Ep7NZonHTBIJE8NQSCaTOI5LNpfDzbuGcvm1JHTl5nI5FFUllrfiQqDdFIsZqOqeT1YgIiwRIuwSQlG4XC5HNpvFsqzCttDC0VRFNhSBC7N5dkZMLrTiWPm3+YaKtw0RitaF2izh29z2EAb0qqrawO/99Sx2nuci+SBYhYCsKEHuMAUFt+YggGXj2xZYWcS2A6uKGwQvbj77QPlW1XV000TRNVTdgJgRPMxDq8pXhaaBYQZtOg6+5eUjHSUgS66Pb9t4mQyaYew6gTAM1Hgc0/Oxnc0PTUUExRcU18XPx/CohhH0by94i/42IQK27ZHJZslms9jhC4Xv4/k+uq5j2TZG3u1qGgbJ5JaWTs/zsfNrAICh6xSlUgWyApuHomEoqFqsIM5o5cXfMpkshmHmA3DjOI6L6/s4tk02m0VRlEZrTdhOSFKUHTUg7kGICMt3Fj5V8z5lZYeDGdw6P3PSZbz32n9Z1/koTj2yO7void/rERKH8O2mYZBrQ5G10BLSUJsk3kR1ckcRkpaGhGVrCAXlDMPYZsZQQ4RpzMlkspCuvCsoWHjwCw9TRVEDFxBB1s424XhgOVi5LK6dQ/NsFCdwyUDjTGdFAcM0UM18MG3MDIJpNe3rsT4oSqC3IgY4OjgK0oQDeq6PZLMkDBOKUl+LawjTQLc1PDcQkQMKri/fdREF0PUgniWysuwS0ukcdXX1WFYOr4HWkJofu2FgrKuqWLZN3DQxjJYYRuNxLOI3ehkxt6NNpKkQbyBJ4Pt+YGWJx9C0OJoWuIZczyOdV7NWFKWg7QTBi1BJcTGJxJZaLXsLotH9nYTL6o/u56rR/2LAC9MCwuIu4Nk/j6O8RPjv/7uNN+6ezuOntvi2O7pbwskHv+VyucLfoS5J+GlYCyhUnm2qaJlIJMjlcjtNWEL5/ZC0hK6n5hAoXRoFk/PWrDlhTEwikSh8dhUN5fx98vG0qoaqKnml2W0gSK/AtfOBw7aN4gdZQJovKCINDDMKiqYGVo1YAvTgIY+Rd5N8rVaHvEaLoiGqiqgeigeK7yH4iGh44uNkMhimEWQi7Ur7gYxpEIDrePiOna9xJIjr44sb1BxyHNSYAX6oIxNhZ+A4kM1mqa6uwXGDVHIFBdMwiceD+A/HcYNAVs/H9QPrlqtpOI6DYTS2skiDWKqGJSu2BUODmBnDMoJ4Fsd1sW2HeDyeN+6pFKVSqAqBa1jVCvPLNE1SySSJRGyvJSsQEZbvKHQ6HTKaUfuNo6KwbR9O/tUdFMc95mc/5teVWXxabO+x8p2CV7OEGatS9OycwMlbRpqmDodxGaE7JSxWCFsGqhqGQVFRUSHgbkcF15paWcIA38LxcxXMXqoxcL8OBSISBvk1JSxhKnQ8Hi/0NVu+gKWtB9K75c5nnoQpmkFmhaCgoGgKiI+mqSiyHbISOP/xrSDjISgE6CP5LBlVArKihbxB1dDC+A0jFhCERkG138DD23VxHRfH91HzgZciFIIfpG41n01bT8mgQxjUu+2upx0HPoGAtPg+nufiiR/os/iC4in4+UBkJIh92WtdQ5kVzFys0m/IPl+bBdgTyORy1NWnsd3gxcPQdBKJeKF2l+cF41DRVGzbwbJtPNfDNLYs6imhkrKmo6pa/mWlcZu5itks1QayX4cGDk0FdD3IEFIUBd/38r/1gaAYZyymo6op4vEYoOK4DqqiYJqhe/hruii7Kb5bhMWvZMbEiYz/11N8uNpB1Jb0GT6QDrpDetMKFi6qJJMYyYdv/I6Vz1zIyJ9OIHb+P3nn/lNpuzsNBL+cp37yYx6e3zRgU6PHBY/wzyv7b//Gqk2CxfQiinUgPZ/36k7m5us6Nn6s+FXMmzCWsRPnsIkERakiOgw7lbMHLuL9Dedy0ci914HkOyt4595buelPz1J37n9449eDUPOm4ZAAqKraSO01tGqEmULNIVC4DBbFnSla2DCWJSxyFpCkNLOe/T033Pgg0w4fy+rxZ5PIZ/g0TUMOSVUYT2OaJvq6j3jw97/hmdQpaAAAIABJREFUj8/Uc9G7M7nrkJ0gLJL/x/cR38MnqNcTJAGp6JoeEJUdUKr1s1lcywLXRfF9dAk0WhTCuFwlT1DyMSWGGVhTND14WKvqN1dnx/fA93BdGxE/kJHxBUUUNITlb/yFP89rR3/vbf560SqO+utrPHvZwCb98amaN4GxYycyZxMkilIUdRjGqWcPZNH7Gzj3nC6896+nefbl9yjLtaB7v84UiQ9WPeuWL2V9m9N48+5zA3IkPnhuEN+jKQFh0TTQ1W23cdHhrHpzLE+Ne5l3FtdjdjuCM84ZzehTBlOy6gOeGvc0L74+jyq1HUNPOYvzzz+Hgzts45raFXw47jGe/2QNjuKRcxL0OXYMPzlnGKHHObfkTcY+NY6X31lMvdmNI844h9GjT2FwySo+eGocT7/4OvOqVNoNPYWzzj+f8w7u0PTiU/7YRRz6K5N7lk7iJ9vqz/ZuY9U8Jowdy4Q5m/DMFJpWSv8RJ9G77EPqfnAWfWe/wqv/+Q/vLE6DHqe0TRuS2LixtvQeciQnnnUaB7Y30TUNo2F9H7+K+RPG8sSrs1nn6BiGSZsBx3Lm/quZmRvDZYcu4bk7buDGB6dx+NjVjD872ahfwfyXoJaUePmU5M2TZrOOigqomL6KomgFhdy9HvKdgyWf/mqA6CCYR8vfVnj57a5s+PguOaHveSLiyKzbh0tCUaR45H1S5n6b/W0G1ePkhy2UYGQ3/Gg95Zp3czt4kHXy8EnD5OZpzuZN1hJ5+ZazZWj7jnLsPXMk/MZbM0V+O6KHDBx9v0xdFR6/Xsom3CIjOyTkmPtXf40nt314G2fIF0u++Zvi+77Yti319fWyqXKyXNnblF5XvCILyspk8eLFsmjRIlmyZIksX75c1qxZI9XV1ZLJZCSbzYplWeJ5nnieVziW53ni+/4W7ViWJRUVFVJWViaLFi2ShQsX7tBn0aJFsmLFCqmqqpJsNhu05VXK34+NScnZ4yWdP34ul5NNmzbJihUrCn1euXKlrF+/Xurr68W27c19+ehG6RfrJzd+bO34hfI88RxXXMsWx7LEtSxxbUvEsUU8V3zZ8pyb/l4cR6S+XmTdOnHKy8VaVia5ssWSW7JIMp//Rz5+a75kFy0Ua8licZYtF3fVGnHXbxSvpla8XHitd7zLjdp2XRHfFRFfxBcRL/hzi277vkg2Ld6GdZJZsVTSyxdLeslCqVu4UNILl0juk3vkh+1HyEOfLhFrwTR58xenyxX3fiiSzTZob41M+e0I6TFwtNw/dZUUZlPZBLllZAdJHHO/rPZERLLyyph2orU6X17Khm1nJTf/JbnuxKskXb5C6peVSd2SRVK/ZJFkyhaLt3KFyIYNIvVLZcrN39uBNkSyEy+RjlpCTnmyqvG5Op/JrwcaYhx+l2xvqlllz8tPD+wrx9wyWVbkG/M2fi6PjN5Peo76g0zd0ODGZCfKJR01SZzypDRu0ZHPfj1QDONwuWtbDaZXyIyZ5ZLd+h7bgSdrpvxWRvQYKKPvnyrL60VqarKybN6n8ujVR0ib2OFy54K02I5I+pUx0l4rlTOfrQs7L6s/GSvXHdVB9JIhctlzS8RuMEgarpPvrshJTU1GVq5cKu889nM5vG1cjrqrTBxHxKv8uxwbK5Gzx6cb9cz3RerrLalYvVbKypbJ0qVLZePGjc2uGd9V7E52g/8RgrSvpnzUX78BDrqO2y8aAOgMvvkNZnz0CTNfvoaeu5kmk/XFdDYe+nP++s9/8+rESUyaNJGnfro/8W4ncvqhu5CGavbiB7eN54OXzmf9v1+jzAPc+dx3/jn8LXsJ4568miM7h8dP0fOk23j+sTG0rt30dZzWDiLDtHt+y+OL3O3v+hUh+VgPOx+NX19fT302RiqlIO5mITZN00gkEhQXF1NcXEwqlSq4V0JF2NBtFAbnhkF10sCSEsaOfJWMHCefAlk4rpKiKLWl6ykUrDNNk3g8TlFREUVFRSQSiUaBtVqrlpTuzKrgbw6sVfIpt1pe+wRVAyWfCdTsbzdrqpDLgWWB4yCei7heIATnZ5j2xN/453IfRVFRNRPdjKOZMbR4HDUeR4mZKE0thjvScdcN2sxmIZODjIVv5XBzObA9cCWfi00oyhHE1WQt8Ly8mFtwNAFys//LfzMJSmKgqi353hV/5sEz9gErB54LuMy/73zO+VuWS8Y9ydVHdqYwm3qexG3PP8aY1rVsyrsUilLJzVcun+Yc22ckN1z/A0RVgmDb/EmLCI7tgJVm/n1jOOdvGS55+onttAFqUYqkEiOZapLpohSRSoIST5Lc1pCs/4BbzriI5zvdxD9/dzxd842prYZx+aOPcPrK2zjzoidYGgYnq0WkkgqxZIrGLQbnixInua0Gk13ZfxfcQe78+zj/nL+RvWQcT159JB10D8tycM0uHHPtw/ztnDbksrEg/KlFKUWKgqaFAytOx4N/zF9fn8Btg5fzxOUX8re5XnjgRuvk97rGAjeNWUrXEb/g/j+dSWlVJZZtQ7KIVDOnGEwHG9dx8xUpgkB92UFX8XcB3y2X0FbhMm/8syy/9Fq+f+HFeKun89asdfiAuqCczgd1JQZ4G2fx2vOvM3O9RsfefdmnpYmCSruBB1K0YhpL6wTUUvoeNgzzy/eYu8EHJU6XoUczqJ3Nis/eZ/5GH5QE+ww7kh6bXuefLy2j9+ifcnw3Dajjy0nP8p/pVbQ84GTOPXkApc301m55Fve9cAiDQmuiX8ljDyyn04l/5bCvQTYj2X8gB/SJ0U6Dqhf/yJ3v+4x87DIGNqNT1uqE67hY20q6rF/HsgXradO/G86Saczd1IpBw/uyOTQiw8o55cT3644zbxY1nQ+kf+vgS69qKTPmrsJt24+h/doFi5u/no/v+wkX3PUp/X83hcnxHgw7emDeXedRtXQGc1e5tO03lH7tGnY2TfnslSQG9qN0/Tw+L4PeBw6gXTPnI3kdkjADKF35JV/Mq8ToGCMo0BsULdPzZEWvL2fOvDpSfQ5iaHc9EBPLpxrWr57L9DkVKJ0Gsl+XJEbeVRSPxzGyq5k1f3Xh/JLJJNny6bw7vRzbj9FlyDB6FW9g/sdfst5VKOk5jAP2SQI+9SvLqGrZi85eOTMX1dBm0DAG5CXyVVW2ID2B+8elZtksvtyg02vYgXQoTjUIAvSoKpvO3LVxuqW2lwrpU7P0c2au0ug6qDtGrUaHjkkUfNLLv2R9u/3o5i1h2rxqWg0aTt+WjVlEbs1cpi/YQGyfwQzpaKK5blBB2Rfs9V8ybW4FXps+DO1ajOpt5LN/3cJFj82m38//y9slPRl+xGDa+huYs6qY/XrXMu+LOjRjDSvXuZDqzsFH9Kd07QzenlWJq7Rg3yMOpWcKIEfFnGXoA/alTe0SZszcQLt996Or6eJk1zF/Vhn2PgcwuGMy8G4ZQQXqILBABSQQq1uzkOkzl+G26MYBPVthAL5is2ru58yeuYJqT2X+R+/zRstuHDq0O0WOi2ZlgyrQta/zxzvfxx/5GJc1P5m47mINb6vPp43MWlDDfsMOxMmkEU1FUfLxQp4EgaIbpvDHe/6L970HuLh/M29a221jZ+Cz4l+/5+9zk5x6y9ns05Qwpg7hwnMHcd/tf+Tu9y/gwWO+DrdxjorZS9EG7kfgEdrxuQ1VvPLHO3nfH8ljlw3EBNJ5NWhFUdG01pxy7WX819zOxUkO49rbLuDxUQ9z398m89PHT8Z5Zct10jSDFONsLkfpUZfyQy2fjixegQP7eQVd3ycvjZDLV3KmoFi9J1VT/qYRXQnAXfkyf/nnTFxA79ARrX1X6p+7jFNOPJFTf/0qG32w5z3EGfsP55x/VDPy0hOof3wMJ588hjuef585lQk68RY3nnYiJ55yDU8t02jXZiF3n3kSJ550Hn/71AbidGyzkLvPOokTTz6fvzz1Z0494gdc85vr+eU/ZoJXzguXHsyRd6xmxIWHsOg3R3DkNRNY20xSR/H+DcgK4K+fyH8+asX3zziMHeMrPuvnTGHasrXM/WA6q13wljzOZWdcxV1P/JMH/76Wk24+k5ZkmPrqFNapfRh+UOvmB4vWlxNO6N9ko8fK9+/n0oO7sd/o+xl363EMPeQ4jj1sP3ofeQvvV/tsnDaWa4/pTZ/jbuORu87iyEMP46AfP8lav5pP7xnDWTeNZ87KRUz85VHsd9ytvL3Ox69ezaaSdpSKj5WupromgwtQ/Sn3jDmLm8bPYeWiifzyqP047ta3Wef7bPzsSX72vd70HXUHzzxxBSecNJofnXQAA0/9OwubpqTmxd/q6+uprV3L549exjnXjWX2ykW8efdtPFfmgaKSTCZpWWoz7aHf8P+e+oT5M1/mxiP7cNgvX2dl1iJdt4I3fj+Gy/78BosrZvH384Zz3I0vs6w+Q319BVP/ehFn3vhMo/P7sMagpEs/uqcn8Lsrf8P4xS6opbRvtYynb7iSP0xYg73mM566+SxGnHg9T712Pxf+4CwuvPBsjj3qh/zhvbUFHRi/aWHDyje48+pf8fRni5k/6TaO338Uv3lrY0DAMnN49MejuOTRGZR/+Qq/veYRFmzVeGUz54GL+dnT5VjpL3lqzKGc/cRy7FUf8PcrjqDb4B9z/3N3cNywwzju2MPYr/eR3PJ+ddgJ3rjjcn7x8DvM/uQ5rv9ePw6/6TVW1mXI1a/ijbsu50f3vsPS9Qt5+PJjOfy2d6io38Sm0raUiuA6DrW5Wj5/5VaOOfAAjrvzSe4afQyHHn4o1/83xYZnruDUSx5lrgtqy860XfgA5596Lc+WO1TPGs+vRvWm95H/j/HjfsPoH47hwrNH0O/o63nlv09x9fkX8pMbL+Pow77PLe9tws/mcOrqcOrq8OvTkM5Aeg2f3nMJZ976InNXLWHynaMZMuZ+3tsoqJqKY2eoyTmIuNTX1VJdb+P4gucEkv1eJkvmvVeYsk6lz/CDCnEdTSYTfU84gf7Nvkb61Mwey/2vVuCbMVTDRFFtln46kXGTprPcVRFNoeaTKbyxXqXPAUNpRXNigdtqYzuoX8K7z4/jhQ+XkwGglvff/Jh6tQ+DBzeXVabTe/9BtJSVvP/m7K/QYEP4VM98jptG9abXUbcxNbdzcxuAzFRenbIOtc9wDmqtFuLGAoIgGIZJ8ZCTOHHA9i9O8pBjObyVsPbD95htN79OqipB4G4yiar34ogje5JOp6lPW3gIrmVhOx6ul2b25H/xj6feYFF1Osj6UhRM09yqmvV3Ft+iO+pbgiMzbzlADBD0bjJyzFkyvIMhaugrzu8z+9ZhYoCYx9wvFV69vHRBG1HRpe/1/xVLXPny/w4RA026XD5ZciLirX5ARpoIxlD53SxHJPuqXNheFdT2ctGr+QNnX5WL2quCEpd9Tr9PPp8xTq49/Sz549Ra2fj8aOmgGnLEn8vElZxMvryLaMYwuXW2s5XzCOFJ5eMnS4ueV8nbX92xKyI5Wbt4tsxeXFmIfRCvXO4ZYQqxUfLwup09niUf3dBPjI4j5JZJ5WJJWub/43TprJky9JaZ4ogn5feOkFhysPx8yjqp/fI9eWv2Rtk0+Urp2/dqeSfsRPojuXGAKR3OGidrPBFZ97Acn+gsl04KPfPVMvnKvtL36ndk809ulAFmBzlr3BrxxJWlfzlCzKJhcvXLZWKJSPWLF0j72CHyfwsDX7nv+5LL5aS6ulrWrl0r5eXlMu/5y2Tfzj+QB6YtksWLF0vZ3LFyQWdDel/1ulSl66Ti6fNkxE0fSU5EfN+VpXcfLYa+n1z7ZoXM+vup0u2o38sHZctkyZKFMummg6VFu9PkgZmLZMYTo6VHjzHy8or1QdxJ3YeF81tlu1L56f+TA8xuMmbcnCBWZc6zcnEPUwZdO0nmL1woc567WHrqbeXgqx6V9+YslJmTfi/HtVfFGHCNvLFspWzYUC6PnxKX4jOfCa6Ht1aePX+E3PRRGFywSu4dYYox6DcyzUnLhzcOlu4/fkk2hdduyhXSzdxKDIv1kVw/YH+54cN6cSxL7Ipn5M77ZonjOGJ9eL30MzrKiFsmSbklkp7/Dzm9sybm0FtkpuPJ2mfPlxE3vC+Z2lrJrauUxbcfJoa+r9zwyiIpu/dk6XnE7fLlspWSXbFMpt98qLRq90N5buEqsebcKcfHO8qlL20SsR0Ra6ncOyImycE/lynrauXL996S2RttWfynQyXe+1qZmu+29d8bZN/4QXLHfFfEdaTynpESSwyTG1+aIbUrlsmmidfI/nqRHHT5WFn85VJJfzlZbh5gSpfRT0vVkhWSLSuXXNlKcZZXiKxcI9VPjZG+PS6Ud+YsFXfhIvFmPic39Dak/Ql3y4plKyS7erWsv+/7kio+RZ6eVSa5hUsku3CRZBYulLpFiyS7crmU33mkmMRk1A5Nppy8/dPuosd6ytFnnyvnnnu2nHpId9nvZ+9KznXFq9skMx6+Xm789c1y/chu0v2sh6V82UJZdOshYmLKcfcsFceythv/YL3/M+mlx6TvCZfKT37yk82fy0fLoR00MUc+EMS75KbJvZddIjfecp2c1r+zHPGHz8Vyl8hdhxuCOUoeWruV439wnfTRVWl/0Wthg/KzXrrE+p4glzZs7yeXy+hDO4hmjpQHVm8tGMmTtQ+NkljJ2RKEf2x/bjf6dfk9MsJEYqMelnUi4jiObNxYI8uXr5aysgpZs6aqURxUcG1ayDnPp7c4llgfyQ376qK2HSOvpPPrpHmcPFjhiWUFHzu/dGctVyrXbpQV5aulbOlKWbbgXjk+XiQnP7RM1q5bJ1Mf+qVc/atb5Mpjusk+Zz4qs5aXy9q16ySTyWzz3n0X8d12CandOfn2Z7ny1pe56tyJ29jRobY2i6AQj8dQCRQFwae+phYPaC5xceumdZVBJ53LsP3bMuyl0UCOV8a8yTpfKJ76ADdv0FkzK4O48/j883oYtA09FH8Dk175kJYnXMdhu2RxjdGu9yDaNepmkmRMRRGbXC5IrdtxBDUstLaH84Pj9sEE+l94O5c/PIE/fDCVtf4QilIJ1OJhjDyyLcXxoxlJNc/e/izlvf7M/qEFKTmc0Wf05567n2HixtFc0rSZ6kk89mw5vf68P5t/Mpoz+t/D3c9MZOPoS0ilkqipPow6oScmoPbpTRdlOps2uTi5VXwyeToVuUBLxZOW9Dm4KzOeeoEVfX7JwSVBDZBYSXd6dtSYFksRj/tMeXUKFU4v/vKHd/Iqskdz400qPdRKXn/hXYz+P6al5+AJ9Lr4X3x6MUANE8a/RkXXX9NbzZHJqJAcUji/ydWjOTdloipKUF24uasaj2OorRh67OF0NIFeZ/Czs5/j3Yc/47+rcwzsruRLzuRHX+Y9Xp5cgdPjr/zfe/mDHHcrt8f6k6qfzD3/XMLAO0fQMhwFXbvRsZmmRcBXutCvZzlXnnYEq676JTdd9UN++dNA5t5NJYlpbTn8B8exT3Czuf3yh5lwx1Smrqqi/b9fZ5XVgb/88fV8leYj+O0vDPomqpn8yvuYAy6mgyoIOgOveol1PzcDl1V13mYYZgLRglRCpXjYSI5sW0z86JGAx5KtDUPHh3qbYi2GanRhSN9SVNvD7NKdbqaCPmAYnVVBpBNd20NddTV+vj6QgiC+gu/WMGncy5R3/Q37x7xAAyYxiPNH9eTeJybwRvo8LmwRQ4+pYW4qiuLjS+CuUUTwXQ9T11HxsXM5dng2pQ7l52Of5vQ4YH3Mg497oGmopkHXE3/Bb3Ufd0GOaX+qwo0laVGaQEVwXBdlhwtUJjjg4nt5+KwGZltvAX+Y+W+mh/+thMNve5RhHVXs41WGXf86S266nJIiFUUypNMeQdXKJuPGtnFEpbRF4zUsccDF3PvwWWxu0WPBH2by7+lNj9AQauO4HrStzu2qqi37oyaTxFQFsXPk/Hyh8II2kuRTiXcwwUzS1GcEtbQFLfRgnUQs6qrrqYsJQiAOaehBTZ9UMomm6eSyGews+AK+a5PJqrQ84jKuHWXifS/DzL9sQk0kKS5Ofq1lMfYWfLcJCwAKse6n84sxq1m61X1KOPGyC+gz5R+snD+PjX5f5s1fhp8cwEWXHkcQWbAzTZbSsUNxgw1Z1q+vxUeh9aE/4Q+/3heNuxi7A4fyN07ilQ9a8v1/H/YNKNOWcuCBfdHfXMycOTnYJ7n9n2wLek/265OCVRaWQKrp9946yivS+Ekbq7Ci63Tv1hnVqWZTrQclTX9STkXaJ2lbmx8Cene6dVZxqjdR60FJ08J9moaC4DkO2U1T+PMlv+DdULvNPIJbXv8Za5bXIe1UjAaFBg0VFM1AJc3aDRm0A7/PNdftj5uX5XccB9dazCObctRuqtrSHO9tZPXaLJKwSOdsMgTxJV26dCycn2loqChoRgxF8dh+qIHOPr27kWAtti15VU4KOhx+3Xo2Zg0OOvVGfj288XT3FvyRxdVCx22oo3oeDeT0O/HjxyfDrb/k938+n+EP/pUrHnmBe37Yrdl+9dy3FylWkqtaS+X6LMbg73Hd5QMwkMBtJeC7y7l7k0VNdQ2iahimiW6EdX9UyBjkyy2Hd2+7VwTYHCibyUJtBt/1UUTAFRQDEGWzVImiABphZmhAVgAJXCrir6e8MoOfsMh6QokKvmLQtXMHVLeOalvHiMfRdQ1QUUwDUR0ULxBoUQAcn5L+A+mrv8/i2bPIsQ87PZtiB3DWD3PBy5GeoLSVkMuuZ8G0HCfdeB7dipL4Bw0P2pi/EEvrs/NtbAVatwMZlv9b1WN0HDCYfbRWHHxwf/S3lrJgvgM9tiQs9cuWs05acfrhg76ejiiNR8AWRTnzc7vZONXSAzmwr86bi+cwJwcdC3I1AgQifDu6jnvLpjGjUig94zAGm6UUH9gXfcoSZs+qJXukDgr51OMYWt41pOoqqiKolhYUTlRVVEWnpFQHMqz4wuKkX11I3xal+RpFUcRGU0RXBACNfmeew6FbdReqtD35Qd4ZdzkDVz7HL6++jvFcyOPvvcdfjg3eHFRdZ4dT4RW1iSR5gjZtilHx+HLaZ1TvcL99Nk56hQ9anMAZh8cbba8p+4zPllTvHJHaAjqDx1zG0cWVvPb4i6xu7mB2GZMnztr6IUTY7E52yOR82vUfSKfmDAhaJ/r0bIG/YDqfZ8ONPjnLRu00mKFdtvyR1qkPPVv4LJj+OZt/ksOyVToNHkozP8l3S/Acm4x6Cvd+PpsZM2bwxRdf8MUn93FaSSktW2i4i+cyzw6VaRVUJdA/8aSIdu1TLH7+YV4rryeTyQRZQGVTeOvLIjq2j7Pxg0lMbXAjqz94nteWt6b7PsX4ZXOZlQ51VDLUZiyUjgMY2kVDNUwMFBS9cbBdY/IjjSThvZyNtO7NwK4pkskkmrp5IVdLO9MptYjxj0xmfeH+eSyd+BqzitrQSneY9/l0Ggn3i4/n+vg+ea2RvIKvV87c8k5cfP/bLJz3Gr/Zv4JHrvk9k3NN+pXP/nFqMnhte9OvRYxObRIsevVfvLnOCTJsfB93xTu8vqiErh1irJs6ibfqdPR4HBJJNr0/lmeWamBq2y6LG44DXQPx84HRBBk+uEi6DseygkrOSEAGlYCEKgC6iWYamIkYuqqAqqObRlDZWQHBx1fb0nOfEryyOUzLgQd4+ORcB7XDAIb2LALdDIJzFRXNNFHMQCdDyf+riYLe+wwuObSIytce48WK5oIsbMomT2RWrpmvAIjTrn1ezFFR0QyF8jcf5S/PPs/f/m88880k+rCLuOzoYionPMmLzU/Y7bSxPdTx4aRazrjxJIrRGXThlRxXuo7JL7yx5brlr+HVVz9COeAKfnZyc+kD/2Pogxlz2dEUV77G4y+uhrwWkaIqCILjOmQWTWTidi9OFW/d+yRfqPtxyTWn0iK/Th5VXMkbT7/CKjsomOi6XoE4aV4Z7725gKKiFCXFMXQU9HiSVCpJMqmxcepjPPj8eB74v2dZpDZf1DTCd5Sw+H5+sZBgUQZQ27ZvFAgn4RfiBwvUgoe55OfLOG/CBMb+/TGefuIOxgxvEIiaakXLhAJST12dR/2sacypDeRR/MKzRoL2tlA+jHPUqaNop/rUvH43d7y9Hh+fysn38eTn26oBU8Xrr0yl5IQzaMhX3Om3M3LwIRwyeAS3frbjsu/NQet9BY88cA7Fk67lzBtfYEHd5kXQr57BU396EXfw1t+e/LVlLK3N/105gQlzBnLFT48hTvAQFsdhc4xnESdefTmDa17inn8swA4OwFvvruCQa67i6Bhgxokptayu2Mi6Tz5glnIiV18+mJqX7uEfC+x8m2/x7opDuOaqo4kRyMOTN88DeSnKoIhYWPMnrGYsIqC2YsRpI2hZ8RL/d+eblOeEzIqZzF7jUbViEcvWZDj0nDPpXvE0Pzn1Eu4a+yITnr+fX905g2TX1hz1w+/TccMr3HLVHYx7fQqvPvE7bnxN2L97CUdfcA771k3hn+OXkPN9cplVvPHOCg664jKONHy0Np3pFF/DzI+/pDazmg/G/4cvqn2q165iY11+LMgGylfWB4JwyiY+eH8R/cZcyvfblZBMxgPp9nD8Jo/lovN7serJ0YwYfSv/GP8C//zDxdz4cRF9O5/Cj05uw/Inr+eXryzHwqL8i7mscTexYkk5G2pc8H0UglRlXSp48c+PMC2rEu9xEjffei49EzHiIZfwKilbUhVUU65fyksT5rDfBRdwtKYx8oen0qvyBX58wXX8/rkJvPzC37nizhkU92jDieeeyj7rX+SqS2/hwQkTGXf/NfxovMIh+2oQa3K/05LP5GoYGazRpnNH4ms+5e3p66j6ciKPPPkBG71NlC9dTU1O8L28i0ZRg4wQQw0sR3oMs6gIvSiJooOv6mjJOKqpoeqBi8cnyQk/OofBdW9w77+XkFMUfNnIO5+u5pArruDoVFDo0PMFkh4KAAAfo0lEQVRcPNvF0Q1UXQdNQ1E0FJQ8denG5b+/nXNSk7n2h9fzwoK6zS8UfjUznvoTL7qDGZSfy5ZlI56L0xzvUBTQk/Q76/f8e+q/uWDjK7y2XINYP6549EHOKZ7EtWfeuN02xLKwxcVtGmgtFrYNeC6b5Sl91r3zJDMO+jWX7xu8CWg9LuGhRy+m5as3ccNL5Q3mch0z//4T7lhwLPf86zccFNt8XMuWQrG+Bg0GKb94uNsoYO57flDxO9+frc3t5itQaPS+4hEeOKeYSdeeyU0vLSSrhvW4fDbNGs+f/n97Xx4tW1Wf+e3pDFX13gMaEV7LYHgggwQBH04LAygaFHigzWBUIDKzHFguUVEEWmNMEFdixzZNr6XQi9BKOiJINCE0kjYQUEQUIQhPIqgEBHzAu7eqztnTr//Ye58693Lnex+D1Me6a8Hl1hmq6pzz7e/3/b7f3w6w117F6L2Zvgn3KP7fn56A913ex5s+dzkujDdese5MfPmLx6F34/k4+3P/gI2THt6HgaPpPulftU/oHCoUOHmIfDW6nQ563a2xz/F/im/c8k2854m/w3UPzD+k9EWL58Y68xzBPUI/uu4rdPare8QAAt+WDvn4FfRPP32C2jYv++ANdN4fbE0cILH2CLr4ll8Hky1TtN2er6ODDjqIDnrjIfTWY06m8y67nTY5InK/pe+8fy/qME69HQ+gt3/gLHrrtpzAFO1z2tW0sRrSxqtPp30UIzBFe5x8Od3529Ze3S/p6rP3o60EI5a/hHY/8M108l/eRk/NdT5PXEHHbLMLnXnDVLetuf0C2r9kxIp96ZPfX0QA2OxvHD1266V0zob1tPu6venAg/+QjjnhJDrt3C/R934zm0HO0J2f2peyta+nE05/P334wx+gE485gc6/7iGy5GjTnVfRJw7bgYTYgd788Svp9iZcytCD3zqfNhywHx18/Gl01ikn0pmX3ESPNvl+v6Ar3rsHbbPN7nTUxbfSZiIi8yB96/wNdMB+B9Pxp51Fp5x4Jl1y06PkiGjz3d+kT775pSTU7nT8Jd+he+67mb76oTfQGlbQK9/9BbrqXzfOHMx27+30fy44hvZdu5pWrX0lHfbHH6X3rn8Z7b/hg3TJNXfQQw/dR9f/xYn02p1Xk1Jd2mH/4+jP/v7H8fU/pu9c8h567S5bU7e3He39tnPpilvujf/vHvruX59Fb9p7TzrwbcfSHx17NL3n/KvogacnYrDcZrrtzw+nXVavpu33OYo+duVX6NS9d6b1x3yALvnGbXTPNWfTHmo72u/tx9NJp55K7zv2cHrHR75OGwc1Odenn337Qjp8rSCx0wb6k2t+Gt6z4b30vz94KO22dU7Z6p3oDadfTndHH6F78gf0309+Le201Rra6YAj6QOfOZ1et/OBdOzHLqV//vcBmaomZ0wIWKtvoU8etBu96k0n0Ucu+gydd8YZ9NkbHiFHROaO82lftQO9/p0n01lnnUVnHns4vfODl9E9DzxI/Y0bydx/F939hffSITuvpkx1accDTqCv3vAzoocfJnr8l/RvXzmDDl23La1avZYOOOFi+uf0gbc/7z+7nm6+6hN02A6CxA5vpo9feTs1X5uJ2+jPD385rVm9lvY7+rN009+8n/bf5bV04gf/km76+v+kCw/enrh4GR3zka/SXbf8E33jo2+hHbmgXY68kK6+/T668+sX0BEv4yR2OoI++407qXriCXK/+jXpf3+Aqo0bqX//PXTv/ziLjth7Tzro7cfTace9g8688Gp6dHJA5A394rtfpg8etC1x9hI65ENfpKv+8ac0+NWvqX7gQaru20j1fRvJ3Pdzsj//BdV3XEuXnv12Wr/brrT3gQfTHx5zAp102rn0pe/9JtyH+j+j//vVi+jInQVBrKVDP/wluvauTTRrLp7/LV1+8sn0tU2jX7nHbqVLz9lA63dfN/M+aEgbb7yMPn30LiSZoO0POYf+6pq7aJMjsr+8ma78/Ltpr4IR32o9nXLJ1+j7jzh66gf/i/7i7+4NQXSbH6IHmzff0aY7r6Dz3nUkHf3uU+iMM06lk47dQMd96K/plkdH5tfhxhvpsk8fTbtIRmL7Q+icv7qG7go7pJuv/Dy9e6+CGN+K1p9yCX3t+4884zQn/+06uuht/5mE2JGO/PTf0w9vn/na3oqX9KpTLqV/+fUsAXTuMbr10nNow/rdadc919MbDj2CjnjnH9GpF/4t3fXw49QfTtD9N15G//WonUkyRTsccCS9649PoVNOPoGOOvj1dMjx59Kl//IfNL0dwpia7vnOF+h9h+1LL995d9rv9YfShuPeO/U+OfwZffvCw2mtELTThj+hb97VvsNvesbnOMZUMKJxKs1CUP/wczjsrZ/CzZum+QrEjjj92/fj0rcWAPp46Id34OHunjhwz5cswSDk8PQv7sRPfmnwkj32x54vXarpyuOpn9+O+/wrsH7352oekMWPL3g1XnftkfjXOz6D/Z5HbikiCu2Fk5Po9/vNVOXZkAaYERE451OGHC4XjDFwzrFmzRr0ej1kWQbOQ8tlVVXYtGkTqqpqFBN37xfxjuNuxFuu/UdcsH5VE6s/32C1+dAeVEjRiCjjoMJ5XYjWwt5+Pg445Doc/q3r8ak945BFIjBPkM5BJl8IYvkmz8Lsnyz6VZRamUnDdQ1MDuEnBzB1FQckhpnOjHMIJYGyADp5PIYZ7PLOAYM+0O+jGg7De5MMtIKDCQGV5cjLLtDtTj1uohCGV9ewwyF8pUFagzVGXgbPOGSvA77NVmH20VLgfo6vnPlR/Gi3I7C++wgee+nx+PB/WbfFTImT3/8cjjr+y3h0q/+EDB5Deh0uvvlSbFg1/2ufz/DeY1hpPPXUZtR1GHOxalVQPpTiixrJNKwqbNr0JOq6hpASvW4XW61Z0wqemwHP8uf4Qsf4fVkQLDb+6KcYvPJk/LcPHI1dOwzODLHp/mvx+Yu+hccfrwEUALrY+dVvxEwWxIVBYM3LX403vny5x8ux1brX4DXL3cwKYXk+mi2HxRCO9LezTTte7nGkRNyUu8BbIXN1PSoL5pkEZxx5Zw1WreouKR23vV+Kqb7e+2Y7Ig5w5FzMP/vHGKCqYfoGBAKMBtno3YgGydCDgWamEcoCyIvRkMI0qHC58CG91hkDclM/p0A2BFDkQK8DFNm8+7QAHGMgliYtsqZDRxQFUBTP3EaacwQP5izIWjDHwwyixhZO0MMhin4876UMRxTr8J7PXowDfwNst+s6vHSl3LWzoPea8/DdB8/bsjt5DsA5j+nPGep6CGsNhsMBBGfgvIzG2YWhqmsYa0DkwRhBCD5lDtCMeJY/xxc6xoRlQajx8E9+gPufegu23+NA/MGe20JO/ho/6d+E7d/4MZy74XlgKHveweLJJyfgnn4CmzSeV9+0tmKyENKyJUXI9raTlyYZ7oQQkFJCCAEhBPI8B7NDDFwfm4dq6oTmJSDtT8SUXGBEKubcbktFcLWGMxbV45sw4Tbjid/W4FQCBDDySE0YxMLjWmQ5UHQCcVjpicrOAcbCWQOikRJKAMA5mBKBqORzECTnmmnRjfKWjo9zMCkhixKyU4ZW65mOnXOASwgl4bMs+OG8h3eAiOMLyHvoYRUIqhBLImz5duuwz3bz/90Yc0PwMK6l0+lEA30VuSkH5+WCPpq61hgOB/DegYs0/HRhi4nx57hwiIsuuuii5/ognv/IsO7wE3HMK2rc/b3r8Q/X34Rb7/4PsFe8C+d94hjs9rs7qHiJGOD+G/4GN/5mLfbbu4cnf+mxw+//HrbZgjOZKE4wbhOR+W4WdV0veELylkQiCVmWNQQFCOdkrQXnHEVRAA/fhm/e8iRetv/eWPXUr+DX/j5+b5FvalJTpp9zKk3xON15RhA1E5UxGMIMK1hjMHHfd/G1mx/D2r12Q++ph+G33R27ruaBsMT9MB5IkMiyQFbyPCgRK0VWAMA5+LqGNxreWjAKigYB4EpCFDnQKUIJaq5tVDV0VcFZG02eFFpQhYBQOYqyDArRXE8yzgBGgTh5AjkHcq7pGwKi3sIZmBSAFFhwy/YYK4rU2syFbCawBzMvxQa1UFhMagnR6GtLBFSVxubNT6Oqq2YBUBZF7Nh7ng2ie4Fj7GEZ41lHKkOkh+Ryt5Vm91hrm4d9evDPtg+tNSYmJjAxMbEipKVpI44el/bxzbdtxhjyPMeqVcGT0g6MSl1MSWVZjlclKSrpONvHnVSnOV7cDCp0dQ1bh/cbPvhUyHsIMLA0RJxCnkn4h4FLCQKQF0UoyXQ6K+NZaUNr+MlJ1JN9UK3BiMAQylosy5CvXgP0SkDN1usOwFj4/gB6MIC3Bs7Y8Hoe2pVVUUL2ukGlmRcOvqrgB0O4wQA0rCEI4ZgAWCnAcgXZ60B0eyv/foyxYHjvYT0wsXkz+v3+aKEQh5kqpVCWJZwPHWdcCFD0mfX7k6iqITw8GAPKosDqVavR6XZmH/w5xpIwvkLGeNaQyIXWIVVWSomyLJdMWtIskKqqGg9IeqAnI6pSagp5SWjC4JQKN6tntFkuDO0HvpRyyuTj5E1JpYWFEJfphERKCSmXn8vQVlba5GTe7UZfCLSBrw2c0TBaw1sHOAJiqBwHgbOQcRKCQym0n8YcHk8EEgKaCJm1gfwIsbIKC3zw0SAqbPE3QCAcEGxuESNOP+ZSQEkVBCUCyBPABYRQkEoBcmGeEwIPqbeZBDMSzHqQNuDJ1eUAbxmcNhC5HROWJWC6mpqM8YsF5xyKA91OAe8chnUNG+8tzvswfZ0I3hOcC4st5zyq4QBVXQEgSCGgMolup4uiLMZkZQtgfIWM8awgkYvhcIjhcAjnHIqiaMyl8/omWkilkhC8VqGua2itpxhisyxrBoiVZYmiKML03Yi03zzPYa1tOmQWi/TwZ4yhLEvked7sx5gQKDEcDud9PY8lh5kmLS8HSc1KD/O24jS3TwWAi8SiNjDRqwJvg6HVB0LCgTBKAKG8IVQ2Gj9rLeAsHHkY55pVKaxFZqNis6LD3VhUVRBC3whR4QmEynoL6Vwsv8wCDiCTEKwAtID0BbzWABfgRewsWqDIxcAAIWM4nQFzHsbaJoOJcwYPGqWttmsNY8yJ9L3WWoOIppRR07W/WH8XQ7hv9HrhOqkYg7VxgRXvN0AqOadFgAPnHEJw5EWOXqdE2SnHpaAthDFhGWOLw1rbEJXhcBgvfEwxmM7pnWiBiFBVVfPTDn5rE5akthhjmv20CUsiM0VRNNtYisqSjlsIgV6vN4WwpOnJs6FNdrIsg1QSbMFxyXMjqFk2PgNZjAoXIZKes/lXf0aHALi6hq81yBIQFRqO4L8gAMQYPOdQUkA2LcoSsKE1mDTB20CYmHVgIpAZXVeQLK6GV1JZYMHgC8bgKR0lgycL0nUoB0kR1J2ZwHnw1ygFZAogAa512Eym4jyjRRwOE2BKAa6AJwZnLJwN31ORZZB5BpnnMc13OSf+4gERoLXB5OQktNbPUE6LoojqabZoL3PjFwODVAo6hktqreGm3B/CdSuiGrdqVQ9lJ4cS40fqlsT43R1ji2IwGDREpa7rKaRCa43JyUnkeb4gJSEpKunnGQm109Bu15VSNqbWhNTS2Ol0llQWSttUSqHT6aDT6TQ3z3Se86k2Qojw2m4HeZaBLzc1x3t4eFhngUgtCBycRfPpfGTFWpi6BlUVsrqGMAbCWtg4UNGDhzZfzgChwDOFLFeBDEkZfjiPagHBoQ94A+UBeAMaGtiaQRYFuBBAFjpoVqStGSFanwSHi14aDgYBgvIe0tlgGBZy/u4kzgP58h7ICngXjLdLEUA8EyClYIlgsgIsj6U/KcHzPJCocRT7guAcMDkYYmLzZmhj4GL7OuOsUftq7VCWHnnmURTZolqTgUDwiyKHUhImkxgOGfJsZMgNi5SwTaUkOp0uynLcefFsYExYxlhxtL0l/X6/UTBmIhbp75RSTQbJdDjnUNc16roeDRm0dsr2ZiIG6Xft18tpq3kpJYqigLUW1tp5DbippJJWcp1Op1nRtY+3qipMTk6iqqoZt5c8NGUnzBPJi3x5ZMWHMo33Di4Gn3AOcB4ezvNu2zl4rWF1DVfXoFpDGgMetG9waiYDhu4WIcGVgswVZJ4F1aKdKeI9UBaQ3oK8Aas0BKIy4wmkDbysAmkp5uncWSg4D8ckFJwwofyU/A0+tCsH1ha9MwvJf0kKoFy6/ME5hxMKTDHIHmsUOSFlOP8XKVlxDnDORo/W/H+vtcXExCQ29/thKCcYuAgKB0eYe+W8h3MeExOTMEUOMKAji0VfWWmRk5RZxhiqqmpKT4m4LHSxNcbKYExYxlhRtFWQ1DY8Uxttgvcew+GwyRRpm1ZTjdoYg8Fg0Bhr236ThfhOktF3OByO8kxaS+VEWlJbdJu0tLefyj9lWU4hKu0bVjr3pChNT9FN51gURfDWlAVUppZOVtJUYhtNtRxgBAgR3sd2G+2MiIMKXV3D6RreGfhaA9aNwtcoajWcB5VBCIg8hygKcCmCQiD4VBOtEAAIIstAtQL4aC4RxffVaAPFK3CpALkCKgvnABMQSkEaBRuHLBKi2sYQyjvNe0eh24dteb9BU/pqmZ2nk+cXE4iC+koEFAWfN1XWOWA4rDHZH8BYCwaJrMjRyQsUWQbGqJkR9+RTT8M5h+GwCgsMwdEplkaI0zXPGEOn02mu9enddmM8O3jxXjFjrDgSKej3+83DeiEKiNYag8GgadvlnMNaGyYgRwJgjJlSAloMUndSIiwpkC2pJamtGAjKR1Jxpu8nqUCdTgdlWU4hV9ZaVFXVTG5OJuD2NlIJqSzLxqC75DbltFln4X0wlgrBRz6IdCOd7SngfSskrYbXdVQhLITzzYDO1AMEIcCkBBcSQqmWAVWE7puZbtyMAyqDzHLAGNhaxx6e0DUE58CsRaZ18IesBGGRPBAWpeCthadgfGYArPMxHj/6hwQPKS1KhWNdwFTopaL9XQuH+uJ90BEBdR3UkmQ0D6mys78mKbHWBkUmUyV6vS7KLJ8i6rUXSMk7p5REkS3ez5Iw02f2Yv78nkuMCcsYK4JUBkoP61SyWQhSySY9vIUQjaE23aTafpQ0a2cxSFktg8GgUUXS/pLq0U55TWbZFEQHAHmeP2N2j/e+KVUlFahtAE7HK6VEnufodruNMXc5Nz3vUyDZSFVpFI65DJyxxJOICmkNr2v4oM+DOQdOGBELJkCcg0sJkeL0s5gWm8jKbEiqQh4IC6yNRIgalcVaC6ZrKK2a6PtlIXpDVJbBGRPeJ6LQVk0U8ty8AxkNDDmEc+Bag6ssHGv7PVxhLKVz5XcRwTSrMayqJnJASgHOs6bBrH1pEILJtjYmlmoU1vR66HQziGiXsg7QtUZ/MGipmm119Fk9xTG2EMaEZYwVQXpAJ29Ge5jefEh5JYyxhpQk0tMmPu0k1unR+ostDbUTZRPS71JrZAqBS8FtZVlOISptVSWpQNNLSClrJoVPTTf+LhbpeLz3zWgaxkLnj2eYe3bJ9Eh9XYOMBXMOzIfyScj0DJt2iIRL5RB5BpRlUEKkDCWghTx7W4SF1XVQPVhSWYLKY42BqutAEvJ8eU8XIQKpci6QLG+DAdnFmUZEIX3XOlBl4E1oS1WZBU8DGNPPFlRcXsxILcGMczgXyr51JPCMcRijkedFo7h4H9Sx8BqGPFPodgO5cR7QtcegGmJYhUVDmGPFkeUZylh6HeN3A2PCMsaKIBnQ2ivIuq6bzpv5CEUiLcYYCCGmlH+S8tEOUUtek5lKL3PtI8nE02PwE5JHJf17IkVtNST5bgaDQaOqtPefVJVU/un1erFVcnkIx29iqSZ2P4lRaWvuFyOEv1U1XF3BWwvyFrCRrJCHwFS3iwXAlITMVYi0L4uoQCzywKUEyhJCa1SDQTyckDvivAO0gRYVMqWCCqPU8oiCCG3LMssCwSPAkwO8C4SMYnaMNfAW8GCAdRDSgAse1JaiCKQsPTXHS/QVA2NhcVDmBYZ1UFKFENEw6+CcwyoCyrKAEDFPhzyoISzBj2IM0O8P0R8OUes6ZKIwBs4YyqJAr9dDt1dgvvmDY7xwMCYsY6wIkvqRfpJSsZhW4fb04DZSOSXP86aNmHOOyclJAJgz62QmpFJTMr9Ol+nb/z1dydFao9/vN91PM5Wm0na73W6jrCwPPpbF0kEh3pgFmGALM+x6gjcWuq5hdA1mg4Yy5w2AcXjGQgeQUksjK8Co1FMUUNbDWh2nF7fPz0BWFXj62+WUhhgDsgycEXIhwDlDPajg4IMolc6BCJwAxEResiw+TA2EtvG8RVNmim1Xyy9bvcjBWBjR4H1ovzdRqayGQ1jnwLkAZ2xmkk9htk+/X6M/CKqKtQ4sfqhpxEWvM9UT433IRQrl2DH5fKFiTFjGWFGkBNn00DfGNImv82G6SgGgmeGRvCNtFafX6wEYlaOmd+TMhnZnUiphzfQ3qc3ZxNp58tqkclVb2UlELRlqZ+ogWiyIXCwB+Za9gwVz7XzdP9PBwjwfJgXIsBinBjhQTGqJ+0QryFVwEAMs0fJuFIEFAEWBDAANEHwzkcx678OUZaFD11Fq9V2uyoIcEApKCBATqKthaHUGwToP4UfTpJkH4CmQNG9AlsAzCVcTuAyGY+ICQrXI2zgkbElIHBggeOfCD1qpz4JDZfkUUavtXetPTsB6FsY++JAOLIVAt9NBt9NBUUxtkx5WBhObQ+fQ1ltvDSlXMl15jGcT4ytujBVH2wfS7XbR7/eXNGAwtSCnFuI2EQJGXTdFUUzJXJkL6e/a+S8zDRXknDedRSlLpW3+TdtJN9KyLJsOouXP/wnb9yFsovHQEgGCc6BxmiwCHIASELkCdwqGHAQxEAtBcsx7MAIYEZz3sAQYZ0GcgXsP6aNZVyzxnFIQm3ORkAiAudHMIU9wVoPXvAlVW3YCblJqvEdWBuJhtIZ3DpxZkNahYwhAk5fPIoEiB1s5WO8hZDAeM6UgvISKnqFxlP7S4Vwo57iWB42IoKREkedYvao3Ih3xey84h/Mew1qDKJBuyeNk5DJHWZbPGABe1Q4TExPo9/vjzp7fAYwJyxhbBFLKZl7QUluSU/dOKgPNNGcnGXzTthejstR1DaVUU2Jqbz+Zhts+menlnzRcsa0CLW+icsiSCMbjGCofyUpDVJZlSOXgWQbhNIwTYBAQiDMBCYB38NbDGQvrCY7CJGZnDWxVQcZSy5ydQXOBcyDLkZXBpwDv4J0NpIwAsg4WsVtMyJXpGgLCMbMQtS6VQl3XIa0XAKfQacUwtfQHxM4i72Etjd53waDSuYyxJBAhGuoNfMw+EkKE6yuOqWCttzfkEca5X95DGwMgXPu9ThfdToksE8/4qniEcrGug8csLSTGeOFi/OmNscWQvBtZljWllcWqLNNLTDPtI7VUp66ihbY8py6f1KY8fdZQ25PT9uKkG2ye502eSpoKvZRVXDAWB7Jio6oiROh04IyPMkJmU1Vo+uC82dqaQ1lIZBmUd+AekELEIcZharBnGtY6eDZa+XptoFHBA8gYA1i2qGrUFEgBlimoLIPxDuQdWCIKzoHAYLQOM1lWojQEjFJtiULLM+fwjIfAOu/hrYG3sTzkg7kz7ZPFkQbB+8LAuACTKihE4+E/C8JoonIIh0vzrVL2EYuLhXSNhQwmgyJXjW1IKYUsz1E3KddAphSKvGjISvsScB6oqtARqI1uFjdjleWFjTFhGWOLId0k8jxvyMpiSEvbhDubatGeEzQ9Wn++/bQnSE9vN07bzfN8ynDF9u9niuVfLEaqUBgQCDaaVcJ56tuZg6ikqcitu7UHwJNJlGHq6xmHkDnyIgSoSRbLMx6QwkADTcot9x7kCc46eOi4+s2B5VgAGAOkgioKkLOAMyAKLdrhFAKJgXOAsSPD63LR5NMw8BSn7gNJ4lrDG9uoasz50DlEBC4QRh0wBi5VCMETEmOysjCkoaKJsAgR1BOlRBhJET8LYx2Gw0FjwBVCQHAOpUT0OTMoKZFnGYzRSEKqsQZC88ZIK0RKxR2iPxig1jVABBVLx2O+8sLGmLCMsUXRjqJPD/6Fdg61SzIpmXYmpNJMUnLmyn9J22h7XpKfZbpknI47qSxa6+Z3iagsvfwzOkfvLcA5GCNwCHAhYufPDHfXRFISUbEWzd2bc3gKnTCOxzEHSiIl1aaHrJBqJJ+zVjOz4OAxaI3VBjA6qh8OXnt4zmGqGirLAcmw5H5RIQAlkeUZmA2JyD6GfDGiaMA1EFICdoUIS0IyAKcluXNApsCNAXce0lo4S/DOwsUBkp4InDHITIWJ1OOn3oJgrcXk5GTLdM+hsgJlUUBKgbIcEYjh0MC50Tyv5C/jomxUlrQo0VqhJoeq0rDWx+tSgvOwmEhxA2FaOUHJoIauRLTAGM8txoRljDnRLq8sRE5tm1ETUtkmddcsBlrrJgV3thsOi3XvNsFZqJclmWmrqmoUoSQdJ9k6tWlba5uU2uXWwqcH63HGwIUKBtjZVJUU/KY1nNbwzoNsNK7GYWzEAOsdiAHIMjApwDMFnuWAVKPtshlarbmAzEvIyIfImGb2DwPCXB6tAV0DyIFsiYQleWG8hbIZyFgQHNoUk5yD1QZSKsB6YKVbUZPiktqU8zyQF+sgLEFYC641LHkwR5BSRHVFjcWVeZC68CYnJ0OQWyyvWkcQooazFkWRo9MZXc+NRyWWdetaQ6kKSkpIqYKPS4a2ZUceRBW0sdC6htY1OE/dc8FQH0zUwbfS6ZRYtWoVlBq3o7/Q8f8Bolf6jW6sghwAAAAASUVORK5CYII=)
(3) Phosphorus coupling Phosphorus with mass number 31 (31F) has 100% abundance. It has a spin of ½. In comparison to 1H- or 13C-NMR spectroscopy, the coupling constants in 31P-NMR spectroscopy are generally larger in magnitude. The coupling is mainly through the ?- bonds of the molecular backbone. The coupling of phosphorus (P) to carbon (C) follows the general trends and rules observed with other nuclei. The value of n JP-C is mainly dependent on the coordination number of the phosphorus and its oxidation state. The value of n, stereochemical disposition of coupling nuclei and electronegativity of substituents on phosphorus also plays an important role in the coupling with 31P.
In a typical example, 13C proton-decoupled spectrum of CH3PO(OCH3)2 in CDCl3 at 75 MHz (Figure 8), suppose two doublets are observed around 11 and 55 ppm. For the quartet observed around 11 ppm, the one-bond C-P coupling constant (1 JC-P) for P-CH3 is 122.3 Hz by taking the two middle signals observed at 10.63 and 9.00 ppm. The coupling constant is calculated as: 10.63 – 9.00 = 1.63 ? 75 = 122.3 Hz Similarly, the second doublet which is observed due to two-bond coupling P-OCH3 appeared around 52 ppm shows coupling constant of 9 Hz by taking the middle peaks at 52.41 and 52.42 ppm. A list of coupling constant for 13C NMR is given in table 2.
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yGhqM/RDvN54aW3ZQWFbDd2kAwUFHlxWINxmZt3XirqqqoqenqmrTDk5C3gNIp07nu/NGt4QAgZwo/uGk7f1+9g/lvbsEWEkL8FZdwWgxAKGmjruH2UddAczEblrhoqS4hL691JJ2nuY7SOvC3NU83VVFYXofHayUyMYGIECsWtSocgIFhtWCzbGTjFjeXDGttunI3NeL0+fABmG2EBBeQV1BFbZ2XxEgzLUUF7GhqoskWTLDFhMnkA68bz55LFD2uFpoa63Dtc0SAH7/PRW1FNc6w4eT0M2Ep7zDZ7MAROpabH7yV6y48hbRgM+ChuaYRj8WKzQHUmDCZ/BheNx7dN0GOQ36/vz0UdHxNAaEvyv+aWU89yGtPta4un6eFiPRh3HThLra9+yATpn+GPWwUP/30Q36YDWazmczUFMymDuMNvC5cfgsWswmTAQ888AAzZ8486lVdMuNO2Po6v7r2OTwWMwZA9nX8/tFTGJMTBsBf//pXXnjhhaO63H/cnEbMiMuxh4Ts9XpUdAxhYT6cdWVERURgRHdoPvF58fl8rQee6iLyX36IM2a0nnL6/T48zXDFda2zepY8zWV3vUVJWQI3/vMNfnzuAJI1Ym3/guyEZJ3ORWOf5qNZ33JjXDoAJfM/Z21LC6MAkscw4cxn+d2X/2PswEgiBsay4ZMP+TY2hclnn8JJGS5KE/3YigvYtrmUYUDluiUs+HwWBUzbsyAfXk8ztRWllNq8uBo38sqDf6P4/97iTIuFvRoRki/h2ml/46dzZpEeaSNoYCxQycKX5tGcM4yzrh5PRmQM8QkG9tXb2LqllFKrlaCQUCLCbBzjETxyOHwumuqb8ZiCsIWGEHSkwd3bTO1uJ2ZHGCHBFsydj7ltyzOCsDmOwvIOk9frxeVyAa37fFMvHCilgHAwBk3kur9Mbx+DULF+DrPffIStwfGEnfc7Sq74A6Xz/sxTxWD0N8gcMIS81VtxThhGWLAVw/Dhzv+KRZ6TyE2LJT7U4KWXXjo2dS14FYb+mNc6dDF09uCDD/Lggw8e3eUufoLZK8qpqa3HGxuO2QR43ewqKWV3jZXUhATwOCndVYpncDIWkx9f/S52FReQb0kjJi6b3J9/xPI9YxDcjbuZ87MkZu7ZORRl3MqSldNxLXiMp/02mltAQ9oPJAhH3Mnc/PIzbMw4jwGPtr464tprybX5CDMbQCpTn/oX3HcDD1//JLfWAtlX85uHv8/VZ6UBMPGKK1lf+P/4xcUD+AWQOXw4I066iZPyPFgMA8PsoaFiLr+ZMIDfAFjtWG98i4o/nofZZIBhwWa3YTUbGMCoH33Cn/46mZ/d+RS3F++p6um389iZl5ABQCYnnz2exct+zwOXDOCB6JM4+/v389IfJpPcretPDkrlQl7+1RusixzHjb++ibExR1he0dvcff47ZP+/p7n9wlxSOu/Eqr7m1fvfYHXomdz4wC2cEbvPUr7j9+PzuXE2e7HYj06gsFgsNDQ08OWXX+L3+xk5ciTR0dFHXvBxRgHhCNiCbfSLspD/n98x6tfhvF3iB8MEEy8m94p7ef2s97n1lEjCrTt455F7mNHvt/zmtinEh/bCI9tpZ5H5qzt5s+pxQm+7kFMSgPX/5vHnttA49jKuuTab/CdeZ91nbzN/2E84N76evJUf8Y9nZ9Aw9Y/cnbH/4jMzM2H+rxj6f7v50Uw/UZF+oHc15x0bNhwxV/B8/RU83/Hlv3f8IZWpT81n6lNdFNH/In76/EX89Pkupmc/xjf1j3VdhcxbeGvbLXu9NOqHn/DFD7v+laiTr2L6G1cxvetZRA6Ou4bKJS9y9SVfcuXy/3J39pEXabPZKC4u5tlnn8VisfDUU0/1yoDQ+9pEupsjkYxrH2bNB/145hfzaD1oTeTJRZez4PKBZEQ5cDhyeTr2IX576yRGpO7rnL43GMM9s99nYu1T3DnKgcPhwDHmVdznXMEv7z2fbLI575bJnJK2iHuyHDgcSYy7bxbua//Jn6YmHdwizv49q/43hhUfrmTX9qM7hkJE5FB4PB6qqqqor6/H00sHyyggHEjESVx8yTX85Orc9pdiBo7nql9/zC2JW/j0kbt5u8KOIyeLLLeP1oBgJij3Nv61ZiNbCwspLNzBZw9dwsmpjtYm12Op37W88I/bGNc/DtuxXVInZqy2TC7+3XvMWd16D4bCHR/wxzvOob/VjAkT5piRTJ3+DxbuuUfDms/+ze+npBHkSCHntBt57mentZdmsUdw/v8r4slzDYLMsOA31/Dy+hpa0jJIN1sJ9u+nKiJyTK1++XtMGR1HXFwccYMvZ/pbX1PSPrWG9Z88yZ2n7pk+4Cwm3T+rdXpLBUXznuLKYTfxeuGe2f0+yH+JqzIv5c9Lq6lrO9YufoYpZw1pLSNuGr9//1t2dlGf4kWv8+Ble5YXdzLnTH2epQC0UFO+ilcfeJiva//Hr9rqdNFzrKp3criH9bbBiL1x3EFH6mI4EJOVYNveNy4wWYKwWYKIT2wia0god449mYfjRnPnqy9/N5M5hIjYHmgtMNsIjzjwbMdo4QQ7Igl2dDHZZCU4NILg0MBJFmsI4R1Ws2GYCA6Lo+3Ku1OvGMOL35/A4zUJXP7Us4TEH6PLNUVkv1a9fD33zwrmzJ/N4NExWYRVfsNrT8ykCIAa1s18kT+/uQTXda+zbGoulVu+5MP3n+SuF5L58JZUfO4maqvrcPo6FOpzUltVS7PHT2v238BL28fz12d+yIjUMNa+cQ/P/vtlIiMc3HTS3vUp/voVXnzvE4rGv86yP+XSVLSa+R++xa+m9+ONxy4mMSaXK+69mw9XLeWi91/j++lAcBRJocFHNOjVMIy9/vRGCghHwBQST9Z5P+flObfgMoeSkHV8dR/ccMMN3HHHHZx55pk9XZUjFjL4Rp6YcSENniCi01KJCdV4dpFuVzqb99+tJ3PCtVxwzhkMTgjGbM8nJszGLoDaArZ8W0yzfziXXDyejAwbqRFN1Ocv49sZM/jkovsYelALyuSyi8Zzykm5ZIRbSJh2JQuW/JfC1dspzuxwXUzdWlYuWEtR6RAm3dW6PF+yGVdNERue3EIxBinmYMKjo7CZQohJzSDjAOOdDocCggQyWQgKSyB7yPF577eCggIaG3vJnWeCokkb2PsGAYmcUDx11Nb1IyMzmYTYfZyB+1y4WsIIC08nK721k9MSHkVcWjZpdZuoPeg2/RBiIx0EWVsPUSHhUYQafmpa3Lh9HQKCz0lzUwmr5nzD4k2zab0S3YOz3oPFNo5zSmGMdhuHTQFBRHqltmEqvfPcridVU1vfQkuXlxo34XTW0VAPRAMuF666WqqPeLlxREU6CA3tPAAphcGn38C5953PdxcomLE54rt+Vo4clN49wkJE+iQ/4PX78Pl9AXe8kyMQM4ih/UvZUZhPaUUTADWF28gr3dl6a+7QJJIzgmiuX8HcRdtbp+/MZ/mqryk/cwLjkixY4iJJ8GyjuLS1SL/fx4oPXmaDu6WLQYNVLPn4Y5YGhxCflUxyx9Pa0AEMGJZEbHI5RZ50xo8fz/jxpzO0XwQ1i9dSZQMsFszx0SR7t1BUss8FSBfUgiByHOt8cOutfZ3HgkltB0dfSH8u+vE1FD81i7/84H3+EmYhIgp2lBvEDQKC4hl64eVcWv82n/ztB1z9egQtHhPmpLO46+4JpIQ6aE4dy/XXfcxP7r+azfGtLTyDBg8nwp/X4Yy1gFlP3cvKN8MJMTdTQioTLpnEhSNSsXe8lsEaSc45lzLF9S8+fusHXP2PSMBLkz8UR85l/AXAFII99jSmXBrMbx64mu2JwIDv8ej9F5BhD9LdOfdDAUHkOOLz+U6oEODxeKioqCA/P5+EhAT69+/f01UCWg86J9J6PHHYSR1xOVfflMz6ogrqgbCEBEIuCCIqOYPs0GCiY0ZwwRU2ktJWkl8PBEUS338E43Nbb3kYEpXLWXf9ml9+ld9eas7o0YzOKCI1O5SQkDO47dHfUljf/F2LQsrJjBsxiKw4OzQPYvyNNzPckkB/B4Tachh7/nVExmawbtee+UOiiBt8Oq3PKLMQHJ7DuT97nKYVex5BFpdBhEUR8kAUEESOI/s6qO31mn/PZWAG33Wy7/nZ6PhDN3E6naxYsYIXX3yR8ePHc99993Xbso+UxigcrjgGnz+FwV1ODyY64xTOyTiFc/Y12WrHMeAcbhnQaeqwYXv+kcO4q3K6XnxIEoPP3Pvmao7EQZx60aAunwprsoYQN/wSbhnedbESSAFB5Diyv7Pevbob/N89Uc4wDAwM2q4g784zZ4/HQ0lJCQsWLCAxMbHblnuk/LTenwfYkxC+W7dqeRBppYAg0st052NnDcPAZDK1/31i8bf/5VdAEAmggCBygthf94NhgN/fqd+hrcWhG8PCicIgsJdGRPamgCBygtr7gOzfkwNaD31+v/+7gLDf3ztybV0fJ9zlhCajdR11qrbP72/tdTCMvccnaNBCtzjQdnQiBdETnQKCSC/lh/aQoJ3qvhmGgd/wt47haOtq8Pvx0xoeWq+G2DPznieMG0oIx9z+QoK25e6jgCDSK3Taabad/WpnekDtB/w9fQ6tIQHaRyZ06ItQODi22gbedjVN4aB7KSCI9EIHFQ72uihi70F6HXfSnXfXBkavzB3f3TvBwG90GMLR/j+dvXantnXt9/uprKzE7XYTGRmJ3W7X59BNFBBEBNj7DM3/3QD/78LCnn2yubfvnA3daKmnNTQ0UFVVRVhYGHa7ndmzZ5Ofn8+FF17IiBEjCAoKOnAhcsQUEET6KqPjP/c+GLYfHDvf6hn1WsixZRgGq1at4rXXXuOMM85g5MiRzJ8/n9mzZ+NwOBg0aJACQjdRQBARYO8zZqNDk3rHjKCzaukO+fn5fPbZZ5jNZjIzM/F4PDQ2NuJ0OvH5fAcuQI4KBQQR2S+FAulubd1aPp8Ps9mM1WptvWPonj/SPRQQejG73Y7ZrGeVicjxqeOluK3/9O8VAk68u3P2LgoIvdicOXN6ugoiIvvV+lwMP613n+idV8icqBTPRESkx/l04+vjjgKCiIj0iPZnYhgGbgw8PV0h2YsCQq9TxHv3nM1pg9JIS0sjLe1GnpqznrK2yVXf8NovrmFMWuv0UVfdy/MLK6F+K9/8720efnVNe0n1JeuZ9ftxPPZNj7wREekrDLD4waoLFI4rGoPQqyziT+f/hMKLfscT/0onPhRY+z4P/eV13J7ruWlyMCv+MosC39n84p0HGRxRy9YFH7By1p94L/h7RDsbqWlwtZfm97pprtlFbUvPvSOR40WXzwfQ8xkOiX8fXQmG34/FAEOnrMcVBYTeZOnnLD/tJ9w9ZSwjM8MJtgBpt/LTmj/yn4LNLPz3drbY4+h35iQuGJWBw+IhPaEfoxo8BAU1sba8p9+AiPRFJgz8hvFdn4McFxQQepFdm9cSPex7pMU7WsMBQGgCpwxNZuY6C3Xl1YQmDicxLQWHBcCCPToFezRQtxF2rWHxn59j3LthAHhbGnA5YcIUwN1E86K/cOFv/gsM5ra/P8nl2aHYtQWJyBEw2u5t3fqD8sFxRLv3XiQiMoaa8ga8Xi8dh5c0NtThcrUQERlDnWGmyekErK0TG8oor2umwQNEpJJ13o1cc8kAAJoq8lnz37/gAryGhcqwU/jlL4bBt/9mQbGfKRloC5I+wzCMwCdXySEL6I4x9vpLjiPq8elF7KeeSeR/HuK9b0qoaNzz4rZP+Ou/KyE0joHjRxC+ZSPbv1rG1nqAerYvn8U7//wn8zbXgD2a+CFnMGnSJCZNmsTECWcyLLm1GJPZSlT2qVyYVMy/5jnISDOwKByIiPRa2sX3JgnjuenWGub/71EeeK+FFj9QacEx5jymjjuJzDQz9nFFvPfhDH5/++uYg1vwBkWROfIiLk8NZnd+10UbhoHDEY4/bhgXTS5nyVcbcaUMJ9Ru7ba3J9LjdJorfYgCQq+SzMgrb8AR8RzTMHsAACAASURBVDGL82tbuw1IY9RFpzE0K45QIOvM87jAHEn8xp00APbkQQwfdTonJzgpDrFxWb/Y9tJskSmccvlvSc0AT0sTmz58iYrx93DdrUV8/mAZvsu9oIAgItIrKSD0OuEMPP97DOxqckgqJ01I5aQJnSfYSc2IJrXDK0FhcfQ/83v0B7xOL1bXJt544Jd8GuGj38hbsAZp8xER6a00BkEOijnIRtbE6xmbFILdPpCJ52URHKyAICLSW2kPLwfHZMWacCa3/u7Mnq6JiIh0A7UgiIiISAAFBBEREQmggCAiIiIBFBBEREQkgAKCiIiIBFBAEBERkQAKCCIiIhJAAUFEREQCKCCIiIhIAAUEERERCaCAICIiIgEUEERERCSAAoKIiIgEUEAQERGRAAoIIiIiEkABQURERAIoIIiIiEgABQQREREJoIAgIiIiARQQREREJIACgoiIiARQQBARkeOSYRgYhtHT1eizFBBEROS45Pf78fv9PV2NPksBQURERAIoIIiIiEgABQQREREJoIAgIiIiARQQREREJIACgoiIiARQQBAREZEACggiIiISQAFBREREAiggiIiISAAFBBEREQmggCAiIiIBFBBEREQkgAKCiIiIBFBAEBERkQAKCCIiIhJAAUFEREQCKCCIiIhIAAUEERERCaCAICIiIgEUEERERCSAAoKIiIgEUEAQERGRAAoIIiIiEkABQURERAIoIIiIiEgABQQREREJoIAgIiIiARQQREREJIACgoiIiARQQBAREZEACggiIiISQAFBREREAiggiIiISAAFBBEREQmggCAiIiIBFBCkD6ph55rX+GF2Ntl7/gwYPIyr/1mAx1fAv24YyrCB303r+Of86W/x9faGTuVtZ/5zP+OKDvONvPgWHvu8bM/0Wkq2z+GPP36f4u5+qyIih8nS0xUQ6U7NJWv54p+P8fiCSKY9/wG3JwF4cTvzmPX7yTySsZTbfvs2LY+M4xcNP+GVuyaSGRvS+svl/+OFp/7GDx/cxYP3Xs/UkxPZvfwtnv/7R6wNHsO0Vz7gwSiARnauncfSjx/k7/4fkf7t/fz4vUrCx/+OH/fcWxcROSQKCNJ3NBWzbfF/+c8cCxfdfx/TxmUTFwzgx9eSTsLUt3m4MZjozKGMPWUYwZuzyMkdQm6So/X3XSn8KsjKI48tY+k3IxgaU8zS/3zNDmMEl91yPRcNTSDcCuBhQKiTEN/XLLelM+zcG/m/kr/xcnAQQT337kVEDokCgvQZzVU72ZS/me2jLuPRs9vCAYCByRpB8tSH+QlmrCawhTgwmTr1wAXFkD7mPMYPnMucgvUsW+BiicdB3JnnckF7OACwEJI6kpEX9SfL6iCqcQADk0Ohsfveq4jIkVJAkD7D63LR2NKCJyGJRFuniSYzpthBDDpQIcEZZGRZsZQ1UlfVQEOQjbjoSCKtnecLJyw4nDCguWMw8DTRkD+L3/38TbYA5NzM07+bTIbdivnI3p6IyFGlgCB9i7MF1+4qqoCYwyqgmeYmD2H2cEJDvFBTQX1dA/VA2EH8tsfjp7rEx0lXT+NkfzmfzSygyefDf1h1ERE5dnQVg/QZwXEJZGSnkLJyJp9vO8xCCr9mXkk/ItNyOeWcEQwxlVO/aiXrSg/u102WYMLTRzAiuoD58xexZc0y1pZ5cHsPsz4iIseIAoL0GdbwFIadOoEL0/L58yMP89h/O6YEHz5fBRs3VuD1+vZdQOEXvPTCJ2yPOJWRo4bRP2c0F5+Ti634Ux79yz/5YGXHlOCkvr6CwsKavYowWSyEp6YRH5vN0CGnMyG3kLU7fLg9R/3tiogcEXUxSB8SSkzG6Vx4x262vvs5cx79HQ0L076bbIQz8OL/I7t6CTPnbqexYAbPPP4tsY491x54DFwhw7hs0lmMyYohGMgZfwWXWK28+u5c/vX7b1g+OHZPYWZCEwZx8qmnUFUwgzfmrKfCNINHPo5jWmI90adew49H+Fha/RGzrYDRzatCROQAFBCkb7HHkXbaVdyfOoDZL3zCuvYJBoYRRVZ2FCaTQeTJ0/jRQBd7tfwnjeaqqWcxPCOa9gsgYnM5Z2ocSRFfMP/zlRS1zxyE3R5FcnIY5so4ck6/kpzgcHwtDZR8/RovfvYZ0YA94hrGZwVh0whFETnOKCBIH2QnKnUs1z4ytovpp/H9B047hPJiGTj+SgaOv3Lfk9N+zLCLW//pddZR/GU23k+LqMBgzP/9ktMSLAQpIIjIcUYBQaQbmW3hpE+8j2cm9nRNRET2T4MURUREJIACgoiIiARQQBAREZEACggiIiISQAFBREREAiggSN/jdeNu2k1185EU0kJ9TT0NDS10212SXQ00NDXR6O6uBYpIX6aAIH2L34u7cgtbPn+Jl1cdXhHelgZqqhbxr7++zYezNlB3dGvYcUm01O+mpr6RFo8P8j/j8y/m878tzbi6uBu0iMjRooAgfYq/cQfr1i3gmY1n8fPTD6+Myi+e4a6p13PP3NWUxUQSdXSr2EEZcx+Zxl0PvcTczQ0w6DJyWwrZvfwtFlUcPwnB79ezKEV6I90oSfoOv5/KwnLyF65lwi137XnJD/j57hhnYBh7/sbf+t+eaYZhAAYJFzzAnwwDY55vz++2ldH2u7T+jEHrb4CfDgdSw8BkGLQV3L5ovx9/+3JoLzs5IY7IsDD8fj85uQm89UkhGxdu4ewrBukRDiJyzKgFQfqOxu0UrJjH+/MySE1pfam5qpB3bnXgcDhwOMJwOCbw9Jommr3AVw8xYmDqnmkOrvjjPNaWdy60iiWv/JQrBjlwOMZwxT0zmLv0TR662IFj0Dgm/3UF1Gxn9d+uay0nMZOM6fP3/K4fPvsJl764gZXPX87A9BgcDgenTf+YNbuclM58hhfmrOLPD9zC+QOHcf0jH7IyPpdT6iBmxUY2dd+a2y+LRecZIr2RvtnSdzTWU1Nfydac0fQzAQ2llH/9d+6PfIPCwrPB74WC13lk0U48wV9z8x3V3PnPzzivfzzhy57lut/9kIe8f+I3t1xIcnuh0Yy87l5+1NJC5moTg78/lfEnl+D4+SvYlibwg8tCWPrZG9xXdTOFhX+hefdOFjx7Ob+Ys4bzZ2fy/dcaqHK/Qf0vZ/D+gufZ/uJ47nvz38y7eAjXX3AHN81fRtal13DRZVdx1gAH9pBampML+XZbNes3X0buwJ5bndDa2mE260ESIr2RWhCkz2hsrKe0rgJrZiqpAFYL1lAT4f+azoTnNxEXl0DcKXfym+sy2b3kUxacPoIxaf3IjIsjbsJ9/GxKPHZPMdV1DR1KNWENSWHsuPNIGpjCmu2FBFW2EGMJZ+BlY/E1VrD0gz+x9MkbGT16NGedN4Vf/qeGNQUVjJ2+mMcv9jLyJ6/z1/8by6CMRM4/7xLCgh24fT6MYDv2YCt2RziRMTFEhAZjNcUQEx+Gz1LFrvKqHlqT3zEMo0OXiIj0JmpBkD7D7/fj9fkwBVlaN3xrJPGn38O7cy6levWbDBl6JwBT/7SEaxqacdltBJtMrSnaFkGUIwhLg3cfg/LMBA8Yw5iVO/FtmscHqeNIaIDhY4LxbfPSEhJD5vce4r07R7TObpgITUzBHmkmIcwgJDqZhIhgLCYDS0gopkEOEkJDsO3zXZhbz9gNH17f8TNQUUR6H7UgSJ8REmIn1hGFc2cZZQDORlrWLWFt7CmcMuUeXn7p79w+aDNVTT4Sk9Mxf/4of/+yjF0NAGtZszCa1MhMEmLsgYUHJTIgM4pw+0rmrMunzjeQflaIiIxlaNZwnKvWUBA9hCFDBjJoYDiWpqCuK2oLwmo2tX85yyqrqGtoa7Wooaa6FjxhxERGHs3VIyKyF7UgSJ9hDnUQ5YghadMOioAEk4eGhrW8ctXT/NkGhmEiccIr/HKMjaign/L2j+r50V9vZ/FzPmzmGEZceB1XXnQqUZte55lX3uPzRTUs2WEQH3YzN5yWQkxWJlFffEPd4i34pp9PEEBMf4acdy1XLbyHn12+nCdtFmyOIXzv/z1G1lOTuH+mm+3BdzC14VFm3HMWKQB57/DwbZW4nruNM8adhfu5d/nV/ZWU/eQGrhxnUFlixdeQTEKstUfXp4j0bgoI0neEppI6aDDj0t9h+YYfMWpQGJHDr+Dnvz6JWgAMogaPY0iCFYupP6dffT9PDiygwekBwkgfPpyspEjMjrFc8cMUzvieCyL7MTCz9UzeGjuMs6+6mwF1waT0C25dZlAo8cPO5a6HX2JcaesyzNY4BqVasU+8jz/k3td6mWNKLpEhVhh8LU8/fTq1jVEMzEgmLef7/DziTEqckQzIiSe4aBEbzTH4TjqVkbE9sA5FpM9QQJC+wxJKYk4uo84ZwLsLN8PggdhiB3LWxV1cChA7iHPOGxT4esJARiXs43esESTlRJDU6eWg0GgyR11MZuf5h1/M5OGdXgvO4azxOR1eCGPE2Az2jF5g52fF2KIjGXHGMGKCu3qjIiJHTmMQpE8Jjspk6OgLOTdkIR9t7unaHKKdS9jkDCdh8ATGZYX3dG1EpJdTC4L0LRYHManDmXCWnY0nWhe+LYr0YYlkRaaTsO9LHER6BYvFostnjwMKCNL32CIJzxjNmJ6ux6GKyaF/TE9XQuTYs9lsmExq4O5p+gREROS4cjy1IPj9/j77QDK1IIiIiHTSFgr6ajgAtSCIiIjsU8dw0NaS0JcCg1oQRERE9sHn81FdXU1ZWRnBwcE0NTX1qbERCggiIiKdGIaB2+1m6dKlfPTRRyQlJZGSkkJwcN+5AYkCgoiIyD74fD6Kior46quvyM7OJjw8HKvVisfj6emqdQsFBJGjpL6+nuLiYpqamoiPj8dsNlNcXEx8fDwZGRk9XT0ROUSGYWCz2QgKCsJisWA2m/c5BqG3jkvoO50pIsfYhg0bmD59OtOmTePVV19lxowZTJ48mRdeeAGfz4fX68Xr9fa5gU4ifUHHQYy95futFgSRblBTU0NJSQl2u52kpCRstt55K0S/33/cXL8u0l38fj81NTW4XC4cDgd2u71XfBfUgiByDFmtVgzD4LPPPmPy5MlMnz6dkpKSE37HsS+GYdDS0tLT1RDpVoZhUFlZySuvvMJvf/tbvvjii56u0lGjgCDSDRobGykrK6OyshKXy9XT1TnqzGYzNpuNzZtPtCdgiRy5+vp65s+fz4cffsj69esxDKNXnAQoIIh0A5PJhNlsJigoCLPZ3NPVOWaam5t7ugoi3cowjPbvd9u/e4ve805EpMf1hrMmkUPVW7d7BQQROWp6645S5GD0tu1fAUFEROQI9bZwAAoIIiIih6xjIDAMo9fc+6AjBQSRbtSbbqIiIr2z5aCNAoKIiIgEUEAQERGRAAoIIiJyQvB6vfh8vp6uRp+hgCAiIicEn8+nMTzdSAFBREREAiggiIiISAAFBBEREQmggCAiIiIBFBBEREQkgAKCiIiIBFBAEBERkQAKCCIiIhJAAUFEREQCKCCIHGX7e7qbYRi9+ulvIseS1WrFbDb3dDX6DAUEkaNsf7eC1eOeRQ5e50CdmJhIVFRUD9aob1FAEBGR45ICdc9SQBAREZEACggiIiISQAFBREREAiggiIiISAAFBBEREQlg6ekKiMiJadOmTXz00UckJSX1dFVE5BhQC4KIHJb09HQuu+yynq7GUeX3+/H5fO1/+3y+nq6SdFBaWsru3bt7uhp9hgKCiByWkJCQXtl6oDtdHr/cbjder7enq9FnqItBRPqszjfiqa+vp7y8HLvdTnJycg/WTPYlNjaW8PDwnq5Gn6EWBBERwOv18s0333DPPffw7LPPUlNT09NVkk5CQkIICgrq6Wr0GQoIIiJ7lJWV8dVXX7Fw4ULy8vLU3SB9mgKCiPRpbQ8E8nq9+Hw+TCYTVVVVbN26taerJtKjFBBERGgdANfS0gJAbW0teXl5PVwjOZ71hYdI9eggxbYVrGa8Y6PjBqx1LLJ/TqeTuro6fD4fTU1NlJSUBMzTeVBj58cRi8D+w8OJtL30SEA43pJXbw4qndd1b3yPIkdDW0Dw+/14PB7q6+txOp0EBwf3dNXkMHTcrx/Lk6Wu9rG9Yd/bI10MJlPrYttuQqJnfh97betY61mOlsrKSpYvX97T1ThqWlpaaGhoaB+LUFdXx65du4DvdvY+n4/8/Px9ti7I8elY7vvayjxQADlR973dHhBMJhNut5s1a9bw6aefUlJSohtfHENqApVjpaSkhNmzZ/d0NY4KwzBwuVw0Njbi8/nweDxUVFSQn5/fPo/H42HLli288MILvPPOO9TW1p6QO305coZhYDab2/evZrN5r9fLy8uZN28eBQUFPVzTI9OtAcEwDCwWC7t27eKVV15h+vTpLF68GJfLtddBrKvE1/H1/aXCruY7lBS3r/kPpowDLftA7+tIdF6GYRgUFRWxadMm6urqumz6Oh4czmfUEw63nh0/k7Ymz4PdRo5ku+sNjsb3+WC0tSC0BYTKykry8/PbPzOn08nMmTN5+eWXeemll8jLy9OtmA/C0fysmpqa2geSHkhjYyOrVq2iqqpqrxOl/X2/DlTHtnKam5upqqrC5XLR0tJCdXU1ZrMZs9lMdXU1b775JtOnT2fWrFl7/d6JdrLW7WMQLBYLJSUlOJ1ONm3axJYtWzj33HMJCQlpn6dj35HX68XtdmMymdoTW5uuDnhtH3RbV0bnMjvrKmS0/e12u/H7/QQHBx9U/1Ln5qaOB4d9zdtVX9m+yj5Q3TuWVVtby4wZM9i4cSNXXXUVZ5999l7ruWPZB/PlPZy+vEMJZAez/ONFx8/zSMrorK1Mt9uNx+PBarW2n510nudA5XW1PR1MWYfrcA4CB7PNd/7+Hup2eKBlt+30a2pq2p/FUFNTw/bt24HWmyjt2rWLL774gtraWurq6ti5cycnnXTSYS/7RLa/be1g9rGH+5lVVVWxYsUKUlNTSUtL2++8O3bs4Pe//z3XXHMN06ZNCwjp+6pf5+2r47wej4eWlhY8Hg/5+fm4XC7Ky8uxWq189NFH1NXV4Xa7mTt3Lvn5+dTU1LBp06aA5RxP+7ED6faAYBgGVVVVWCwW/H4/GzduZPfu3YSFhe314bT9u7q6mg0bNmCxWBg4cCDR0dHtZfl8vn1+0B0P7l6vF5PJ1L4BH8zBtmMZlZWVrF+/Hr/fz/Dhw4mNjQ2Y/0Af+P521G3Larv+2mQyHdHOr+N7XLt2LbNmzWLZsmXY7Xays7PJzs7ucl10taPe15fncOq1r/L29V73leSPty/VoZ4NdJ6/7cyz4+fdtl59Ph8FBQVs2bKF1NRU+vfvT0hIyH6X1zat7eDWOSAfbFg+Eodb3sF+1m0DB91uN3FxcUe0Pe6Ly+VqH5QYFBSEy+WisrISv99Pc3MzCxcuZPHixe3L3L17d/v6Pt62z2Otq+9tR51PhA4UIg7Wm2++yfDhw7n99tv3O19dXR1z587FbrdzxRVXtH8HDMOgrq6OxsZGoqKiAgahdgwSTqeT6upqmpqaKC4uZuXKlZSWllJSUkJFRUX7CdfcuXMxmUzt24zP58NqtR6z71p36daAYBgGJpOJuro6LBYLPp+PxYsXs23bNhITE/f6oNpaD1asWMHTTz9Nc3Mz99xzD1OmTMFkMlFRUUFdXR0JCQlERkYGNNtC65O/tm3bRnJyMpmZmQdVP2jtWy0pKSE0NJQVK1bw/PPPY7Vauffee9ufXre/M6W2nTxAQ0MD0HqL0M5ngtC64y4qKqKoqIjw8HAyMjKw2+2HvEG1BaGOX4Jt27axc+dOmpubWbZsGRs2bCAlJSWgFaGzzju8I20aawtynW9G03l9eDweGhoasFgs2O32vQ5qR+Jof0ndbjdOp5OgoKD2bbZz2V393LYeCgsLMQyDfv364fP58Hq91NbWEhMTQ0tLCx9//DGvvvoqY8aM4d577yU3N/eg6tbS0kJBQQHV1dVkZ2cTHx8fMM/BtCwcjiM9UHb1ObV9n8rKypg7dy7l5eXcdNNNJCYmBrTOHaqO21hTUxN1dXUkJyeTmprKt99+S1NTU3tz8jfffENtbS0hISE4nU42bNhAc3MzQUFBJ+wBoLPDaSH0er0B+4iutv+2eQ/3u32o69nj8VBaWkpVVRXx8fEYhoHb7WbevHksX76cadOmkZub237C2pHP52Pz5s3Mnz+fnTt3YrFYyM/Px+l0YhgGiYmJjB8/nqioKGbNmsX27dvx+/2EhYURHh5OWVnZCd/N1+0tCG2DFKurqwHYunUrRUVFeDyegJ1tfX09y5cvZ+PGjdTX1zN//nyGDh1KSEgIb775JsuWLeOaa67hsssuIygoiObmZgoLC2lqaiImJoa3336bP/7xj9xwww08/vjj+72Hd9tOxuVy8c477/Dqq6/Sv39/WlpaWLp0KTk5OVRUVNDc3IxhGHt1N3TeaL1eL8XFxXg8HhYtWgTAueeeS3x8fEALAcD777/Ps88+S05ODnfddRfjxo0jNDS0vewDbWRut5sdO3YQGhpKdHR0+2Nqi4qK2uu7fPlyFixYwPDhw0lLS2v/gnYs2+PxUF1dTXNzM4mJidhstvYdgNPpxGazYbFYDulL6vV6KS8vx+/3ExUVRXl5OUVFRaSkpJCZmdm+PlpaWti2bRvz5s0jJiaGiy++mPDw8PYmPYvFgsVi2WfI2tcZTNtBty2IdDyD8Xg8+P3+9vdysAfMtuUUFxezZMkSUlJSSE9Px+l04vP5KCwspLGxEZvNRnh4ODExMWRkZACtodPv99PU1MSmTZv4+uuviY2NZerUqRQXF1NXV8eaNWu47rrrsFqtrF+/nuLiYsLCwigqKmLAgAHt34+uWnraWh4ef/xxvv76a+677z5uv/12zGYzTU1NGIaBzWZr/52u3vORnOkd7oGy7SBssViIjY0lKChor/q5XC7WrFnDM888Q01NDdHR0dx2223t0w/UvdJVF2DHrpyWlhaam5uJjY0lJyeHlStXsnv3boqKitiwYQNz584lKSmJAQMGsHz5clauXEllZSVhYWFHLcx2l/21aB5KGeXl5ZSUlBAeHk5KSkqX25ff76ehoYG8vDysVivDhg075Dp39Rnuj9frpaSkhCVLlnDJJZe0X4Xywgsv8NVXX9G/f3+ys7OxWCzt5bYtp7a2lnnz5rFu3TpSU1PJzc2lvr6eLVu2YLFYuPzyy/nxj3+M1WolLS2N559/nvr6eiZOnEh6ejpPPPEETqeTlpaWfV4qeyKEyh7pYoDWL2ab8vJynE5n+0HR6/ViNptpaGhg06ZNlJeX43a7WbJkCaeeeiqhoaHMmjWL1atXY7PZGDt2LHFxcaxcuZKHH36Y0tJSLr30Ut59911qampYvXo15eXlJCUltTe9ulyu9oPH7t27sdvthISEsG3bNpYvX87WrVtZt25dex0bGxvZvHkzCxYsIDQ0lFGjRhEcHNzePeDz+dp3ajt27ODRRx+lqamJWbNmERsbi8/n49JLL21/ElnbhtgWlioqKigsLKS5uRmXy8V5552Hw+Fon7er9ejz+VizZg1PPvkkubm5TJkyhZKSElwuF9988w0+n4+EhATq6upYtWoVmzdvJjk5GavV2l5W2zopLy/n3XffZePGjdx2222MGDECt9tNXl4eixcvZuTIkQwdOjQgXLQ1xe3evRu3201ISAjh4eFYrVYKCgp48803aWpqYtKkSXz55Zc899xz3HjjjTz00EPYbDacTidr167lySef5L333iMhIYEBAwYwcuRIFi5cSHFxMQkJCfTv359+/fphtVr3CgWdW0/adlxFRUVERkaSnZ3dvs01NDRQVFREQ0NDe5dV2/vo2GXVsRWo4zbrcrmYOXMmzz33HBEREdhsNjZs2ND+YB+LxcL555/P2LFjGT16NOeeey4vvPAC999/PwALFizgm2++4aKLLuLFF1/kD3/4A6+//vpeAWzChAmUlJTQ0tLChg0bWLBgATk5OfTr1y/gfXbcDhobG9m6dSvLly+ntLSU+fPnM2nSJGJiYtqvNrjgggvaW2f2t10d7FiYzuOCDveMacOGDcyYMYPQ0ND2s7qOB3m3293+HTGZTKxfv56Wlpb2ENuRx+PZ6yy1c/06ngxs2LCBHTt2kJmZSUNDA01NTcTHx5Oenk5iYiLl5eWsWrWKjRs3Ul1dzfXXX8/48eMpKCjg22+/paysjPT09MN6zz1lX114Xc0HrdtW2xUbYWFh7d+/hoYG3n77bV577TXOOOMM7rnnHgYOHLjP8tv2Uz/84Q9JSkriv//9b/u0ts+nsbGxfV/cdmVbx5YJk8lEXl4e1dXVDB48+KDea9vYkUWLFjFlyhScTidvvPEG8+bNw+v1tg9K7VgPaN2Gli9fzieffEJtbS0333wzd9xxB9DaneD1epk6dWr7OIjvf//7xMbGsnz5cu6++27Wr1+P2Wxm3bp1rF69mtGjR+/zu3W8h4QevZNiUFDQ/2fvvOOrru7//7x75CY3e9zsRUL2BhIEBEQQ1KpYWxWr1roeWlur9mt/2mHttLZ2aK21WlQElCEoO+wZVhgJJJBAQiSE7Hlz9/39ET/HJIRlUQLc5+PhQ5Lccc75nPE67/f7vA9Op5PNmzczffp0fHx86OjooL6+nvDwcDo7O2lrawPAz8+P06dP8/777+Pt7c2JEyewWCxUV1dTXl5OUFAQb775JqtWrcLLy4sPP/yQqqoqZDIZpaWlFBcXM2rUKLF47d+/H29vb6Kiovj444/Jy8sjOzubdevWUVJSckakbFNTE7Nnz2bu3Lnk5+fz8ssvk5aWhtlspqysDLPZTFFREQqFgkWLFvH+++9js9mAPkvInDlzyMjIIDU1dcCRmObmZtra2kSn2b59O263G61Wy4033jhgAYC+QeJyucSuuKmpiTot2wAAIABJREFUiV/96lesWLGCsLAwKioqWLduHV5eXjQ2NpKbm8v111/P1q1b2blzJxs3biQjI4PQ0FCAARNwQ0MD69atY8+ePSQkJJCenk5nZydvvvkmb775Jrfddhv/+te/MBqNA1w6LpdL3IJXXl7O9OnT+elPf0pSUhLvvPMO//rXv1AoFPT29uJ0Omlra2PPnj2UlJQwatQoSktLeeWVV1iyZIkQG5IofOKJJzhy5Ahut5vbb7+dX/ziFyQnJ6NUKnE6nbS0tFBVVYWvry8xMTF4eXnR0tLCnDlzePvtt7n++ut56aWXUCqVVFdXs3XrVubMmUNrayuvvvoqM2bMoLe3F6VSKUzFQ8W29PT0UFZWRmlpKfPnz6e2tlY83/4olUpCQ0OF5UAul6PT6cRzg75J68CBA7S0tHDs2DGsViuxsbF8/vnnzJ49G4fDwfHjx7FarVitVnbv3k1CQgJxcXFER0cTGRkpdjyAaK+Ojg5Onz4trGgbNmzg008/JSIigqeeeopTp06xa9cusrKyxHsH5yLpHwwsiS+r1YpMJkOv1w+oq91up7GxkZCQELy8vMQOvLu7W4wfrVYr4iekgGPJ4iK1j91uZ9euXSxfvpzu7m60Wi2BgYFCvEltZzab6erqQqPRcODAAQ4dOkROTs4AoeR2u6mqqsJms5GYmDhgRzuYo0eP8o9//IMlS5Zw++23i0VHoVAQFhZGfHw8hw4dYtGiRdTW1mIwGBg9ejQTJkwgODhYtPOVZkaWnoGXl9cAoSj9e7Alrqamhvnz52OxWHjggQeIjo5GJpPR0NDA1q1bOXz4MMHBwZw6dUrEOPW3qLhcLhobG9myZQsHDhwQfUNyN0jz4aJFi3jiiSe4++67yc3NBRhQNpfLxfvvvw/A+PHjL7i+NpuNmpoaHA4HlZWVrF27VvS/9vZ2UY7+9a6vr+e9996jrKyM6667jm9961skJiYCMGLEiAFxQwD+/v7MmjWLWbNmYbPZ6OrqIjc3l+3btzN37lwyMjLQaDRDWm6HM5dVIOTn59Pa2sr+/ftpamrC7XYzd+5cVq9ezSOPPILBYKC5uZmkpCTy8/M5fPgw69atA0Cj0WA0Gqmrq+OVV17BaDSKIyU9PT1UV1fj5eWFVqulpaWFBQsW8MYbb/DQQw8RHR3Nrl27iIiIoLe3l3nz5rFx40Zuu+02du3aRVNTk3iQkhlamqwBjhw5QlVVFbGxsaxfv54nnniC7u5uVq1aRVpaGrNnzx5gIQHYu3cvGzZsIDw8HOgLoAkICBDxDmq1mszMTKxWK6WlpSxZsoSsrCxCQ0Npb2+nsrISnU7HyJEjhTiwWCz885//ZMWKFcKtMW/evAHfazKZuPPOO9FqtRw+fJjKykrq6uoICQkRlpSamhqOHj3K6dOnsdlstLW1sWHDBm688UaCg4OFZUBS05JlQy6XY7FYqK+vp66uTrTPsmXLUKvVREZGUlxcTGtrKyqVigMHDmAwGHC73ZSVlbFy5UpkMhl/+MMfWLt2LVFRUSgUCnGj3pgxY8RCKJPJWLZsGZmZmTz22GPIZDIOHjzI8uXL+eijj4iIiOCFF15g7NixLFmyhLffflvEnyxdupSmpibmzZvHgQMHAAgNDeXkyZM0NDQwb948VCoV3/ve90SwrDRpQN+EunDhQl5++eXz5ueXy+V4e3sTEBAA9C2Q4eHhhIWFUV9fj8FgwOFwcOrUKU6fPk17ezsKhYI//elPvPPOOxQXF/OnP/2Jnp4eNBoNSqWSkpISNm/ejFKp5OGHH+ZHP/oRUVFRyGQyHA6HiJPp7u7Gz89PuBN6e3tZtGgRp0+fFgl/urq6hIUOoLq6msbGRrq7u7HZbMKELrVDa2srs2fPxsvLi8cff3xAXZuamvjss88IDQ3lL3/5Cw8++CBdXV3IZDI+/PBD3G43TzzxBC+99BLe3t6Ul5ezbNkyXn/9dRoaGgAICwtj7NixtLW1cfr0aVpbW1m4cCEajYbk5GRcLpeIWJfGpNVq5fDhw+zevZvs7OwBZXK73fz85z/n2LFj/P3vfycvL+8Md4W0GOzfv5+dO3fS0tIidpJyuRy9Xk9MTAzR0dGsW7eOzz77DJfLxaRJkxg3bhy+vr4iSHLTpk3k5+cPEJeSsOofezNYgJ3NJSG9V3pGkoCSjtBJlk+5XI7T6RSusv6iTiqDFJw92Np26NAhiouLmTZtGikpKUJg9be8SO116NAhfvnLX7Jy5UrsdjupqamEhISg1+tpamqiqakJu92O3W6nrq6OrVu3otPpSEpKwsfHB5lMRn19PW+//TZvvvkm0CcYpHr0X5jb2tpQKBRYLBY6OjpwuVxUVFRQV1eHWq0WLuLBbsGhduZut1sIeKfTSXt7O42NjSxZsoSSkhLxOunkgdRebrebrq4uVq1axe7du/Hz82PGjBlkZmYO+R1S20l9B0ClUpGSksIDDzzA9u3b2bJlC0ePHhUCdLhbDfpzWQXCtGnThDpdtGgRBw4cYO/evfT29jJ//nzhs87Pz2f69Ol4eXlx4MABenp6yMrKIjc3l9WrV7N+/XrRaSSTtVKpJDc3l+uuu47f/OY3wsTa1dXF8uXLUavVxMTEiA6yePFiPvnkE9xuN9HR0dxwww1C3TY3NwthAn0drqmpifXr1/Pcc89x4sQJdDodb731FjNnzqSurk50JB8fHzQaDW1tbaxYsYKcnBwOHz7MmjVrSEtLQ6lUUlNTg8lkEurzd7/7HZs2bWLlypXccccdfPbZZ/ziF78gOjqa119/nZSUFKxWKwsXLuSVV17B6XQSEBBAa2vrgA4sl8vx9/dHq9USExNDUFAQO3fuZMeOHYwcORJvb28sFotY/KSB39vbK8REYGAgzc3NQN9CuXPnTuRyOQ0NDUydOpV9+/bx/vvv09nZKc4bu91uPvnkE6BPYEmi4PDhw8jlchwOB729vWzcuJGdO3eydetWcnJyePbZZ6mtreXFF19kzZo13HfffUIgZGZmcuTIERoaGujp6WHp0qX8+c9/pr6+HofDwYkTJ/jrX//KunXr2LJlC0eOHEEul3P48GFeeukl6urq8Pb2JjMzE4fDwcmTJykpKaGyspK33noLt9tNTU0Nv/jFLzh27BhbtmwhJiaG66+/nm3btvH3v/9dJD0JDg4WwrOnp2dAn1apVAOCQDUaDTExMcTExNDd3c3tt99OdXU127dvZ+XKlTQ0NOByuUhNTeUPf/gD3/nOdygrK8PpdJKRkUF8fDy7du2ipqYGm83G2rVrGTVqFCaTCZvNRm9vLwcPHuTjjz8WuyIvLy8xoW3YsGFA+ZYvX05bWxsFBQXYbDZ+9rOfsXnzZtra2nA6naSmpvKzn/2MGTNm4HQ6mT9/Pm+99ZYIzh2MNBZqampwu93U19fT3t4u+uGCBQt4/PHH2b17Ny+++CKlpaXI5XJuuOEGXC4X5eXlrFy5EqvVSkBAANHR0ZSXl/PMM8+IiXTMmDE8+eSTA7IXWq1Wjh49KlwzEvX19VRWVnLo0CHefvttIiMjiYyMPKPcdXV1lJaWcvr0aaBvl9nd3S1ioaRnZrPZsNls+Pn5MW7cOOLi4rDb7YwdO5bi4mJ++9vfIpPJePrpp/Hz86OqqoqdO3cye/ZsSkpK8PX1JSoqirq6Ok6ePMmYMWN4/vnnmTZt2oCxarVaaWpqoqWlhQ8++IB3332Xm2++mVtvvZXvfve7Ynd62223kZuby7Rp01iwYAH79+/nd7/7Hffeey/+/v50dnaybds2Pv/8czIzM8nMzBT+77a2NubOncuvf/1rEbf017/+VfjlN23aRFhYGNOnTwf6TnA999xzbNiwQYj/zz77jNzcXGJiYtizZw+ff/450Cc0//znP9PQ0EBAQACzZs1i5syZeHt78/777/Pb3/5WuA2qqqqIi4vj+eefHyA6n3jiCdLS0nj11Vf5+c9/jtlspru7m5qaGr73ve9RV1fHZ599RlZWFnFxcQOEbn/cbjebNm3i9ttvB/oEyYkTJ3jttdfYuHEjRqMRnU5HQ0MDzc3NA6xAJ0+eZO7cubz55pvU1tZy7733MnbsWLEpOtviPtgCoVAoSE1NJSkpib1791JcXCziF8aOHUtsbOwAK+Bw5bKWMDY2VrgQ3nrrLVwuF8HBwSgUCvbt24dMJkOlUgl/tFqtZvfu3dTX13P77beTm5tLVVUVVVVVhISEUFRUxJYtW4RAyMjI4Pvf/z7btm3j5MmTBAYGotPpROCepFZzcnLw8/Ojuroas9nMHXfcwQ9+8AN0Oh2NjY3Mnz+fzZs3Ex4ejsFgoLGxkY8++ojm5maOHz9OXFwcp0+fZs6cOezduxen00lERAQnT54kJiaGu+66i6VLl1JaWso777xDd3c327ZtY9myZWg0GlwuFwUFBcTExBAZGUlpaSmfffYZBw4cICQkhMWLF4uo99raWuLi4lizZg1PP/00FouF+++/H7VazQcffIDZbBbtazKZyMzMxNfXl9zcXLKzs1m4cKGIUaipqeHQoUPU1tZisVg4ceLEAH/g4cOHycvLG+DmePnll6mqqsLlcrFy5UoaGxspKyvDarWKnYsU32C328nJySEvL4+DBw+yY8cOodY7OzvZtWsX0Lebv+uuu7jxxhvZv38/sbGxVFVVceTIEex2O2q1mokTJ3L8+HFaW1upqalh6dKlnDp1CrvdLspXXFzM+vXrcTqdxMbGipgSm82GXq/nxhtv5Omnn2bfvn0899xzLF68WNzg53a7+ec//4nFYmHPnj2UlZXh6+vLT37yE1auXEllZaVYgEeNGkVhYSErV65k06ZNeHt7o1Ao6OzsJCgoiLi4OACxuwsJCSEiIoLq6mqKiooICgpi06ZNfPDBBzQ1NQlrQ1xcHA888AC///3vaWhoIDExkaKiImpra4U4KS8v59///jfl5eV0d3cTHBwsAn6lCcrPz4/bb78dhULBtm3bkMvlJCQk0NDQwH//+1/eeOMNfvjDHxISEkJJSQnd3d0kJyfT1dUlAkWzsrKorKxk7ty5VFdX89e//pW33nprQGyGw+HA6XSKdjebzezcuROXy4XBYKC7u5vTp0+zZcsWXn31Vaqrqxk5ciTf+ta3uO+++6ioqOAXv/gFe/fuBfrMxtdddx0bNmygpKQEb29vzGYzO3bsoLq6muDgYAwGAwEBAcKFsmfPHsaOHSv6fHl5OT09Pbjdbj766CNuuukm/Pz8hHtE6iv79u1jy5YtQvyWlZXR2NiI2WzGaDQSGhpKbm4u6enpVFRUkJSUxOTJk4G+yf/RRx+lra2Nv//97/zxj38EIDIykk8++YSSkhI6OjowmUx0dXWxY8cOMTYOHDjAI488gsViETt2gLy8PH7+858zevRoXn75ZV544QWampr497//zeTJk5k6dSqjRo0Sff/FF1+krq4Op9PJnDlz0Gg0XHfddSxfvpz//Oc/1NTUkJeXx4MPPsjUqVMxGAysXLmSN998k8bGRvR6PW1tbchkMsxmM8XFxTz77LOEhYVx8uRJ7r33XubPn8/evXsJCgoiKyuLXbt2sXHjRpYtW0ZycjLFxcWcPHkS6FtYpUDcpqYm/vjHP7J582YiIyNZsmQJbrdbHB11u920trayfft2Zs2ahY+PD9XV1Xz88cf885//pKGhgaSkJEJCQigtLeWNN97AYrHQ0tICQG1tLTt37iQnJ0e8V6lUkp6eLrIYbt68me7ubnx8fEhJSWH//v38+9//xmw2c+eddxIaGsrrr78uRCHAtm3bePvtt1m+fDkdHR3cddddPPnkk+IE0eDTMoNPbvQXCEqlkpSUFGbMmMHhw4dZuHAh77zzDrW1tbz22muEhITg4+NzxmcONy6bQNBoNOj1eqKjo1GpVHR1dXHrrbcyffp0Zs+eza5du7Db7cTExJCYmEhwcDCZmZk89NBDmM1mbrzxRoxGI9/97ncxGo3k5+eTlpbGunXrkMvlxMbGMnPmTCIiIvjtb39La2srOTk5eHt7i0VFpVKxe/dunn32WVQqFWVlZXR2dpKZmSl8aQaDgezsbB588EGysrKw2Wz8+c9/FibfnJwcHn30Uf71r3+xbds29u/fj5+fHz/96U959dVXCQwM5LbbbkOn0/Hqq6+yZs0aYR7UaDSYzWYcDgeBgYGEhIQQHh5OdnY2a9as4dNPP2Xbtm1UVVXhdrtFQGNHR4eI5p46dSp/+tOfWLt2LfPnzxe+4t7eXkaMGEF6ejre3t4i3kKr1dLa2kpVVRVr165l3rx5QqT19z+2tbWxdu1aJk2ahK+vL9C3IJSXl4udwOrVq0XWuf70D/TLycnh/vvvZ8GCBezevRun0ymsGo2NjSiVSgoKCrjhhhvQ6/VERkYSGBhIRUUF77zzDvX19RiNRhISEsSR0IMHD3LixIkBMQDSjuLUqVPk5+fz+OOPc/z4cf70pz9htVoJDQ1l7NixpKam0t7eTkJCAqWlpXh5efGd73yHsLAw3njjDf773/9it9tRKpU0NTXxm9/8hp6eHrGD8vf3Jy8vj1tvvVW4eRISEujp6aG4uBh/f3/Cw8MHtEFISAjf/e53SUxMJDU1FZfLhbe3tzgGJe3yFAoFd911FwcOHGDlypWkpqaSnZ3Nzp07cTqdREdHU1tbS0lJCSUlJbjdbtGWfn5+FBQUEBsbi8PhYPz48bjdbu6++26Cg4MZOXIkf/jDH6ipqcHlcrFs2TIMBgNdXV1MnTqVBx54gPLyct566y0OHDjAe++9x8GDBykvLycxMRGDwUBlZSU9PT14e3uTmpqKXq9n3bp11NbWiv5jNptRKpUUFRXhdDopKSnh9ddfp66uDp1Ox/PPP8/kyZPx9/enpaUFX19fFAoFRqOR+Ph4pk6dSmFhIceOHcPPz4+Ghgbeeecd1qxZQ0tLCyaTiZtuuommpiY2bNjAsWPHyMnJobS0lIyMDCorK0Wyo56eHmbPnk16ejqJiYmibzc1NbF7925hugY4duwYx44dIywsjKSkJFQqFfn5+bz00kssWrSICRMmkJaWJsSRj48Pzz33HABvvPEGf/nLX8SGY8SIEcyaNUuIu9mzZ1NfX4+vry8dHR1iUR05ciQxMTFs3ryZHTt28Mc//pEf//jHjB07ltOnT/Paa6/xwQcfCPehUqmks7OTl19+mbq6OqZNm0ZzczMVFRW89NJLpKSkcPz4cdra2vD19eXgwYP89re/Zf/+/ZhMJj777DOqq6vR6/XYbDZOnDgh4o1cLhe9vb3U1NTw8ssvk5uby9GjR+nu7mbWrFncd999PPTQQ+zbt4+XX35ZWEUCAgIwmUzU19ejUCgoLCxEp9OxY8cOiouLUSgUaDQaJk+eTH5+PseOHcPlcrF69WoREzVp0iR+//vfs2jRItrb25k2bRpPPPEEcXFx/N///R/r169n3rx5Qsy1tbVx+PBhGhoahGWgubmZ++67jylTprB161befPNN/P39uf/++zGZTOzYsYPe3l78/Py45ZZbBgTCSym2//a3v7Fq1Sr0ej2PPPIIDzzwACNHjvzKuWm0Wi15eXn4+fmxe/ducbLqSrpa4LIJhICAADQaDVOmTKG3txe73c5tt91GZGQkmzZtorS0FJvNhre3N/7+/qjVakJDQ7nzzjtxu93CjDtjxgyKiorw8/Nj37592Gw2NBoNmZmZFBQUoFAoyM7OxuVyiaOJ/R9wfn4+SqUSuVxOcHCwOI0g+ZOMRiMzZsxgwoQJaDQajhw5wogRI/j888+Jj4/n8ccf58Ybb6S1tZV9+/ZhNptJSUlh5syZYvIODw8Xft2jR48CkJ6ezsSJE7HZbBw7dowxY8YQHh6OXq9n9OjRFBUV8fHHH1NXV4dMJsPf31/khdDr9Zw4cQKNRsMzzzyDr68vSUlJwqyVlZXFypUrGTlyJKGhocI/GRYWhtFopKKigmXLllFaWkplZeWADqtWq8V3SWZaqczS5zz11FNoNBrh905PTyc2NpZt27bR3Nw8YOE2GAyYTCbCwsLExBQVFUVhYSGHDx+mrq6Ou+66S0zger2erKwsNm7cyNq1a7FYLGRkZBAXF4dWq+XIkSPMmTMHi8VCbGwsTU1NdHd3M2bMGAoLC2lvbyctLY3x48czZ84cYSkKDg4mPj4evV5PVFQUcXFxVFRUMGnSJP7v//5PiLOFCxeSk5NDUFAQf/nLX2htbSUkJITo6GiOHDlCSkoKRUVFxMXFceutt5KXl0dAQACLFi1ixYoVBAUFiZwb0u7Ay8uLG264gXHjxqFSqbDZbJhMJiorK0VfMBgMyGQygoODeeaZZ5g4cSK5ublERUXx2GOP0dnZSXR0NEuXLuXvf/+7WGQsFgsqlYrs7GweeughCgsLsVqthISECIuPFED4j3/8Q5SpqqpKuKa+/e1vU1RURExMDPv27WPt2rVUVFRgs9lITU3l0Ucfpbm5mddee43e3l5SU1P5yU9+glqt5uTJk7S2tnLrrbdy7Ngx1q1bh0KhYOLEiRQWFvLII49w+PBh7Ha7EEgBAQHI5XLCw8NJS0vjwIEDJCcnU1BQQFhYGOHh4SQkJKBQKHA4HISGhqJSqVi2bBl6vZ7rrruOI0eOsHLlSnbv3s2pU6dYsmQJr7zyCsePH8disZCVlUVFRQWbN29m9erVBAQE4OfnB0BlZSUlJSUYjUYyMjJEUiqXy0ViYiKTJk1CpVLh4+PD5MmTyc3Nxdvbe8BZebe779ju008/TVdXF++//z6hoaHccMMNTJ06laysLPz9/ent7SUuLo7W1lZaWlpYuHCh2AnHx8czZswYtm7dSmdnJ2vXrqWtrY0nn3ySlpYW5s6di5eXFzqdTsQCnD59mqamJu68806ef/55mpqa+N3vfsf27dvZvHkzKpWKG264geuvv55Dhw6xfPly3n33XVQqFT09PYwcOZKCggKWLl3Kvn37eOGFF5gxYwaHDh0C+qyEp06dYs6cOVRUVOBwOMjJySE2NpZHHnmEzZs3C9ecxWKhqKiIe++9F6fTiU6nY8yYMahUKnbt2sWcOXNYv349WVlZPP/886Snp4tAU6VSyeLFi1m1ahUNDQ0sXboUu93O9773PZ555hliY2NRqVSMGTOGXbt2cfz4cdRqNUajEYvFQllZGWvXrsVoNFJbW0tZWRlNTU2sWbOGkydP0tnZyZQpU3j00UeFhUqpVJKXl8f48eNZvXo1SqWSqqoq2traaGtrExbLBx98kPvuu4+oqKgh8yOcjcHCQaFQMHr0aMaNG8enn36KRqOht7f3rK8fjlxWgWAwGIiMjOT73/8+0LcYu91uUlJS2LBhAxaLhYiICAIDA8VELx2FlPD19cXPzw+73S6OCIaFhXH77beLI1BSRquhzDk6nU7sCvrnYegfPWswGIQPymQyUVhYKPzJ06ZNw9fXl+nTp/P6669z/PhxfvCDH+Dv78/NN98sdvSxsbEkJiZy4sQJzGYzJpOJGTNmkJiYSHNzM76+vhiNRuRyOVFRUeTk5LBq1SoAJkyYQExMDIsXL2bdunWUl5fT1NREQUEBWVlZyGQyoqOj+eUvfynyC0h/k4KpZDIZycnJYufc3t5OZ2enCKaSREZUVBQREREAvP322yxatAibzYZWq+XJJ5/EZDLx7W9/G6VSicViYcuWLTz++OPk5eWxZcsWli9fzvbt22lrayMgIIDAwEA0Gg2RkZFERESIs+75+fnceuut1NfXM2HCBOGPMxgMzJo1i+7ubt59911xosNoNKLRaMSxs6ysLO699142btzImjVr0Gg0jB49mujoaLRarZhMgoODOXnyJFFRUcIKERYWxt13301aWhpTp04VpyLuv/9+8vLySEhIQK1W09jYyI4dO7jrrrtIS0tj7969REdHk5KSgkqlIj4+ntjYWJFnQKlUMmLECCIiIgYsJHK5HK1WK3zlCQkJBAUFCYEgRThLfTMhIYGIiAi0Wq0QuJKJdvr06Wg0Gvbt28eePXuoqKhAoVCQmJhIYWGhELnSZ0nBfXa7neeee476+nr+8Y9/cPLkSVwuFzqdjvj4eIxGI3q9ngkTJrB3716OHDlCamoqDz74IDfffDNr1qzBy8sLhUJBdHQ048aNQyaT8fvf/57m5mYKCwv573//Kyx4cXFxjBo1iuDgYKqrq3G73SQlJeHt7S3aJSgoiMLCQo4ePUpWVpZ4Dv0j21UqFQUFBfzsZz8jNTWVwMBA8vLyxCIjLSytra0sWbJEWB5vv/12jhw5wrJly/jHP/5BT08P9957L3q9nu3bt1NVVSWE5IYNGzhy5AharZaoqChxLBZAr9efcXqjP0FBQTz11FMkJycTGRlJdnY2QUFBaLVaERM1ZcoUkQ+kubmZ6upqenp68Pf3Z8yYMfy///f/aGhoYM+ePezevZu//e1vmEwm7HY73/72t5k4cSJvvfUW27dvx2q1CnEgWSCys7M5cOAATU1N+Pj4kJGRwdSpUxkzZgx2u52PP/6YlpYW0tPT+eEPf8ioUaNISEhg/vz5bNy4kYMHD6LRaPD19UWlUtHU1MTcuXPF/BsdHY1Go2HmzJlMnDiRlStX8tprr4n8HJJ7VDqxI5PJhFCeNm0a0dHRjBo1Sli6uru7GTduHB999BErV66kuLiYlpYW7rnnHp5//nkxpmQyGfn5+WIMq1QqrrvuOrRaLaWlpcyePRtfX19hiWpqamLZsmU4HA7i4+P5wQ9+QGhoKGFhYSQnJ9Pa2sqsWbMIDAwkPT2dESNGUF5eTl1dHZ9//jmNjY0kJyczefJkkaNl8HpwoUhrTWhoKE899RRFRUWsXr2aTZs2XdTnXG4um0Dw8/MTHVKyBkj+zYKCAhYuXEhHRwdZWVlERkae9SH1f4heXl7ExMSQl5fH5MmTL9gsNNRnD/Y1Sf/U0UR9AAAgAElEQVQPCgpi5syZjBkzhtTUVHx9fcVu6IUXXuD06dPcdNNNIrGP1FGioqLIy8tj9+7dmM1mwsLCCAsLw2QyERISIqKHZTIZRqORMWPGMHnyZE6fPs3999+Pv7+/OCZUVVUlFjRpwjUYDNx9990iu19UVBQ6nW5Ago6UlBTS0tLYtWuXODoo1dvb25tJkyZxxx13iPcolUr++9//0tnZiY+PD3feeSexsbH4+/uLwKypU6eSnZ1NQECAOH4nqfKYmBgRC5CamkpOTg5lZWUoFAoCAgLEBNY/KZRarSYlJYVnnnmGoKAg/vOf/1BUVCQCHV0ulzgWOG7cOIxGIzU1NULESam43W63EEuNjY0EBQWJYDWproWFhfj5+YmYCclMLy3WP/rRj8RC4ufnR05ODhqNRojF/om3srOzRTIjKRPmUIJUEozSblYmk5GQkCBErEwmE4GdUj0kYeF2u0lISCA0NJTRo0fzzjvvUFVVhU6nw2QyCSE9+Oga9C20N998M3a7nQ8//JCTJ08il8sZMWKEEKYajYaxY8eybds29Ho999xzD7feeiuBgYGkpaUxbtw4Dh48yKRJk0TcxOTJk3E4HEJkQl+QZGBgIFqtluuvv54DBw7Q1dVFdna2sJRIZZJiMoKCgjCZTEOOU51OJ3axCoUCg8FAZmYmGRkZbN26Vfj3FyxYQEtLCy6Xi6ysLG666SYsFgvFxcX885//pKenh/j4eNatW4fNZiMrK4v09HTKyspQqVSEhYWJRGxDzRFDIZPJiIuL45577kGj0YiMqf03JFL/1uv1TJw4kbKyMnp7e5k2bRpZWVmkpqbS0dHB0qVL2bRpEwcPHuTYsWNoNBpyc3O56aabCA0N5b333sNoNPLggw+SnJyMSqXC6XQSEhIi+ohOpxPWEpPJRF5enogPSUlJYeLEiUIgJyQk8MEHH7Bw4UIRyGwymSgpKRHJzR5++GGRSMhoNOLt7U1aWho+Pj4EBwczZswYYmNjxeZO6qdSoGxiYiIqlUqUTxLL2dnZ5Ofns3PnTtGPnnjiCRG8J4ncuLg4cRpCpVKRl5dHbm4uGo2GTz/9lBMnThAREcEdd9xBeHg469evp7m5mUceeYSioiJUKhUjRozgpZdeoqOjg6lTpyKXy0lKSiI7O5uysjLmzZvHqVOnaG9v55ZbbhH5Rs737M+HNJYLCgpIT0/n+PHjbNu27YqwHEhcNoEQHBxMYGDgGVGo0sOLiIigs7OTlJSUAXnXh8LtdqNQKEhKSuKll14iPDxcJCSCoRf7/pzvd/3Fg1arZcSIEcTFxYmFxO3uu8jplltuwW63i4my/4DR6/ViVwh9i5T0fmnXJE0qSqWS1NRUnnrqKdra2hg9ejRtbW2Ehoaya9cuZDIZ4eHh5OXliZ23tOhKSP/uX3Z/f38CAgLEcan+qNVqTCYTaWlp4ncPP/wwJpNJmKal90tI8QLSbkmalKQJMS4ujtjYWDQaDSaTSQw8hUKBVqsVO7PBx5U0Gg0JCQk89thjJCYmkpeXh7e3t/gek8nEjTfeSFRUFH5+fnh5eYlFpn994+LiSElJ4ciRIyL+QmorHx8fjEbjGc9dq9WKBSc2NhaTySTiA7y8vIbMkQBf7jQvZPArlUqSk5NZtmwZMplswD0kUjsMbhPp32q1moCAAFQqldjlSJn/+o+loYSJ0WgcEAis0Wi44YYbBiSLio+P59FHH6WlpYWUlBSCg4OFMHn00Uc5ffo0OTk54rskIWOxWBg/fjzf/e53MZlM4kjX3XffzZw5c+ju7iYvL0+8XipTSEgI/v7+QlAPVX5pfEmJztxuN5GRkaSnp7Np0yY0Gg0Oh0ME7SmVSvz8/Bg5ciQ/+tGPMJlMfPzxx7z77rsEBwdTV1dHUlISBQUFRERE4OXlhVKpJCEhgbFjxw44Tje4Dc/2PPuPi7O9XqFQkJOTw9NPP43L5SI3NxcfHx9hpZQseCdOnKCnp0dE2/v4+DB69GjCwsKEGJREiFKpFKdq4Etxptfr0Wq1+Pv74+XlRWhoKOnp6fj6+or3jBs3ju7ublasWIHD4RCi/eTJk8K6lZ2dLRZoyRpmMBhQqVQkJCSQlJSEl5fXkJsxjUYzZPZPpVJJTEwM48ePZ/v27aSlpfHss8+KIMP+eHt7ExQUJIR3VFSUOB5fXl7Ovn37CAgIYMKECRQWFjJ27Fja29spLCwUmwqj0ciNN96I0+kU64JOp2PWrFns3buXLVu2iNNIOTk5A55l/83hxSLVWa/XD7B8Xyk5EGAYuBiGavjAwEAefvhhWlpaGD169Fnz3cPARBpBQUFi9y65DfonJToXF2JhkHYEKpVqyCMq0oIz1GCRrAwBAQHU1dUNeUtff3x8fMjNzcXhcKDX64VbAvoG3qhRo864sOZsO1YJhUIhvlculwvLRX19vbj/oH+GxdjYWL797W8TGhqKzWYb8qKqwbstf39//P39UalUBAQEiHsydDod+fn5zJgxg9jYWBHpP7iM/X8XHh7ObbfdhpeXF62trQQFBXHs2DHi4+PJzMzEy8tL+PeluvUvW3BwMHfddReZmZnk5OSIvw1+nufaHUoT79mEQX/6n3Ufql5SudRqNVOmTOHDDz9kxIgR+Pv7D5mdcvBE0v9nLy8vsbiOHDmSoqKic7Zn/78lJiayZcsWEUQlWaGkC2aysrLEv6XP0ul04oioJKL677LUajUZGRk8++yzGAwGIdbi4+N57rnnaGxsJDs7+4ycBNL5/rOVtX+79m8bb29v8vPzhag1Go0sW7YMs9ksjharVCpyc3MJDAwkLCyMd955h/LycrRaLZmZmcIaEx0dLYJLo6Ojz5k2+UIXirPNVQEBARQWFp7Rt6R0vfn5+dTW1oocB/3dn4mJiQMSbkntFxoaKsahXq/H19dXJOXx8vJCr9cLd4b07CTLRlxcHMnJyRw6dIiAgAAKCgrYtm0blZWV4pht/0uHoG9j8MMf/hCDwSDKdL626f8sJbEqWSvj4+MHzPP95zG1Wk1ycjJbtmxBp9Ph5+eHv78/EyZMoK6ujo6ODnx8fIiIiBBWNIfDMUDMS6JmcBlzcnIoKioS8RRBQUEiXfSl3OVLbRcUFERERIQQhVcC37hAcDgcKBQKRo4cedbbrtRqNePGjcPlcp0zE9pgBptmv04u1BLRvyxpaWmMHTsWnU4nzHSD39+/PfonB9Hr9SQnJ2M0GlEoFNxyyy1D7oDPh5RSWqVSkZaWhq+vL6tXr0atVp/ha5WC5mbMmIHL5Rqggs+2+EkXYx09elRk2IM+gVRQUCCCU8PCwi6ovNLuxdvbm+uvvx6z2czMmTOJjIwUC8vguBSpfGq1muzsbFJSUs7IhX4hk9mF/u1ifJSStSsvL49f//rXREREDLn7HOo7B8c1jB49ml/96leYTCaRufF8yGQycnNz+eSTT4iOjiYsLAyVSjVg0Rnqdjvocwn0F5CD/+7l5UV6evoA0aVQKJg5cyZ2u52AgIDzWvPO9rfBYkGj0TB+/Hhefvll4ToqLS2lurqa6Oho4QuXrFH33XcfAQEBLFiwALlczoQJEzCZTOj1eqZMmYK/vz9RUVFnjMlLiRRbodfrz5j3pEDanJwcFixYMOR7B+9mpYU0JCRECARpzpDctSkpKTz11FNotVoyMjIGuD2VSiVhYWEUFBRw+PBhjEYjWVlZhIeHI5fLufnmm4Vbpz9+fn5Mnz5duKW+CpKV1GQyDbAm9q8v9Fn0CgoKWLFihXAvKZVKkQBOijmSAoOl+g+1SesvMqFvLrz77rspKSlh7969jBgxQlhYB7/3f8XtdnPzzTeTlJQ0IE3/cHc3fKMCQfIfZ2dnM3ny5AGdtT+Sur3QifdiFuuvyvlcHGfbifaf1ENCQrjnnnuYMmUKI0eOFKa5wZPmUO4NaceUkZGB1WolPz//K10n6uPjIxZUKbCtt7cXjUZDXFzcGZOPNCgvBKmOd999N6NHjz5DBAUGBgr3y1ALTX8G10er1fKd73yHrKws8vLyhGXifO+VggPPFWNyvu++EC5mZyntoGbOnDlABA7+rHNZg6TduRT3cb6Juv/kOH78eF588UWCg4PFbY/nMqVeSN2k1wwV9S3FrFzMMzjf65RKJZGRkdx5550olUqsVisxMTEcP36clJSUAW4bmUwmApfj4+PFwinNMcnJycTFxQm3yzfBUO2t0+mEG9JisZzx2sFjvb8JWxpPgy80i4iIEMHSkmjq/91SbM3SpUsxmUwEBwczfvx4rFYrU6dOFWnV+3+v5KLrX4aLqbc0t2i1WuE2Olv7KBQK8vPz+clPfoLb7WbEiBHi93FxcYSHh4s4ncHj40LcA1lZWUyfPp2WlhYRnyHFgv2vDP6M9PR0Ro4ciVqtPqf1eDjxjVsQ7HY7I0aMID4+/qxmlgvdZVzI378JLrQMcrmczMxMsQMcqv6DO3n/3VtKSgo//vGPsdvthIeHn2HmvRD8/PwwGAxoNBpCQkIYN24cISEhOJ1OMfgupk6DkS7PKigoOMMVI7lnzsfZhFZSUpIweV5svb+JfnKxfVUy7X/Vz+9/3fTFEB0dzb333otSqRwQHHmu77qYcl2IcPuqDJ70JZGtVqu54447cDqdTJ06FT8/vwHBmlIMzXXXXSesOP3N2N+EMDhf/dVqNRERESQnJ7Nv377zvl+qW/+66PX6ASdizmX1kU6xjBs3jhdeeIGMjAxUKhVTpkwhKytLHDWV5qtLtRG7mL4mWTG/9a1vifpIvx8ct3Kx3yt93h133EFkZKQ43nwpzP9DfVf/mIwrhcsSg3Auv+PVTv/BfDFmaSnYZsaMGWKCg4sfoLGxseTl5REcHEx2drY4TQFcstSf0qT0dVhxznVl97XE/9K20n0D/TmfuXOo2IiLKcP/+v4L4dZbbyU2NlbEpww1vs52rv3rKtPFoFKpiIyMpKCggH379p13fui/y5ZiDnx8fC7aLZuQkCCOKcpkMpGeun/sx+VuH0n0SAHEl2rjOHjjMRw2nMOJy5pq+WJ8t1cbF+M+6f+6/jkdLha3201UVBR33303FotFZAkb7Fb4OvAMvOHJ4P51JT+n0NBQEXh7IXUaTnWVdul+fn4kJSWd8bf+DC63lMuipqaG6OjoM07FnAvJ5TDYb9//71fzHN3f0jKc+sNw4bILhKv9oZyrjuczZUnvGxwl/FXbze3uy0A5atQo8fOl2h183c/ySon6Ha6c6/lcTIzBhb7+Ur//QhmcFveb/v7/FSmHib+/Py6Xa8B13DCw7FKUvsFg4LbbbiMpKYn09HQCAwMvaEyfzZI5+OfBt0JeTi71PNC/Da6EoMFvmuF/ndQ1zqUcmENNCJ6F18OVzFDjY7gsZl8FtVpNYmIi119/PVVVVSIB0dkWLylAb9KkSSIxkHTM+3zHNa+UNvo656gLCWS8lvEIhGHOV4389uDBw5WF292X+Cg+Pp7HHnuMqqoqMjIyzvp6yfwvuSekuIsLydlxpXG1uMGuNDwC4RrCM7A8eBj+GAwGJk2axMSJE8/pKpCsAP1PavT/vQcP/ysegTDM8Qx0Dx6ufs63qF9MDMnVOGdcjXW6EvAIBA8ePHgYhlyIaPDg4evEE6HmwYMHDx48eDgDj0Dw4MGDBw8ePJyBRyB48ODBgwcPHs7AIxA8ePDgwYMHD2fgEQgePHjw4MGDhzPwCAQPHjx48ODBwxl4BIIHDx48ePDg4Qw8AsGDBw8ePHjwcAaeREkePHi4pvDk9b9wLsVNr1cb11KbDCuB0P/Wsmuh8eHarPNXwel0ijbytNP5uZYmsa+KZ+ydH4+Y+hKpv0gMdVX0ldRGTqcbm806oNwymRy1+ktZMCwEQkdHB2q1GrVafUU18KXE6XRit9sB0Gq112w7nAuHw4HFYkGn06FUKj1tNAi3243D4cDhcCCXy1Gr1Ze7SMMOt9uNxWLB4XCgUqk8bTQEUhsB1/ScPBT9BYLVasXlcqFSqZDL5bhcLhQKxWUs3YXhBiy9NsyWXmw2e9912l/US6VSorZpUKvVKJXy4RGDsGrVKvbv34/Var3cRblstLW1sXnzZvbs2YPL5brcxRl2yOVympubWbRoESdOnMDhcFzuIg077HY7NTU1rFixgoqKistdnGFLRUUFmzZtor6+3rP4DYHL5WLjxo0sX76czs7OM26L9ADd3d3s3r2bNWvW0NnZebmLc0G4AZvDRVeXmfaOTrp6zJgtFswWCz2WXnosvXT39NLZ3UW32YzV4RweAmHt2rVUVFRgtVqvyQErk8lob2/3CIRzIJPJaGpq4pNPPqGurg6n03m5izTsGCwQrsWxdD5kMhlHjx5l+/btNDQ0XO7iDEvcbjcbN25k5cqVdHV1Xe7iDCvkcjlyuZyenh527drFqlWr6OzsvCLcCzabk+6ubto72unu6cZusyGTyVEolCiVSuTIcLmc2Gw2uru76enqGj4uht7e3mtyYZQ6lcPhoLOzE41Gc5lLNHyx2+20tLRgt9s9u5khcLvd2Gw2Ojs7hYnYw5lYLBa6urqw2WyXuyjDlq6uLjo7O8WcPNwXv2+C/m3gcrno7e2lq6vritisON3Q29tLd48Zq9WGTCZDoVCg02nRajTI5XIcDicOh53e3l6sVgtul3N4CASlUolcLr8iVNjXhVwuR6lUXhE+rMuFTCYTbXSt9pNzIQ36Pv/hsBjawxK5XC76kKcfDY0UnyGXDwsj87BDLpeLNroS+pDd5sBitWKz25DJ5ahVary9DRgMBlSKPveD0wUWixWz2QyA1WYbHgLBg4eL5UoYlB6GJx5h4OFaw2azYbP1BcGrNVr8jEYMXhpkA17joKurG7vdAcgAmUcgeLjy8EzuHjx8/XjG2dWBC7DZ7H2nmxRKNGoNXl+IA7cbLBY7ZnNv36kGux33F89dq9V4BIIHDx48eBiITCbzxPlcJMNVUDkdblxuF243KGQyNColcsBmc2Hu7e2LObDZcLpcuF1uVAoFOo0GLy8vj0Dw4MGDBw8e/heGqzgAcDmduF1uZLI+x4HL5cZs7jupYLHZcDocuFwu5Ao5aq0GnVaLXq9DrVZ5BIIHDx48ePBwtWBz9F2yJMUpy+WKvuOZAG43FksvveYeLFYrbrcbuVyBSqVC84XVQKvRiPcOS4HwdZu2Bqu9y21K65+yU+Jyl2k440nccmF42udMJNO5pw+dm8Ht4mmngQxOu/y/tM+ltj70dHWj0ahRKvuyhCoUsr5sjwoFji+sBdLRTKVSiVqtRq/TodfrUasHnlq5LAJhcIPIZLKv5TiN2+3GarWKtLx2u118t8vlEr93uVzi6JPL5Rrw8zeF1AaeCOuzI7WP5yjo0Eh9SPrPw9B47vQ4P1Jf8oy1Lxl8D8PgsSbdx3ApGGrTeKGYzT1oNF+mEJfLQf3FkUyHwynWN5lMhsFgwOClR61WMXjKcLkug0CQkrl0dHSIs9p2ux2n00lXV9clm9jcbjdms5mGhgb8/PyQy+W0t7djMBiwWq1YLBb8/PxQKpVYLBbUajUajYbe3l7MZjPe3t4YjcZLUpYLwWKx4HK5sFqtdHV1eSavIbBarTidThwOB11dXZ6z/oOwWq3Y7XZcLpcYYx7OxGq14nA4MJvNnjYaAofDgdPpHJB4yzMfDcRsNovNpMVi+cr9aLAlQqK7uxuHw/GVBILeywutduAdI5ILwWazYbf3Jb/S6/X4+hpRnkUD9vb2fvMCQaPRcPz4cRYsWCDU6fHjx9FqtVitVvR6/SX5HqfTSXNzM729vcTExKBUKrFarURERNDR0YHZbCYoKAiNRsOpU6dwuVy0trZSX1+PzWbDZDIREhJyScpyITQ3N3P48GG0Wi3z58/3KPchqK2t5fTp0xQXF3P06FFPGw3CZrNRXV3N8ePH2bJliydT4FnYuXMnNTU1qFQq6urqLndxhh0ul4uKigosFgsLFy7E29vbY5EaREdHB3v37qW+vp7FixcTGBj4lT7nbO1aXl5OW1sbKpXqoj/T6GM4wxqgUMjQqNXYNBpcLpcQJr29FnRarXi9XA4OR58VoqurC5n7G3Qu2Ww2duzYwe9//3sOHTokJnidTid2hpeqOAqFgri4OJRKJffccw8KhYL29nZUKhU9PT0AeHt7o1QqOXjwIG1tbezZs4fa2lqgT8h8U2mP+wJF+jJzud1ucaujhy9xu90oFAqhgq+E9KaXA4WiL+DIbu879+zZ+Z2JlI1Tslx62uhLpPlXo9Egk8mwfhHIBsM7Uv+bYLCLQepHNpvtotctac4fMWIEvr6+ZwgFuVxOSkoKM2bMIDU19aI+2+UCmazv7gUAlUqBTAZOZ5/lo7unR2weVCpVX1CiSoX8i+drsVgwm804nI5vViD0Fd5FQ0MDJSUlQh1J/7+UN/TZbDZKS0vx9vZGp9MJc1BQUBAKhQKtViseakNDA2azGavVKsxpcXFxmEymS1aecyH5rpRKJW6327P4DYE0oJRKJU6n85q8t+NCkHyiUiDStT6pD4WUZlnqR542+hJpTpTis/pv2q71dhosEKR+9FXWLelq6IKCgq9sfTgbXV29uL6Iv1MoFKiUSrRaLQqFHKfTRa/FQo/ZjE26r0UmQ65QIP8igFe6Ml4mc3/zAsGDh6+CZ5Ly4OGbxTPmrkzqTzXhcDpxORxi0+nlpe9LfKRU4nS66DGbsVgsX1ganbjdLmSyPiuGy+VEqVCg1njyIHwjDKXBzjXozqbZ+r/nah2859OrF6Jnr7Y2OR8X0yaDX3sttNW5xsrFjs2rhbPVe6jfX6ttNJiz9aPBloXLjRTMLZcrsNkduFx9Fmm5XI6Xl+GLo4x6FF8ce/zy9X2WR9xKtDo9er0n1fI3ytW6qH8dnGvQedrRgwcPw4lLecTxf8XtBvkXrgUAux1sdju9FisajQaVSo1aLUcu1+EGNGq1OProcDqRy2TovXQo5MM0UdLVxNmOsUicy5c+eJG8WpX8xSQcGeq1gy0r0mC9GtrmXEh1leIzpN/1/7/UDkP1w6u9ffrTv/5DWeL6/14ak9LPV2s7Da67FPs0uH36/yzljRlqfF2t7TSYwXN2f+vccGgDvU6LUqnEy0uP1Wans7MTh8ON0+HA7nCicfWdVpBOiauUXwbju774m4RHIFxizpaB7Hwd50KyOw41sV1Nu+mvUperod7/K4MjoM8mkvovgNdiuw0WSucSAMPNbPx1Mbh/nE2s93+dXC6/KuefC+FKqK/R6INGo0YmA5f77Ecph2LwSz0C4WtgqJ1abW0tbW1txMXF4ePjM+BvDoeDXbt2sWfPHoxGIwUFBSQlJYnPksvlmM1mDh48yM6dO5HL5dx2223f2CmLb4L+A8/hcFBeXs6ePXvo6OggKyuL6667bkBiJJlMxvHjx9m4cSOdnZ3k5uaSkZGBwWC4XFW4LMhkMhobG9mzZw/t7e3k5uaSkJAgdoRHjx5l06ZNtLW1cfPNN5OcnDxggr9WqKuro6ysjNTUVKKiosTvXS4X5eXlbN++HYVCwahRo0hLSxvWC8ClpKWlhZKSEqqrqxk5ciTjxo0bcPZeEpnr1q3j8OHD6HQ6pk2bRlhY2GUs9eXF5XJRVVXF5s2bcTgc5ObmkpOTM2zysmi1feIAEAmvZDIZMpH58cI/S/HLX/7yl19PMT0AtLW18d577/HGG2/Q0tJCSkrKgAyNnZ2dLF68mCNHjpCQkEBbWxvr16/HbDaTnJyMTCbj9OnTzJ8/n/Xr15OZmYm/vz9z587Fx8eHiIgI4Owm1CsJt9tNZ2cnb775Jvv37yc3N5ewsDCWLFlCaWkp6enpaLVaZDIZW7duZfHixYSEhGAymdi8eTOff/45wcHB+Pj4XJUuhsE7uvb2dpYtW8ZHH32ETqcjLS2NkJAQDAYDPT09rFq1infffZfY2FgSExOZM2cOVquV+Ph4IbautjaCM8dCe3s7b7zxBps2bSIlJYWIiAhkMhnd3d0sW7aM7du3ExERgcPhoLi4mKamJkaOHCl2XldjG9lsNvbv389vfvMbli5dSklJCZs3b+bEiRMkJCRgNBpFOt5XX32V48ePk5KSgt1uZ/Xq1fj5+REUFDTACnM1ttNgrFYrGzZsYPXq1YSEhKDRaFi3bh21tbWkpaWdIRIuR5t8mfPAQld3NzabHZmsL7eFTqdHpbwIi8LXWM5rHukYiZ+fH2VlZdTU1JyR3W7FihWsXbuW4OBgCgsLyc/Pp6enh3nz5nHgwAG6u7vZunUrCxYsIDg4mPHjx5OTk4NGo+GVV16hvr7+MtXu0iNZDhYvXkx4eDi5ubnk5eUxefJkVq1axYkTJ3A6nRw6dIjXX3+djo4OMjIyKCoqIigoiBUrVlBcXHxNpIY9fvw4s2fPZs2aNWLnN3LkSPz9/bHb7Rw5coQPP/wQg8HAlClTGDVqFJmZmfz73//m6NGjV32OBMlP7Ha72bVrF6tXr+bEiRMDzqyXlJSwfv16jEYjY8eOZfz48QQEBPDZZ5+xd+/eq3bRczgc1NXVsX37dmJjY3nyySd59tlnSU5O5r333mP16tWi/ebNm8eCBQuIj48nPz+foqIiGhoaeOuttzh8+PBlrsk3z4EDB1i1ahUKhYJx48Yxbtw4YmNj+fTTT9m2bZt43eW00Fksdjq7umlvb6e3txeXy4lKqewLUDxbXuWz4BEIXyMKhQIfHx9GjBiBt7f3gKAygPr6erZu3YpGoyEtLQ1fX1/i4uJISUmhqamJ7du309rayu7du7FarYwfPx5/f38CAwOZNm0alZWVbNmy5apIrCRdpvX5559z6tQpAgIC+i4SMRhITk6ms7OTnp4eXC4XBw8e5OTJk+Tl5REZGYmvry/5+fkoFAoqKipob2+/3NX5WpD6TUtLC8uXL2f9+vUkJyczY8YMYmJihHWlq6uLLRTqRO0AACAASURBVFu2sH//fgoLCwkLC8NoNHLLLbdw6tQpli5dSldX11XrZugfRFZbW8v+/fsJDAzE29sb+NIts2HDBjo7O0lNTSUkJISoqChSUlJoaGhg+fLlV22shsPhoLW1FZvNxj333MNNN93E9OnTeeCBBwgJCWHt2rV0dnbicrlYsWIFoaGhwnIZERFBXl4ex44do6qqasAFeFc7ra2tbN26lRMnTpCWlobJZCIsLIy0tDS6u7tZsGDBsJiL29s76OzsxGK14Hb3JWTS6nRoNRou1gviEQhfI1LGRrVa3Xfd5iDnT2VlJZWVlRiNRoKDg5HJZOj1emJjY/H19aW+vp62tjYaGxuJiooiISEBt9uNUqkUfubi4mKsVusVP0jdbjcqlYqoqCj8/f354IMPqKys5P+zd+bhVVXn4n73cOYMJCFhCEOQEGZkEMGxVcAJRavi3FprbXtt7e/a2vZ2uE699bZab7129Gqt1jpAB6tSsdJaAUUREFSIJiEESEIgM0nOtKfv98c++5CEMKNoOO/znEfc2Weftddee61vfWM8Hmf58uUUFhYyaNAgkskka9euJRwOU1pamvY5OOGEExgxYgQNDQ3U1tZ+LF7Uo433jN944w2eeeYZHMdhypQpJBIJmpqaSCQSKIpCIpGgtraWcDjM2LFj06piTyW6dOlS2tra+m02Sq/S3s6dO1m6dCmjRo2ipKQkncrc81955513sG2b/Px8NE1D13UGDRpEfn4+27dv77cpz3VdZ/jw4cybN4+SkhLC4TA5OTmMHz+eE044gXg8jt/vp66ujqqqKqZMmUJRUVG6jyZPnoyI8P7779Pa2nrASK3+Qn19PevXr0/X8fH6o7CwkOLiYrZt20bCy07IsTNNRaNRTNNAUdwsxTnZEbIiIQIBnUNtUkZA+BDpHmLWFzU1NdTX16MoStoxSNM08vPzGTBgAA0NDVRWVrJ7926GDh3KgAEDANcr1Z+KXX3zzTeJx+P94gX1BJ8LLriA8vJy7rjjDp544gnKy8u55ZZbGDp0KB0dHWzatAlVVQmHw2mHuwEDBlBYWEhTUxPbtm3rl4WKFEVh9+7dvPvuu9TV1eE4Dm+88Qb3338/9913H88++yy7d+8mHo/T2NjIkCFDKCgo6DGBFxYW8sEHH9DV1dUvxkxfeA6aK1euxO/3M2nSJILBYA+hsbGxkcbGRvRUGlqPnJwcBg0aREdHBw0NDcei+R86mqZRVFTEuHHj0sccx6GtrY3du3czbtw4gsEg5eXl7Ny5k+HDh/eoS5OXl4dlWVRUVNDc3HwsbuGY0Nrays6dO9MbOY9QKMTQoUOJRqM9in8ds/dLQFUcwqEA+Xk55OXl9nBcPBQyAsKHgCcYdNcY9BUy1NLSki4T6h1TVZVgMIjP56OpqYmamhq6urqIRCL4/f4edlER6XeLYW5uLpdddhkzZ85k5cqVPPDAA+i6zqmnnkowGCQWi9HQ0JAuROT1q1fOtKOjg+bm5n67+6utraWqqoq8vDxmzZrF9OnTOfHEE4nFYvzud7/jhRdeIBaL0dbWlh4z3cnNzSWRSBzVuicfNxRFobKykpqaGk466SQGDx6c1qJ4GIaBlUpF291h0+fzEQwG6erqYufOncfqFj5UvLmpu0NdIpFIbzbOPfdcVFWlrq6Ojo6OHoI4kK6HsmvXLqLRaL/11eiNaZqYpomu6z3eK13XCYfDxOPxj4VPWFZWVtoUnZWVdUSVODMCwlHGe1m6f+DQkgF11zwcSrGU/vKS+nw+Bg4cyGWXXUZWVharVq1i6dKlaRX6/vqvv6s7W1pa2LVrF6NGjeL888/n3HPP5eqrr2b+/PmICK+88gptbW34/f4+8yH09/4BVzuwdOlSSktLGTp0aLpQm+M46UI0+2Jf72x/xrbtdAE9z1G6e86I3nNZf5lnDpfec9DHrT9yc3PIzs7B5/MdcdsyeRCOMgfKVtf9//Pz89OOU92/7+1uCgoKKCkp4e233yYej2MYRg91qKIoFBcXp80TH5dMXoeLiNDU1MRTTz1FQUEBCxcuZM6cOfz4xz/moYceYtKkSRQUFKR3hN3v17ZtTNMkOzubgoKCHjkT+hPe7s/rB8/PZfz48UydOpWNGzfS1dVFUVERNTU1mKbZQ8Ds6OjA7/cf0a7i486rr77KihUrAOjq6iKZTKbV5StWrCAYDKbfJcuy0qYHEbfUejKZJBKJUFRUdCxv4yNBRGhpaeGNN95Iv3PenDRkyBCys7OJxWI9HDZt20bTNAYOHNhD1d7f8bRNlmX10FDatk0ikSAYDDJ48GDg2AoNgaDvsMwJfdF/Z4ljTO+Ihe7HvMFTUlJCcXExqqqmJynLsmhra6OtrY3CwkLGjBlDdnY2O3bsSJsjRKRHuVDPe/2TjmmabNy4kWeffZYpU6Ywbtw4Lr74Ym677Tbq6+tZtmwZuq6nE9l0r8MejUZpa2ujoKCAYcOG9bCZ9icKCwsZPHgwlmURjUbT4ykrK4vCwkIcxyErK4u8vDwaGxtpa2vr8f3du3czevTofp1Qqrm5GZ/Px+rVq1m6dCkvv/wyNTU1NDY2smrVKtatW0coFGLQoEE4jpM20Xl5OJqamsjOzk5P9v0Vz6dl7dq1tLW1cckll6QdEC3LorS0lMLCQhoaGnq8ax0dHfh8PsrKyigoKDjGd/HRkZ+fz6BBgwA3HwK4YyYWi7Fr1y7C4XA6ed2x1NQdzaUgIyAcRboLBd0HiFc3vPeubdy4cYwdO5bOzs60s49pmmlhYNiwYRQVFVFYWEh9fT319fXpc7Zu3Ypt25x77rmEQqF+oQ61bZu2tjbi8TihUCh9/KKLLmLQoEFs374dXdeZOXMmpmmybds2YrEYiqKwdetWamtrGTx4MMOHD//YZDU72gwbNoyxY8fS3t5OVVVV+rknk0lisRj5+fmMHDmS4uJiEokE27ZtSwuPbW1ttLe3M3fuXPLz8/utFuHMM8/k6quvZsGCBcyfP58LL7yQ8ePHM3jwYE4++WSmTJnC+PHjKS0txXEc2tvb0/3Y2tpKe3s7o0eP7jfvVV+ICO3t7axevZqqqipmzZrFmDFjiEajVFdXU1NTQ3FxMWVlZWzatIn29va0maa8vByfz8fEiRPJz88/1rfykTF06FAmTJiAruvp6A1wBaYdO3YwZsyYfid490897DGmu0rXC0GLx+Ps3r2blpaWtFfwkCFDmDlzJq+88gpvvvkmWVlZtLa2Ul1dzahRozj11FPJz8/nlFNOYcuWLbz++usUFhYSj8f54x//yIgRIzj11FPRNK1fxGz7/X7KysoYO3YsmzZtYuzYseTk5PDBBx8QCoU4+eSTCYfDTJs2jSFDhrBixQqGDRvG4MGDWb58OaZpcuKJJzJo0KBPvLmlL0SE7OxspkyZwurVq1m2bBklJSUUFhayceNG6urqmDJlCkOHDmXWrFm8+eabvP3220yePJlwOMySJUvIysrivPPOIxKJ9Lv+8Zg4cSITJkwASGuaysvLSSaTnHPOOZxxxhlYlsXMmTNpbGxk7dq1FBcXoygKW7ZsYdiwYcybNy9ta+5v/eQ4Ds3Nzfz973/nr3/9K6NHj2bLli1s2rQJn89HeXk5s2fPpqSkhAsvvJCHH36Yt956i0AgQHt7O8uXL2fEiBGMHTuWQCDQL/uoL/Ly8tI5INatW0dpaSmhUIiKigry8/O55JJL+l32zUyq5Q8RL2nNunXrqK6uJicnh5KSEoqKigiFQmiaRkFBAc3NzdTX12NZFlVVVXR0dHDeeedxyimnEAgEKCwsRFXVdHjfzp07WbVqFddffz0zZszosVv+pHoUi0g6sVQgEGDNmjX4fD4sy+LFF19k6NChXHnlleTl5ZGVlUUgEKCyshKApqYmysvLmTx5MvPmzUungP0k9sPBMGDAAAzDoKKiglgshoiwadMmAoEACxcuZNCgQeTl5TFw4EA2bNiAZVnE43EWL17MZZddxpw5cwiFQv22j3qnWu7q6mL9+vWICLNnz2bIkCFpP46uri62bt2KZVnU1dVRW1vLWWedxZlnnpnW/PW3PrIsi+rqahYtWpTWRG7YsIH333+fyspK2tramDt3LsOGDWPEiBHs2rWLuro6/H4/GzZsoLm5mQULFnDiiSem/Z/6Yz/1RlEUcnNzsSyLzZs3k0gkaG1t5f333+eMM87g3HPP3cv36ZPeJ4r0Vx3aMaK37Skej7Nt2zZ27dqFz+dj8ODBFBUVEYlE0tJmXV0dW7duTavLBw0axJgxY9IqTk8duGnTJuLxOJqm4ff7Oe200/Yq8/tJfFG795mIEI1GWbNmDZZl4fP5ME2TsrKyHqaDRCJBeXk57e3tWJZFJBKhtLQ0nXDqk9YHB0P3cdXS0kJlZSWtra1EIhFCoRAFBQWUlpamz0kkEqxfvz4d1WCaJmeffXaPXV9/7ydwTXLV1dUkEglGjhyZzifi1TnZvHkznZ2dqKrKgAEDmDBhQg9VcX/rI9u2aWpqYuPGjdi23SNM2pt/Jk2aRCAQQFEUGhoa2Lx5M4Zh4DgORUVFaT+WT/K8c6h0z2RaVVVFe3t7Oh/LlClT0jVgPuk1cbqTERCOMocS/tK7ZKqXEdGbwLvjDbxkMomI9LDR9+aTODC7CwlehIJhGMTj8R7FrXrj9Zmu6z0iGz6JfXAwdJ98vPFg2/Z+vckNwyCZTKariH6cQ7Q+bPY13SUSCRzH6bMfj7c+8ug9Tjo7O9OaT+9Yf1oMD0RvzZRhGJimSSQSSZ/T3/ohIyAcY/qqwrivR9LX3/ujo9nB3H/vnUv3tMH9WUDoTu9+EpG9NEoex0N/HA7euOk+tvrjO3Ww7Gtj0vuc4+Ud605fc3X3v0H/m48zTorHmAMl/unN8br7636vx9N974/eAmN/m5yOBZmxlWFfHGgD1x/32hkNQoYMGTJkyHAE9FdTS0aDkCFDhgwZMhwB/U0w8MgICEeZT7oJoL9KwseSzJjIkCHDJ5GM0TJDhgwZMmTIsBcZDcIR0tfu0PPy/aTtHPfnpZvh4OmdantfZb/3FUPeu2aHd85HTV/3kRkXGTIcP2Q0CB8Cn+RJ9HgMX/owUVWVRCJBdXU1u3btOtbNOSz6qiOSIUOG/k9Gg3CE7K+c8yeNT3LbP44YhkF1dTX/+te/qK6uxjAMZs+ezYIFC8jNzd1nLLX37+3btwNQVFREOBzuM4yqr2e2Py3Qof5NURQaGxvp6Ohg4MCB5OXlHfC+M2TI0D/IbAsyZPgQ8ArivPbaa2zevJlx48ahKAq//OUveeyxx4jH4+lzvfLd3gJtGAbr1q1j5cqV1NfXY5pm+u+9P72PexX3vE9fSW72dX5f1wWIxWKsX7+eVatW0d7e3qPNGTJk6L9kBIQMGT4kurq6aGlpYeTIkVx66aV89atf5ZprruGtt95KF5rqnW4bYOPGjbzwwgtkZWWlyw579KVF6O0r0JvuQkDv7/RFb03GoEGDKC0tZevWrSxbtgzTNA+hFzJkyPBJJWNiyJDhQ0BVVXJycsjOzuaNN96guLiYuXPnsnDhQoqLiwkEAnt9R1EUmpubWbJkCdnZ2UyaNImCgoJ0VUHvnAOxr3MOx4TkOA6BQICxY8eybds2Xn/9dQYMGMBZZ52V8UvIkKGfkxEQMmQ4yni784KCAs466yxisRjPPfcc77//Ppdffjlz585F13Ucx0lHu3j/Xb16NW+//Ta33HILw4cPR9d1mpubWbt2LaZpEgqFqKuro7GxkaKiImbOnMn48eNpbm7mnXfeobOzk9zcXHbt2kVtbS05OTlccMEFjBgxgpaWFt5++21qa2s5//zzWb9+PRUVFQSDQc4++2xyc3NZsWIF27dvZ+jQocyaNYsRI0ag6zrhcJgTTzyRd999l5dffpnp06eTn59/rLs6Q4YMHyLanXfeeeexbkSGDP0Jb8G3bZvW1lZqamro6Ojg7bffZvPmzUydOpXBgwfvVfSmq6uLRx55hJaWFi6++GKKi4vT5XYXLVrEs88+S0dHB7quU11dzYoVK2hqaqKkpATTNHn++ed56qmniEaj5ObmUlNTw5IlS6irq2Py5Mnous7LL7/Mww8/jK7r+Hw+GhoaWLZsGR988AGJRILdu3enNQWGYTBq1Ciys7MREQKBANXV1bz++uuUlZVRUlJyjHs6Q4YMHyYZHWGGDEcZRVGIRqOsWrWKP/zhD1iWxWWXXcbFF19MeXk5zz33HIlEIq018ASF9vZ21q1bR15eHqFQKP237OxsNE2jtbWVvLw8zjnnHK688kqKi4tZsmQJy5YtIxQKoaoqW7duZcCAAcydO5fLLruM0aNH85e//IWNGzeSk5PDoEGDaGxspLW1lenTp3P55ZdTUlLCW2+9RVdXF2eccQaXXnopkUiEd955h4aGhvR96bpOIBCgsbGRDRs2HMMezpAhw0dBRkDIkOEok0wmWbt2LQ899BBbtmzhrLPO4rTTTuOiiy5i6NCh/P3vf6e5uXmvnBOJRILW1lYikQg+ny99PDc3l4KCAoYPH864ceMYP348p512GmeffTaqqlJZWUkwGCQ3N5esrCzGjRvH6NGjOemkk7jiiivw+XysX78eXdcZPHgw2dnZjBkzhmHDhjFu3DjGjBlDJBJhxIgRlJWVMXHiRIYNG0YsFqOjowPYkx/D5/MRj8fZtm1bv6xelyFDhj1kBIQMGY4ynZ2drF27ljVr1jBx4kSmT59OVlZW+rNjxw6i0Wj6/N7Og92dEmFPBsNAIIDf70dRFPx+PyNHjmTUqFE9ohN0XScYDALg9/uZNGkSQ4cOpaGhIX2eoihEIhFUVcVxHFRVJRgMEgqF0DStx/U8PwmvPbquIyI92p8hQ4b+SUZAyJDhKBOLxWhqaiI7O5uJEyemF9VkMkl7ezvFxcVkZ2cDPUMKPUEgkUhg23b6eO+cBd53NE0jGAyi6z19jbsnPNJ1HU3TyM/PR9O09HX3df3e4Y+9hRfbtlFVlXA4fDS6KkOGDB9jMgJChgwfApqmEYlEGDBgAOAKDRs2bKC2tpZPfepTDBw4cK96C8FgkIEDB9Le3o5hGHtds7sGwLZtmpqaiMfjDB06dC8hAsA0TbZt20YsFmPs2LFpjYFt23st/N21BvsKXxQRLMsiEokwatSoTObNDBn6ORkBIUOGo0x2djbDhw/H7/ezdetWmpqaqKysZOnSpQwfPpzzzz8fv9+fPt9b3AcMGMAZZ5xBLBYjHo/vtZPv6Ohg586dNDU1UVtby+bNmyksLOSMM85In2cYBo2NjbS1tdHQ0MDq1aspKytj6tSpWJZFV1cX4Po7mKaJYRgkEgksyyIajZJMJonH4ySTyfTfLcsCXIEjmUxSXFzMySef/BH1ZoYMGY4VmTwIGTIcZSKRCCeffDINDQ3U1NTw2muv0dXVxZAhQ7j22muZNm1anw5+kUiEefPmUVFRQV1dHaWlpUQiEcAVEGKxGBUVFbz55pvpVM0XXXQRU6dOpbOzE3AFhC1btrBmzRra2toQEW666SbGjx9PZ2cn7e3tTJgwgVgsRmdnZ9oHYfjw4XR1ddHW1kZ7ezuRSISBAweSSCTo6upiwIAB7Nq1i5aWFqZOncrkyZM/ug7NkCHDMSEjIGTIcJQJBAJMmzaNYcOGsWbNGpqamhgxYgQXXHBB2rTQne6q+vHjxzNz5kzWrVtHSUkJY8eOTf9t4MCB5OfnE4/HURSFs88+mylTpqDrOp2dnYgIwWCQ7OxsWltbMU2TBQsWMH78+LR54IQTTuDmm29O+y2ICLNmzWLatGlkZWWlnSHnzJlDPB5n4MCB2LZNNBrlnXfeoa2tLa0B6W0iyZAhQ/8iIyBkyHCUERFUVWXQoEFceOGFe/0N9m3nLyoq4oorruBPf/oT5eXl5OXlUVBQgIjg9/uZPn068+fPT3+/u9OiiKDrOpMnT+Yzn/nMXnUe8vLymDNnzl6/OWLEiL2OlZWVpf9tGAabNm2ioaGB2bNnc+qpp6KqakZAyJChn5PxQciQ4UOgdzTAgQoqdT9v5MiRLFy4EMdxqKmpoa2tjUQiQTQapbW1lWg02sMZ0dMOeMJCa2sriUTigAWZ+vp7X8eamprYvn07Y8eOZf78+fh8vkwlxwwZjgMyGoQMGT4kuu+uD3WnPWLECAKBAM3NzVRWVmKaJgUFBdTV1VFVVcXEiRMJBAKICIlEgrq6Orq6uhg7diwNDQ1s2bKFsWPHomka0HcVyL7a1NcxEeHEE09k+PDhac1FplBThgz9H0Uy6dAyZPhY0f2VtG2b6upqWlpaALAsi8LCQkaNGpWOhEgkEtTW1tLQ0EBWVhaJRILCwkJKS0vTuRWOtB2KoqS1Bp55wTOlZMiQoX+SERAyZPgYsz8TARxZ+ecj4VB+P0OGDJ9MMiaGDBk+5hysDN/Xop1ZwDNkyHC4ZDQIxzmO42CaZtoJzjAMbNtOZ+XzUBQFVVUZMGAA2dnZPRL9dMe2bZLJZDrhjmmaWJbVw/ltf0POqyWQm5ubzgHQva2GYdDV1UVXVxemae73Wl6bvZTE4XCYYDDYo+22badj/WOxGKZp7nUdTdPw+/2EwmEikTCBYAD1SPx7HQccwXFsbAVE3FwEqqqCqh742raNYxhYRhI7mUSSBkHTRBUBx8ERBQcFR9FwFAXx6eDzoQd8+AJ+0DVQVfAKQjkOmCZ2tAsz2oWSMNAABxAAXccXDqGGIxAMwj6e/SFhWZBMYnR1kYzHENNEFdBVBV1V0TUNfH4IhyEUctv6EZkzbNvGtixMw0BRFDRNQ9N1t03HqUnFtsG2LXRdP6guMAyLzs4uOqJRbNsdR6oCPt2Hijvm7VSdDzc8N0BWVoRwJHjYb1b3LKGJRCLtf+Pl+ggEAhmT2CGS0SAcx3hZ9BKJRDpzXvewud44jkM8Hsfn86Ur+3X/m2EYmKZJLBZLZ+DzhA04uJ2wbdsYhkE8HkfTNAKBQI9dsCdAeBNBdyGhr7oGoVCoh2DQfYLw7t3LHNi9PgGQvkevkFEwFMTn9x2+cCCACFipmgoqKAKa5vajisJ+A4u8hTyZxDaSOLaJkzTAshHbSf+GCjiqiqKqKJqGFgigBYOougY+DTQVNA28ftU0QND8fiTpA9UCx0FJN1kwDROfmkDVfaA7R75QqiooGprPh276sGwbxXEQ3LHkKKB2TzctAgEfKNqR/e5BNU0FXU/3j6qqe9W7OJ4QcVOFi0AwqOLzqexPMWXbEI8n6YrGMC0LBR1/MEA4ECTo96MornAM0Na+G9u2icfd8ueqphIOHp4A6r3ziqIQDod7hAJ7f89waBy/o/44x1uEvfS6B1rIvWOGYRCLxdxdlaahqiqWZZFMJtMLrmma2La9X2FjX4hIasKIp39D1/W0NsBL5APuzt7TUvT+HZ/Ph9/vJxwOEwqFeggzlmWRSCSIxWIkk0kMw9irrbquu1qDUIhQKEQgEEjvSA4Z77K2heMIAmiaCt4k601c+5p1HceddQ0DJ5nEMZLg2GBYaLYDIoi4O35wF39F11E1Hc3nQw0GIOB3BQFN6XtxV1Tw+dH9ATBNrKThCgeAIwK2jWJZ+A0D/EdhN6+qoKuugODz4VgWjrjaGwWwbAcFQSFValpTURFXk6Cobl99SOaT7mPNberxu7CIQDLpagPUVJVRVQ2xP3nJ00halqtx8PtCZGVFCPkDvZRWezYklmWlNh86Qb//sIdXX8/seH5+R0pGQDgO8cwK3uLomQAOBs+E4C2WmqaRSCR65PT3YvS9ifZQY+Zt205rIrxdv/d73q7eU/0qikIymUz/zbuPQCBAOBzG7/f3UDV6pg9Py9E9n4DXXl3XCQQCRCIRAoFASq16+JOM49iII4i9R2uQ3sEryh5BoTcpk4EnGIhh4BhJHFffi2LbqMKehVzREFVF1XW0QNBdTP1+d+ftCQf7wts1B1wBActKCR6S1iJYloViJPEZPrfdhysweWiaa77w+7FN0+0nERwvQkIBxbER04C4imbbqIaB6vO7be3eh0eZ7iWuj2dEUpuJRCJdGVTXNVTVXcSdXsokAQzDJGmaqWqiPnKzsghH/GhqSoFmg5E0iMZi3bR23bV/H+ktZtgPGQHhOMRbED3bume7OxghQUQwUrZZTwjwhIzugoZnU/cm2oP1QfDobmrwJqbueMe8DINe6J1t22iaRigU6iEYdNcaeFqO3iYJXdddU0IwmNZAHIlq2WuP4zju9l5NLTyq4qrQ1f0sQCLuQp1MYicNbCOJmBaKbaM4rjpexZUtHMAmJeD4AmgBv2u39/tSC6m6byGkZ6emBQQlmXR39YqnRXC1GJZp4ksm3UU5EDiy2VzTXCHGtl2hxrGwbAtst7kigpJaUSRh4phuqWmf30L1pe7N+3yIGoXjGVdGdVBUFdt2zYjJlMCsKCqmaRAIBNMaBcdxtT/udxQCfh+RiCtM2A4YSYdYIk484QrpCqAqKv6An1DKlJfh40NGQDgO8Rx2uu+QkslkumrfwWT78/wNNE3rYU7wdva6rqd33p6vQF+q/P39hqd29Bbq3kKC52Pg/buv2HzPbyIWi6W1Br3j+1VVTZsTsrKyCAaDB+7Eg2q/mVL9u4KUru0xlez/y4Bh4iSS2MkEjmUhjgVWSjgQB42e3goWoPh09IAPwkEIBVM77ENsuK5DKIRmGCRisVRzBESwHRsME0NL4Pf5XC2Dz3dkC7Omgaahp2o72AKO2ODYrgAkoCoKimXiWOCggGWj6SaqprrahGDQFYK8VSqzBT1qKIorjIcCQeJJV1OoaRp2alNh2zbZAqFQEE1zBQoRB0kLCK4/gWlCNBonGo+TNJI4jo2qKKiKQigYJCsri0hWkP3JzBk+ejICwnGIt7v3Pt5O3BMQDgZvMe5tPvDU84FAAL/fj8/nQ1XVdJlh3iiN2gAAIABJREFUzxxwsHimC89ZsLfat3dIX3dNhWEYRKPRdHRGX6YO77qRSCStOTgynJSZxWsUqYlQQ9GUg3NwdATHtDCSSUwjiWK5OoL9vqyKiqMoboSCz3d4wgHsMR0Eg/gsB8syXH+HHvdnoicSqN65R2JqUBTw+1EVIaBpqKpCMpbAxnGVLt49iKAKII5rgrCU1OJlohlW6r61tNmCVETIEZtBjnMUBQLBoKuFsy3MlCYuEY9j2TaqqqEqSt9CtYCiqESjSaIxV2tgWTZK6qEGAgGys7PJCvf0aXAciMfjKfNeRtg7lmQEhOMYVVXT9nxwnYb6CvPri967cHAXWy9qwO/399BSZGVlAXvMG70jBvZF98gJzyTS1zmWZaXbryhK2lfCM39011x4gpHngNhXhMOhImKnTApON/O84jojHig6oTeKgqrrKLqGmAqSuoKN4CDpKwmQXv40FVHAEjmyl9pddSEYxA9IDNfvISU8Oo4DpoWtGW5UhBf6d6RaBAKg+fBpGqJoJBNxxHEDLS3bQUtFVSCgOIAjrlDkmIglqH4dOymouuugKaqG5usmLGmZqe5w8GROEBzbdj/s8dFQNRWfP9BDadPd9yja1YnlKDgi2I6AoqBrGpFwmEg4TDDYM2wynjDp7HAjG/Ly8tD1oxBSm+Gwybw1xznd7fiRSIRoNHrA/AL7uo7nGOjtxHuHJ/r9foLBYPraBxISvPM8r2hPSOhtalBVNR354BUp6u4s2T2BkCcYeBEO3U0hh4d7fScV7O35HIqApqqQ9hQ4BFTAp6EFfKi2D1NsNFEQRUFBQXEcFAFFBNtxsARM20JUBdVx0J2Uc6N2mPekqq5zo22nBAANFDvltOjgOIJtGajJlPOo5wdwJHiaCMfBH3IXetMwcGwbVbEQw3AjGsDtXNz/cRwHxMZK2FiOg6a7jpqKz4fm6PhSPh+IZHwUDhPbds0DdjcfIhHBp+sEAwFysrP2LPKpca+pKrbjEE8aiLhCrq5qhIJBwqEAoVCoeyQpAImkTWdnJ9FoNBN58DEhIyB8pDi0bVpN7eBZTClIvQDRal594XUai89kwRklHLn1+9DRdR3btgkGg4cdouhFF3hmhd6mAM/O333RPhQtQjKZxOfzpU0W3a/vOVl293PobU7QNC39fU/L0ZewcfC4sdyuo6a7m/eEg7RgcEQOfCqq349mG5i2hoKGhhuIoAjg2DiWg21aWI5gi6A4gm2ZWIkEekp1v9/Ihf2hquAP4A+5dmYcG8e2XCFIQCwbi1Q0i6YfnagGcNusKOip8MdkMol4oWviRoIo9DQlQSrywXGwLNnT75qCz7uXDIeFCCkHZBMnlXtE0zT3/VIU/H4/SrfudfNv+QgEAliOg2GagPvuZ4UjRMIh/H5tr6Hi4JofjaSRLlt+POee+LiQeXM+Mix2rPpfvjD/ZhbXpBYv632evu93rN5RwR++MIevPt9+zFrnLe6eQ+DhhHj1Nlns6zd8Pt8h79q9KIR9JTTq7lPROwOkl1wpKyuLnJyctObgcIQDd1FycFIe9+5vOahKauek6e6Oe1/35oUuut5c3aO7euGaGTS/H1/Qj+b3o4dC7iccBn8Qx6djKW5EBIrbNscwMRIJjHjc9Qw7kqrMuobi9+Hz+12Th6K4E0YqL4JYNqZhQDKZDos8YhRlT3hmKIQvFEIPBPGHwujBkBuhkcrzoPQIFVVQFFdb46Suo6gaiu5LaUAy2oODwfMr8h6lq3hxc48EUmbD7nOEmwPFTPvceAKC3wsPVhQUwO/zEQwE08JB96FiOxCPuRFLhmmkNxMZLcKxJyOifWToDJ19DedMeJL69LHhXPgf/0V20KY8/gbf3RnHYcAxkdq8lzIQCKRNDIdiaujutLivhddbrP1+f9pn4IChj9FaKltyKR2Rg2maPaIael83EAiktR9eCKZ3vK80y4fKHq2HKxSgOOlwL1U1qX93K9qkiQzuay3yBANvIU0tWA6g6jpd28rZlT+B0QO69Z2ioukBAkE3YZCupNT9DuiaiQHpLIqq4yCOYFs2DkZqdxeAIzHhKgroPnzBIGJbYJuIuCGb7i3YiOPmZMC09jgIHindFn3VS4/ruEKJahg4prUnra7tuJEN9m5qyyuo849g0vjB5Og+N+mTpnN43pofU+x22rpyyMs9+rOEbdvpUGVFUdE0Vzvg82luivHUszAtm3g8lnZY1DQNTVXx+TRU1aGrowM9FCbg92OaBp48b1ommqGmHQ81zcu6GCcai5E0kiCC1VhJVc50CguP+i1+hCSof3cL2qQJDP4EyzkfvoDg7GT93/7Got8/wWs7TETNY8zMSQzWTaKt26io3EksNIfX/n4HtU99njk3LyFw7WO88vMFFH7MOjZR8Ufu+Nb9rNKnMS2rktcqC1l4zwN85+zBB7eoq2rPjaWeRbYORMt5tfNCvn/rkF7XcWjbtITHH/8b77VCKCtC1uAZLLhiEpXLm7nqhjlH1STRPbWwt9AebGRDdxX//jQQnqrf7/enzRl9Cgd2A6uf+Dn3/eYFopc+wXPfnoqe+o1EKmlLdyHBa7enRTAMI33MEwwO35yw5x4dxwJVRVEEFQ1V0+h8ZxE/vO07/HLNaTy+YxFXhFNf8IQCTzCwLNKzpariiINZt5Kf/+QOfrI4xg3/XMu9s1PhialFTdN9e9SxSrfgRk1FTSUWUpImmAaKCCI2juHgqCpmIonPHwBd4bDjxzQNfDr+gB/FcrU3TkrtoYikHBZNNF0H6ygJCB6ew6S35bRt8PtQTRPVdtAtC9sSzK3P8p8/f5ehZTYv/Ppxtp78I1585HrG+/09NDlO2yaWPP44f3NfJiJZg5mx4AomVS6n+aqrGbnycZ548lleqerCP/J0Lr3yGq65aAo5dSt54sk/8Oelm2hTi5h+0UKuvfZKZu0188eo+MczLH56MS9/0IUSzKMwT8OigAlzP8vNN3ya4YHu5xvUv/Ykjyx+kwZTwU6YhMbM5fovX8mMgr1nlGTlX3hw0W5O/8r1nJK+RD2vPfkIi99swFRsEmaIMXOv58tXzqCPS+yzD8a9/wp18y9k8Mo/8Mc/v8hrW6L4R5zGpVd9lusunkZu0xr++LTbB80ykEnzLmT+BecxOd9J+wepWghVBbP8ae77VxEL/+18inw+kmKTSBhYlpN6L3VU1RXevfBj23YFE5+6k2e+eRE/DP+Mmpf+7QgW1wPMnVeP5PWnnuapxS/zQaegBQdQODAMhkWgcAzTPnUJ1yw8heI+BOz9j6MbOKniaX5427f2ng8+ichHQlJW/8dE0UHwf0p+ts1OHbek+Y175byyq0XElHfunikhRZHsOQ9KtfXRtOyg6fynfH2sX7ThX5aX4iJib5MHzwqJWnCx/K7ePuDXXRrlN/NnyPfXmHsOJTfLs7dfIdMHDZG5D7wn6b/YDfLyD86SUZOukZ+vqJNE6nBX9RK5fc5gCZ39c9nR62dt205/DgbHccRxnB7HLMuSaDQqO3fulJqaGqmoqHA/76+Wvz67TMq9/+/2qayslMrKStm6dau0tLRIPB7f7+/ati1dXV2ya9cuqa6ulsrKyr2uWVFRIZUbF8kXT/DJCTcukvdSv1NTUyMNDQ2ye/duicfjPe7VcRxJJpPS1dUl7e3tEo/HxTTN/bTk4LBtWwzDkGQyKclkXEzLEFtMccQSEUdEbNn5q7kSyLlCFkXTjRFJJkU6O8VqaRGjsUmSO3ZKsr5BErX1YtQ3SHJHg0Tr6qT1ua/IWH+pfPPlBrGjHSJmMnXd/TZKJJmUeHu7RHfulK4tWyRaWSVdFZXSUVElXTXbJFm/S6QzJpI82PHZ7fIt6+XtzamX0LFFYp0iTTskWbNZYhUVEq2okERVhSS3VItZWyvmrkaRzi4R89B/69AaZrt9a5oi8YTI7u3y5IIhcsH9myWxc5dsX/xdueb6B2VjW1TE8PrQloaXfyBnjZok1/x8hdTteZlkye1zZHDobPl56mWK/+1GGaKF5KLftfX8XfMt+e4kn/hOu1c2H2Buij77WRmo5cu1f46LSEK2LfmGzMj2SfHF/ycfeMMxWS2Lbz5Jys6+XV7almqQ3SJrH7pGJpxwjvxoRbN070mr5km5ceHd8mbXnmPJ6sVy80llcvbtL8meS6yVh66ZICec8yNZ0dz9Cn33gd1RJX/6j09LYfB0uePNze47/7srpVANyJyflktzc7t0dcXFcfb0gX7qvbK+LSY7Gppkc/U2qd5SK7saWyUWM9KjtvVf35ELPvcHeaelU2rrmqS6pkGqquukqrpOqmvqZev2Btm6vUGqqrdL1eZtUrV5q9RsrZPGxhZprXxLNmzf/xyyXw567ozKc9cPEi33cnm6M3VSfIe8+fitcuZgn+RO/bIsruk+fxzsOOpjPviE8hHt0VUCfv9eij6nqRlOvpW7b5gI6Ez5/t9Zv+pNNjx7Cyd8zMKXk2ue5YXNBhJroSUKqIMoHZ2P0r6WVe8eXGhgn/hHc8ldi1j5l2tp+uMLVNsAFuUPXsuVP4tz45O/42tnFONtPCInzOeuxY9wfUEHramNt5dQyIv5P5BpwLIsYrEY0Wg0nR7Zw9vhB4PBHtXP4u89zs/+VENfboWSMi/0LtS0L7xETV6Ng95Oh+nrqjnkZO0Zot5vJBIJOjs70xUYPcdEJeU05SU88tIkHw6SioTwqlG6faOmNBEqCq7joBfCmJUV2TO+LQsSCZxYnHhnlEQ0jhlLYBkmZsLASphY8SSScNMnq5EsclTBikcxolFIJsBIgr0f7U0q0sAXDKH7Avg1Hz5FQUPQcHfblmVgxmNgGmAfin9AjDUP/IDfVqZ+X1FB84MviN/nd8s5QCrHs6vqt0wTyzDBOhKnh4PAC6nUdbe+hL6Bf74VI1JYQCCURfG5P+CJX9zExHDQ1ZwAVvmDXHvlz4jf+CS/+9oZFO95mZh/12Ieub6AjtTLpGZFCCsBwpFeW0cli0gYlGCY8AGUMVpONlnpkIsAI+bfzR2XF7JzyX/xv8uTQBcrb7+UGxYP5TuP3cG5I1INUvOZ8aX/46HP1HLX5Tfw6JbU22Zv4eGv/QS57hZmeQVOu1Zy+6U3sHjod3jsjnPZc4kZfOn/HuIztXdx+Q2P4l2idx8M9QvxeJw2I49ZX32QH1+aQ1e7+x4r4RAhJUAwoNIVjRKLxTFNByHVB6EwuX4fgZQ/kUgqw6JhYBru88/79He4kZ/w3ad3kZWTQyQSwuf3uRkZU86LRiqkWtM0wuEweXl5DMjLI2/MTE4cfri60UOZO3UG5GahKNqegJ/gEGZ97n9YuuROJtc8whc/+z9stPruw32Po17zwSeYY+iDYLFp0dNs/eK/c/7nv4C9Yx3/eKfRtcm+v53ik0e4D9Zu4Z0XFrN0QxPakFLKhufhV0AtmsRJWdtYs6UTQSW37FRm+D/g1Y3NOCgEh03nU5OLMLa9xfLyFhwUQsNncMaoVpY+9hdqSq/h5nNHogGdH7zI039dR1veNC686kIm5u7dWi0vjxwVnNbn+M9bnuCkR8+hrr4NGTCPU6ccaXIdCI+fxLQxAYo0oO057vnJcpw5j3DTpD50XPnncesXNEzbwbCtdEpiy7JQFKGjppbo8GmMlq2s2dhK/uSZlOVp6RoMrZvXUU0Jw8wPqIyP4LRpw9yF1G5jy/qN1JoDGTVxFFkBG9s2qX/jIX7wjYd5d/QtvLYiwLBJJ1OWrwI2u2vLqdppk3fCBEYX+Ekmk8RiMXQ9Sf2mZsKTx5PbtIm11VB60kSKUrfTXUgQEZLJ5J7oht3b2VTVjH9oeC/zsYjQVb+J8prdBEumcHJZEdkpXwMAo+kD3t60E2XYiZxUmkcPOTN1f3VWIeOmj3Pb4jSw4Z/v0GBBpGQWp4/PZefb/+Dt+iTKgDJOnTWKCOB01vBBaxETR1lsXlNOa/5kZpbtub6ScsYimcBxDOyEgZnsYMfG9VS2+iiZMImRWSqK4zonKopD29b32NiiMyLkpNT1SZykhgXofsd11gsCqsLuLevYUKcxYnIJwUSQIUMigENsewW7wiMZ1bGVNRubyCkdz+iclJe57WDGEyQbK3inLkZgzEymn5Dbw4y1V385Tbzx4Je57t7VjL/jZV4KjmLGpyZRaDTw3haYULCbDzbuAHaytdmE8DBOOrmMnKZy/rl5NxIYzIS5n+aELEBJUP9eDfrE8QzsqGF9eTtFJ05jRAQwGilfW4ExcgZTiw+gg+3ruQFG3Vr+tX41m9tttKoVLH1tIGNOmU1pWO0WXdrGc/f8hOXOHB65aVIfLhn5nHfrF9AOSYA6VAKMKhmC6lTQ2GjjbPs9P/zVRsILbueK4b33aBFmf/4qJj94N/fcv5zrfnk21j/u5b4N03lgzoDUOQ7bfv9DfrUxzILbr2DvS8zm81dN5sG77+H+5dfxy7PjPfpAdxxiqeyi0WgUkSzO+MLl+BR3oTb8uhtSqumI45A0DGLxOCGfnc7J4fPpBCSA7biJq6yUf5Cu62h6AE3N47zLZvC1W+9n9Wd/xelhBb/P724ebNut45AytwWDQcKhIH5/ypyWqOfdLRqTJqRMt9HtvFsbYtK4XJo2raWaUk6aWNS3e81Bzp0HetzhGf/OXdf9lnN+8yA/e+lmfnuheUjjKD0ffMI5ZlZ+q/ZZfvrYBncyHDwEbdAIup65iYsuuIAF332eFgcwNvHrS6cy88qHaZ/zRc7r+i3XX3gh1//XYpa/t5PQUPjHty7mggsu4pYnatCKBlJx/+XMv2A+V/9sNQYQHDKQivsXMv+CC7n2p09w34LTueSW7/HNbz/MBstm+5++yKwz/osdZ32e2ZXf4/QzbmHJrr13QfrkL/CNi4fhw2TLMzdy5ukX8+CWs7j7jw/xuaEH040OTe+9zJqaXWxcuY4dFtibf8tNl36Vex99jF/+ahfzv385eUBsxfO83KgyZubJfdoRRVRGz5vHaGdPRcZ4PE6sZjkP/ft5TDz5Czz4xB3MnTaLeXNPZfzo0/n+P5uI1r3GI1+fy9TpF/OTRx/gxgXzOW/ul3m0LkHz6/dz/cLvsOi9Wqpe/A7zpl3I/W90oOtxWjpzKcgGx4jR0dlJwgI63uGxb3+d+16spKHmVe679gI+//NVNJomu976A/8+bxJl59zNU49+hfPmX8Nn509j0oJfUZE2wavpvAjeTl9RElQs+jZf+N4iynds4Z8P3M0z1d10Fk4TK3/1A+55ZjXvv/si9yz8NBf+8FVaFA2VFpb/9/V8/t5/sLVxI7+8eCwnfe05dqQeZfvqB9L3V/m3b3PmhHnc+c9GHDWfkpGtPPWVBdz4fxsxUckenE/Frz7HZ765mFqrnpW//gqnjZ7Ctb98mjvnncTseXM5dUIpZ9y+nPY9DwXEhmQSK5Yguf0l7vnm7Tyyqpx1f7uHeXMu4wevNrqpoOMV/PZbn+Mrz2xix+Z/ctddz/CBjSs8GBZmMoERj2El4hBt570HPs/X/7AVK1nFkzecyuWPbCVZu5yff3EWIydfxy///GPmnX8h8z57KZPnXs3db3W4k5O5k2UP3MY3Hn2Vd99azLfOLOO0b79Eo+P2ZV/9Vde6g9acInLFIRltp72tgbWP/ztnjylj3o8f494vXcwpl13Gt94O0bzkDi773iI2Gg5qdhEDqx7hs1d+k6erumh/+2n+45xSSs+8g0V/up1rr76eL1x2CuNn3cqLa37PVxdczk1fvZrTxp/BD16L7vOt2edzA8SIsrs9ioFgxnbT3tlBQsHd9njvTWwFz7/ciDpmJif39TIBWtl5nDf+MPZK0Wpefeb3LF65lcT+znOaWPP2FuzQdE6ZEaBj+TLe6FIZM2UKfVUe0EunMjlPqF2+jHeNTpY9+Vd2jJvJzPTJHSxf9gZd6himTOnzCpROnUye1LJ82bt79YEnxMfjCRxH0DSNyPjzWTAjn5ycHLJCPhQUVN2HTUrjGI+TNCyc1MKqaeAPBAg6O1jzt7/w/OptdKS0e6ZhuaWhZ0yjrP5Znn41SijkI+LUs/7l53nlvWb0rCyysyIMyM0hJzubYNCHprSz4ZnvcE7paM68awUJp4W3fvd1Pl1axjn/9RSPfuU85l/zWeZPm8SCX1X0qc080NwJGmXnnceBH3eY2XNPI1928dqre/dhn1fe3zg62LHyceOjsWSYsuH2aeIDQR8pc65fKDMH+0TNv1b+Et9zzrt3zhAfiP/sn0u9LdL1l+tkoIroZd+U15Mi1gf/LbN9iDbsS/JSQkTsHfKLOX4Bn0y/4x0xJS7Pf36QqKgy6Ibnxb10XJ6/YZCoKBIc/hl5cO16efLfPyML71khHS2L5ZrBqvhOv0+qLZHES1+SYZpPZtz5rvRpuY6Xy28WDBVNcaPBtYJT5XvLdsnhW10TsqvqXXm3aqfsMVXZsv2Bs8RPQM75TeNe37BtW0zTlGg0Ki0tLVJfXy81NTVSVVUllZWVUr74izJaL5LTb3tGKtqi0rbh17JgqCq+Kd+Wf9btlK1v3imz/UEZe/3v5M31f5en/7BUKqsWyZfHjJGvveK1IiqrvjVRfIMuk4crWqW+/l25+/SADFr4sLxXUSEVFWvlkatLpOTax2VDyl9gwzM3SqlvoJz309ekqrpSVv3nTPFFpsrNf6qUpIi0//k6GRSYLf9dYe11Px0dHVJfXy8bF90kY4svkV+8lfJD2PCoXDXU80F4X1b9z0Uy66ZnZGNVldTUVMvau08Vnz5R/uPNmOx8+kopPecXstUWEbGk/P6zpGDo5+QvXSJO21L5t7Kyve7PP3ihPNlgi1hVcs8pARn99X9Jp2VI3OyUV79RJoGZd8l7liV28jX55jhdhpx1u7y4PSkSLZeHP1Msmn+63L7BFLFtif72IgllXyJPb94piS3r5HcLZsutz2yUjopK6fxgpdw7yyd62c3y2qaN8sqN42Tkxb+SXRWbxa6olI5Hr5IRvhPk1kXvSWxzpXRuqZLObVukq367JGqXyLfGT5bvrGgXcRyxGxfJT365SUwRSa66Tcb5hshZP3hRtjd1SHT5fXLxIFV8E74mqzdVyNb/uUjOvGmRtNZsE7u5UeruO1P8+iT53prkfvtLGn8j54aK5Ysveobq7fK/ZwUkPPnr8vL2Rvng+T/Luner5J3bpkpgxPXy0sYKiVZXS8dfviRlganyX6uaRGJx2fmLuRIIz5L/WN4glogkN9wu0305MvvbL0udKSLme3LXjICM+LdlaTtxD9pf2v9zExGJPimXZg2QKxf3bey1tz8gZ/mRwDm/kb3fpr1JLv+6jNYDUnbeF+XLX/7yns+XrpFTBmvin/ML135tlstTd3xffnz/9+Si0hPkC8/t8VlI/PNmKdEjcsqtv5dnn31S7r/pZBmYO1au/PU7EhVLNt97mvjwyzm/3rWPRqyUW8foog66QV7Y/bp8s8wnQ2/8254+sjbLvaf5BP85su9L3CpjdFUG3fBCjz5osGxpbWuXurp6qanZJtu210ljU4t0dcXFslJ+GP/6uozS/HLC2Z+Vq66+Vq66+lq5+prr5HOfu1xOHqSK72y3DxyzXB77/nflP+/+hswZOUIuf2Sj1NbvlNbdnRJLJiXa9me5ZqAuZbe+JvHYGnngizfKbf95qywYVyyn/XCtRE1bnN6uNvYu+fU5Acm5YpE7J1pb5Ken+yVrxtfk2eqkiLTLn68bJIHZ/y0Ve/mC7H/u7KOXZPnXR4s+4Erpa/gkV90mY3VVCq9/7pDHUfSJSyTk+SDsZ6x83PnoTQxqCRfe/TT/duezfPWqv+33VLOjg7iAEgwSUAGfjg44XbvpsIG+NPv7q2g7eT5XzZhK4Yy/cA2QeO56ljU6SPYKfvH9ZvSGd4iJxaa1a+liMgO6f9lp4pX//ip3vzWF7//sQl64/RHWt6zix9d+hbK3/8T1xYejjAlQVDqZop6tJBwOoCqCkUh4RQDToXuemSAej5NMJkkkEj2TGvn9+NQ8ps+ZRYEdh5GX883rfs2LP3uNFbVfpiQQIKBEmHjKSRRkBRl8ug/zpVt4ZvsofjrVU/WGmXnNpYz/2U/58ytRPrPQ3zMpX8dy/rhkByO+PT69AwpNvohzTnicR194lZYFV6D7A6jh0Zw9Zzh+QB1TyjBlHW1tNti7WPePd9ydLJA0cyiZMYQ3nvoz28Z8i1meicc/hKHpUJY4a5atpNEeyROPrE/lUjiHO+6KMCF7Ny8+9RKB6d9giAqgMf4br9D8Dfeb7U//lqe3j+a+Pu7vqReauOpzXty3m3AHUlGIils7QVUjhAM6haddwrzhfmA8n7/7S/xmyY9Y+WoDztgiMB0QBSeeQKyVLFmxE7P4UX72Fm6in9O/zh3BseSYq7jn2a1MuO1U8gAVlfCQYoaobt56xM265Ng2KoJFAWNG1PHVSz5F7S3f4Ttfv4Jv3+waNqxQiIBWyGmXzmN4joM16XPccd3v+duDa3mtJUrRspXsMIfx4M9Xo/n9KP4zufPOLMZHWvfbX8R6DVM1i0hIJfukuZwxJA9f/rlIopNNvlRmKAVXe2I5IA4YMTB9ZGdF0PyFzDhpsJvkacxYSgIK+ozTKNYBShhZrNDR1t7nbrD9xUf6fm4P3M9Tf2vhmhsPHAenhsMEVAUxEiS8l+mAhJj2hf/lNwu7mT7s9/nRhj+yLn3gQCHKfoonnEhxfhPZ1/2Kt+6dyqhUCGt2ThaqIsSiUWxgL3crMTBMQc0dwACnlu07ISsnZ8/UpmWTk6WiSIxotM8rIIaBKSq5Awb06IPOpI1i2Ji2A4pGMBgmNycXv99tuZeeA0JMvOoe7pojqfwSDgF1G/+36a+sl1R5dIZzyffuQXOirIuu5odNCZK2hZKIY1gGVlQnnC3s2FJBtG48p931f5w0VMU4T2XGN5ey9btbECYkAAAgAElEQVQzmNB7vlaziHR38tAiRMIqkTHncN4JfkBlTOkwlHVttO11633PnYeLRLuI9dGHBz+OPD4+4eyHyjHyQVAIlHyGb1y/gy37OSvngpu4bszLPFxbzqYWh7JN5dQ4YSbe8EXmhTnEJDAKuUMGk93tSLypiQ4HlIJT+PKPvstYDe59vO9vJ/51Jzf+6FW6FvyeW//fNfzbSJPTFj7GlqaXeOZvzXz2S0VH7YHnnnQSZfoyqt57jwTDCTquE5BXQdE0TZLJJKZp7pUxUFIf23IdBgGKSkYSooF41MD2ueerqpZKjKTRuGMnUScLI7ln5OslIxmmWbS1d6H5A+iqAorrTGi37GBXXAiZxp6XUC9m6CAFq3M3nZaQLYDYGIkEluUmtVEQd/KJ/4t7P3szL6XqNol/Lj954za2bO1ABup7T3eKgkqc3R0JfNMv4NvfO42s7jkN7Ep+0pygvaW1j7xDNo3b64k64Z73N3IExapJW3MrSUfSiVs0TcOn+NyMhajsy5KonzCBMRGoSySQhAHJVPCf4yBdLbQmdE6a80VuO9GtBaD73Lh82fy/VHfA4GAITfOlwh57FaDCW3MdhEKu+elTqP/7I35477XM+MX/8JWH/vT/2zvvOLuKso9/Z065ZVsCIQUINYQmgQgkgEoTQWkxChIEIRK6IOUVECxvVLDwwqtiI/LSRNRgQKUJSlGK0mMEEhBCCQFCIJuyd++9p8w87x9zzt2S3ZQlIsr+Pp+bu9k999w5c+bMPPOU34/vfXLTng0KAvxiE5tvuyVNLCSud7JkWZ1gh335r5PGEQQeqqmM19KEFy5cRX/1he4TtocXBKBKmVx1VwmlyhYOkgjqdUiz3Ipu5+mZi6rdR/tMqO3nvm22KRvphGXtKzBs0MfS2Attu7DLWJ8/PvckT9Zh9LoqOVttibKisP5Ydt1z3EofXW/iRLb17+KFeXNJ2Hzla6i8yEuLhfUmf4Adgrpjh+x5BiZO3Bb/rheYNzeBzVfuhRXzX+INux6T99gB2poafTCnI2G3JMYaCEOfcqnUwzhIEks1SrEINk1RKkArjYgiSVJSg2PVtK4P2nxIls/nkfqBnHHYRmBjarUqCoWtO2Emm8ao0ePZpei+R/sFRm0/jtH93Lyez1zvMaPwPEed3deo6T13Dvx2G158dDaLpI1P7DEO2loGPo5WO1bevfgXttNjm8OOYPdVELnoDQ7mR/dcz4nve4VfnXsaZ82EqVf+iT9dsp/b3Wsff42pZBVa6R5DrzRsGC0azDOP8sgqSQwti+Y8yatGM2TESEpoRh5yASdN8AFDFCWAZfn8R3jk+WVvi7wOwB93LCfs1cKiW67k1wvTBr9AZ2cnHR0ddHQs4fm77mRurb9vEkzkjIgoiqhVatj1tmDsCA+lQKPwC2Wam5tpbm5ji+22ZIh9hscfq3VdcT0i1huy4y6bUQx8Ag3Kc1nI/ojNGN1imf/0U13xNBsRJ5rhW2/HyG6yr1G12khAbKD5KGYuXs7y5dlr8Sw+M3wEGwz1SZ9/iqdjd5hL9BGsQLl5BFts3MQLt8zkgVq5YRyYF27jlieHsslGJd64YyZ3tHd9TfudV/CLZ2DDrbZgiJ3XdX2pxXbWifSG7DB+Y3w8Qt+12VcazykegO05CYl02+cmVepmONtuMwLihCi1mVaBQMtIRpZe4tczH2CxH+CXy4StTbz00P3MGbUhQ/2EufPmERXCrp2z2C4FyIzOWAEqfY05L6/Hp6fP5JmHfsUF4xYy47Svc0ej4wUxZLJ7oZNFHrY1O2yyARsPL/Pc72/gj+0WkxhslJA8eyu/e6KJjTcq9tNfq6G/zimcfZ9CGAAK8TzEdRdgMamFOHYUecgA2Ry9le8bXeNy3Ps3Xr1xAOCP49gT9qJl0S1ceeNrfTYlnn8Ht80ZQGQ4ns9vL76QK6+5hC9d8RRrqoXq7zCVUz7SxuI7ZnHnSvOO5fWbb+Yvajwnf/5g2vwRjBim6KxUuo1Fnx2mnsJH2hZzx6w76X2KuP4qN/zmQdSOx3HqAS2I19UH1928yEmDKygVi5RKrlogev4OfvtoB9VajUotcRsNk+Ipp7ESFkJASAWwKXHsEhaJ53Pr/17EL375Ay654YWMyMtpkyipUYtg/VEbUmoQlHXwwO0r+MQ5B/XYrK0rdJ87b3ytz7vN/DtuY7W3e+ldfP/qJ9DbTeP0Q4e8/XE0wLHyr8Y7ZiDYXDK220SoNxjRI5FE8j+IdROnmcfl087gxSNv5dZrf8z//fwqLjx2126faWK9oSUUQqWjA1OZw6NPrsiqr6TXebtztzsU9zyU/Ydr7PLfc+mFd/OmBbvoDi67+jF6ihJrRo7fkdGeZelrC6kAqBZamzSqaSIH7jcS+/jX+fC43dht3D5MfyR+e53ljeHkGT/kiJbbOevwc5k1dzm1TJkwiZYw97c/5U6zDWML/Xxe3mLBKxVXfmgWc889zzL2yE+zR0lTDH00KYQtNDc3UyqVWH/SGZy04wpu+t4VzIsBLG/cdS8v73Y6p+1dxPfLNJcUlTfb6Vj6dx5dMIGjj9iajj9cyw3z3bXat/7Cw6/txGeOmkCIK31DLEmSV1g4BsI+FJcdlWtpIw6asj9DF87i2xffxcIY4teeZv4SS8dbS6jTysHHH8WY167j6A8fzfQrZjLrmos47py/0jxmAz722U8xetF1nDT5DH50w01cf+kpfOYXwm5beTQfeBonjlvOTd+dwdOVmDSNefWue3l54uf43N5lgnAkG40qsuiRe3li8TLm3zGDax9cgml/lRcXL8+MIMsb819gRfbzoltv5cn3ncypH/QwSUKcGCdkBEhpD446dBNenXUWB531I679w91cc9kZnPPIUMZueijHHjSMl345nXP/+Ap1IhbM/QeL7ApeWfgmy3q7983r/Obyn/PI8hR/xF586YufZItSgWJu6do3mP/Ciqwj3+LWP8xlh8+ewD7FMvsdNoktF83imM/8FxfdcBs3zvw+x3/pIZpGt/HRow/rt78IixTUCl57dQmLH7qfOZ15GWu3ac0vMWqTURQX/40/P7WEpS/fxxW/eYIldjkLFy7hrU5LkliMpF3PPrnYE13/B0xfgwK67lsf4/Jze2WD3yQkaZx5GfqCx5iTZ/DDI1q4/czDOGfWPDoah1qWzb6Ob9+YMm4Ht1BKFBFLykpVuhIRx4BJaRQ191miDEQxiSRE/bXJ25xpP/kpxw29mfO+cBMLun1Xx99+zEkXzmO/7/2MCyYUoLAjE3Ys0v7qq3T2OMU0fvLT4xh683l84aYFjQUnjpdz3/8ex3fmfYCvffdUxlFHpKsP7jzvKC7+4wL8tqG0trXhea4PvvnrlC02c2JJ9UqVRFKEkJYWR08eBiGKhCgG0jqdceyqcMMtmfy1mfx51tG033I3b5VbKJfLFIoFWsNlLF1aZNxuEyloF6ZYfM/VzJ5wPidu3Z95ZzFWutYCa3BTSbf5XABr+7Y7u82dZx52DrPmdXQdZ5cx+7pvc2M6Dne7hShaea42i/7MN6ccxzWdH+Zb1/w3HyjC2o4jayzSvY39jZV3O/7pWQ7mdXnilivl1F2aXXRVD5N9vnid/OHJXkQgL/1Rzt9rqGgQb8OD5eIHX8+SEpUEw7eV3T/0IfnQh/aUfQ6YLFPPv1oebXeEFEtuP022KyvRzaNl54NOl1MOGCYaJcEOJ8hNz9Wl9txNcuIOgSiUBNtMlWtmL+n2vUYW3HSqjB/iiVIF2WDsBNlv6vfkoWV9Xcdiufur+8pGQ7aRI759rVz3nSNk+9ET5dRfPS+JiCSPflXeX1KiijvKlx6O1k3XLf6rzDhzkuy81Zay9fg9ZK8DDpHJnzpevnL9X2ReH8RCzz77rDz921Nl62C4jD/wU3LUZz8rR0/aTw46dYbc/9wLsuCpO+XKs/aWkVrLyA+fK9c/2nUPkpduli9P2lnG732EnHDKNDnm5Evk3kXur9Ym8tw1R8nYoUNli/2/JLPmzJdnn75HfnLKh2X7bSfIgYcfKYdNmiLn/exBmffss/L4rT+Uk3dfX7S/mRz0xSvl7j/fJD86ZaK0qaLsNG2G3L9wZaYZa60sX/qy3HLh4bLThq3SutEOsv+08+SzEzeRCYefK//3wKsiUpN5v/i87LvVUCmErbLJB06Ua57qSmCbe/3psu/YDaSlbSPZecrF8qes/cYYqc//jVxwyPtlpz0Pk+NOnCpHn/AduXthJCZJRayVjoe+Ix/bvE3aNhovh198r9x+zs6y1V5T5WvXPyZvRbPlKzuGsuEeU+TE086Ws08/RiZP+bLc8lws0t4hS++5Ts7fc7hovaEcfObl8vBj/5DOZ/4gPzv+g7LVkFDC1tHygROvkbypZulDctnRu8omba2yyfs+LJ8/60jZY6Od5PCTvyX3PPiMdD7/nFTmZ6+5M+XcXTaTcXt8Us488xw5/9ipctFtC8RYkWT2V2THcEPZY8qJctrZZ8vpx0yWKRf8Rl5etkLktTckef4ZefLSY2XvTVslDJpk4/dPkZ/e9YzU31wkaeUNmXvd5/rsL0lflOs+s42st95YOfTbd8oDMy+Qj4zyxBu1n3zx+kflLSOOrGjJffKt/TaR1pYRMu7Ac+X2K6bJTpvuKp/5/KVyz6yfypf3GyXa20QmT58lf3/hcbnx64fIJp4vm02+SG7624sye9bX5ODRnnibTpKLbnu2z0TFVY3L9MV75Mef/5AM01qG7/MFufzXf5U+hlb+MMlfZ5wpk3YdK2O2nyB7f3SyTDn2BDnnh/fJG0ZEpCbP3X21fP3jm4mvPBm5z5nyg9/+XdqNSLrgAbn+f46S7YpK9JBdZdolv5SHX+82e7VfI1On/lLapVOeuesq+dqhm7pz7HuOXH6LO0efTWqfLdedf6Qc8vGjZNpJJ8nxxx4ukz51hvzkwUXSdRlGXr96kgwbe6bct9K0YqR99nVy/pGHyMePmiYnnXS8fHrywXLwcd+WmQ+/IC++tFDefHOp1Gpxow8e+MmZcsguY2XL7SbIXge4Pvivy+6TfyxZIS+/PF/u/vmlctb+G4uHluEfPFUuveFvsigSeX3OnfLdCybLmBBRrTvKp6dfIX+aX2sQI9n2a+SYY38pi5JEOjprsqJSkcoDZ8vW6x8qV2V9teyRa+W7s+a5+7ziZXnprd4dU5G5t0yXAzfyxBt9iHz91sfkqd98SfYb4Ukw9gi55Pan5dkHrpIzPjBEdGknmTbj/n7vdz537jp2jGw/YW/56OQpcuwJ58gP78uSymvPyd1Xf00O3dQXFYySnQ85Uj47bZpMnXKo7L3HPnLEOTPk/tf6SFVf7TgSqT1zm/z3xzYUz9tEJl34W3my+3rSGCv/HlAi60Jh5Z+E6DG+9ZED+MoD7b3qVj1Gn3gb/5hxAEWg8+XHePzVJradsC0bDCCrwix/kdlzFpBssA3v33YE/W3MAaLFzzB77qvUCqPYbvx2jGjweViWPf8oz9qt2XXsuk1ASdO0QYLUm9hopWPnfZ9PfOpu9p15E2du5zrD87wG5XBTU1OfiohrgjiOG3KsOU3y6pDrIZTLZdra2igUCv1+b71ep7OzE2NMQ3UxF3UaqHCLZPoJ1jrdBCuSCcgoPN3F+d8nrHUkQeZvfHWX3fndIX/h8W+M70rciQy2o0LcWcVGMToLGBgsXimgOKQNWlrpy1EXVyuk7SvwqxEembqDEozqFl/IEkqUODImFXgExTJeUxOUS6RPfpVddv8dh/zlcb4x3u9qcxxDtYatVLFxApJiJNMsCHwk8PGbmgibnOjTgGEMRHVMtZOoWsUmCUoED4UojQRFdKFIoVRCFYsQ/rtEXlcP8/yVnHzuE2x18K40vb6YEUeczWFjBp7SJZmOCbAyJXj1fr6w+1mUrnqIb+y86u+o1xNWrHChAmuFQiGkqezCiX1xhqUpVKtVli5dSpIkBJkeS6FQohCGFIs+VmDJkqVUOjuxIiglTrHx9Vmcf+HTbDtpt0YffHKMn4WaEp6cvgfHVC7loUv3xD78LQ494scsGrI+IZaa7M7FD8xg0j8jzvAuw7oeK+8k3tWtTJ97gier72PqZafz8S3LKJNQa/8Hv/uf6dz85ptEOB6Zpk13Yc9NV3e2/uG1bc4ue26+RscWhm/DbsO36eMvmiFjJjJx4M3oF7nAUZ6guEb6CL38b1prfN8nCIIBaxLkhsYatyFvSibXnFdc5LoIvQ2FIAhoanJUcQ3DYFUL+KqQTbjGZLFSBaIErV1lglrVeQU3cyYp+DrTV4aVOjXPOehlYysUfq7quFKSo2BMTJqxP4pSWMltAUFpjdLufNZ0hcYUgNFImokjSbe2dG+Wk9ODgkHHxrliE4vCunyO1IDWSJxAwYBvBy6HrDWEAZ4p4KcmK2JwtfKSSUKLSki1T+D7jo3xXcaQOlB4Y47moosn8AbD2XLMiLeRDOc0PqIoIU0TfN+RFfVA+UN85bL9OfIHM3nlqqNWJkbqhjAMKJfLGGOJorpjHo2i7JkLewx5wUksVzo7iROnp1EsFimXy4RBgO97zj6OabCziji5bWMM0ahDOPfL7ycZOoYx3frAU2CX3Mrlj+3L96/f0/1+4vnc89L5b6OX/n2xLsfKO413tYEQvTqHR/6xjP1HbsOEvbZlmF9h4ZxO7h25J+edM4k+CA//Y5FLJHue19Bj78v5Y5Yvp9N2sHR5Qn578120yMp5GGuDXM45V3zsT2hJKdVDpTEvzaxWq6Rp2jASektD51TJSqkByU03YCypMVgraA1aKSRLZtVao1fl3zEW0oS0WsOkKV7g4+s3WdphWP5WOzHdHhrto7TOxJtUQ7pZA75SWclf4hbsRkw1xUYRphaBcZUPNv+op/EDH8/3sNaQ2MjdMwSFoPLYrDEgkC5dSodZzlvtPVqVCSwFULZok7hrsoKVzLBIDSTGeT38AALfeUrWFkqB9iEICQtOTTKNBWsEa51wlKcMYozrB63d8f8JFHN9ligPDFGUsKKjgyRJKBYKFIrlnmXFQNte3+Dy5d/ke5fdz9kn785wT7kFvFdfao17PtMUY1KSNCVNEupRTBCGBN2GibWQGkOcJC4PKHTeBkdc5qoHnNpilSRJQITA8/B9PzOMNetvtg3DN1i/ZyOWz+bnP3iGj/3oIvYZwiDW4Vh5p+FNnz59+r+6Ef0hHPMxjpm8NdFT93Hn7+/k3r8+xWtqa448/wImb7UudQzf3ZBMgyAvdezPOKi9+CA3/3UJI7bbivLy17DDxzK6zW3ZlFJorRsGxkAWYKUUnuc1DI5+lRj7uYbun8tDD91DB7lhMGDjwII1Kak1jQ12fs0qMwx0fwthrhZYj0irNWrVGnEUI53P8ecb7uON0TuzfcsyFthRjNtiPbcRFlAmIU0SlLGNXb0gTq9BbJdhEGXaConBdtaRKFN2zK5XlMILAsLWZlSpiBbJpJQdR4MGtHLt175H9eU/8fM/vcWG47eneekC7KhxbLFed6lo5VYLY1BpmvE7uKRAJWQlq4L2sjJFb4B7BdVV6qiBNHGGmRULWahBadUYf07I4T8n1PB2Ya2lM1M0jOMYsZbA951uQY8jNU1bfpBdWl9gzutlRrQoPM/H621JQFYG6Bb/NE1JjUUp8LTG8/2GsKcxLqxXq9UQEZqamiiXSgSBRik3dKMoZvmKFSRJglKaUqlIoeA8gGFmUATdrQ4Mrzy9kE0/MYWJwwbv87873t05CIMgTbu0Fur1OlEUrZV7P0e++29ra6OlpeVtSR/nhkqlUqFerxPHa161kRsGzc3NDBs27O15CrpDwKRpI0tea9XIs1B6FeEEcDNlHCP1GEkMUZTJGlsBpSiVigStzVAq9DyPBaI6aaWKqUaQRoixWFI8rVG+C+vooOB28dpzVMpx7BZRFKI1OvAQoFAK0W2t7ty1KrZSJa1HWbmlY8EP/AK6uRmaSlAurHo3bgxUq7CiA5ukmNRVFFgA5SNBQNhcwm8pO+GjLgGDtUecQr1GtdJBEmV5/ga054HOJL7LJXRzE/QVeXmPQkTo7KyyoqNCFLnaqVKpzPrrr0fgd5OqFqh0VGhvb8dYS3NzMy3NzZnE+crnNQY6O6t0ZM+opzXNLa20trYSBK770xQqnZ0sW7oUYy2tra2UslwlFNTrEStWrKBSqbh2FYu0tbVlcs3g+4EzRgbxH4t3dYjhvY40TalUKg0hpjVNDOwPxhhqtVojTDBQpcOcg6BQKDQMmDVF94TJdWEc2NQ0YqPgXPW+r9Hac/9b1W5VxCX0RTFJPSKNE2ziPBx58qKIpR5FSFURBpnrPocGPA8V+KDjXpwJghhLnMaoyIAIntJogUDEcdxD490PQ3S5KTu/QNSbdsddmxWLtiYL8ttVhwacvxlKCWK66iddwZkjNkrqEeJrPEAXCgx45Xbk/OgwwkSJo5jSCqU0fhDgBQE6CLJ8jcFFJYdSilK5nOVtSKaT0EmxENLa2toYvk57qyvZJIoi52kIgmys94TndYUa0uxVr1UJAh+lyo2oktaaIAwxWYJwmqROTyF7rpOkS6m2XC5TLBYbxEqD+M/HoIHwLoYxxsmoNna0LrSQu+HXJqcgzwXIhVrycwzUk5AbGXEcrzInArrCG7lhUC53ER0NGAKIOLe2sSjtkgO1SzrI2P1WsRAliXP7RwlJHGOSFEkNqUkyJjeN0toxH3uCMan7TNCL31srvMDH+h42cccr0S6ZK6tCELFu0ywWjWOB81AYFOJ7+KUCxXLZeSi0douoUhgES1den7tkyXIKbD8MhN3QkEUO8NIAIwYVu88psWCEVCzUlNvpex74A7wvngLrExZLRFGKMQZfe/h+SFgI0WEAnnYSzIP2QQ942sX/42KJODWYNKVSrRGGRYrFsKFwHQYBpaYmqrUaiRHqcUJQj9C6TF+PcRA4YzwPXaTWEkUxvufh6QJaQRCEFArFhhFRrVVRkXa5Llay3IQC5XKZ5uYywaBx8J7CoIHwLkaeLwA0SqB832/s/PPchDUxFPK/5zTN3ZMeB4I8VFAoFBqMjX0hl3UuFAoNw6B3cuJaIZu4uhZH1QgnuLj7moUTqEfYOMEkqcvst27RbTAYZt52z/fA0yjPw2QLfa8LBE/jBQFiEmwcg3XllOTVB/m7O6VLkdQa3w9QpSJBUwlKxQZlcQ7JbJzengkrpsuLsDpo7ZgPrcEzLsQgiXEeCStosUiUYPwIL/DBCwZWNQLggfZDiqUyaZI04tTa97PESW/QOOgHQRBQLpeIk4SaFeI0oVqrZhVMOnMGlTBWSI3zasVJQq1ex/d9iqVwpa51tz6kVCo1NgdRVMf3XLgxCDSB71EqFVEKOjs73TwjghEaz3e5XKZYKhIGg8bBew2DBsK7ALlXoDe6L8B5HX8QBC5GiPMwaK3XuOwwNxLyHIJCodA475ogjuOGYZC/u4kmIE3THkmLeXJgoVCgqampB6fBgGGsY+611sXkpcs7wZpwGiRJwzhIIpfdL8YlJ6rMG+GjEaVQnge+hw78xkv1FZJxwVh00ccndKWVadJw/TtWT/eDlbytGvwAHYTophKUSj2pEmxXuETIDIWVbAFZ84U8CMCkeIUATMZkaJzRogRM6ioaKITOQPD9gRkJWkOgKTRrgjhxJaqeBt/LKhjW/pTvFbjq1JByyRkJaZpSjequPNF3VQ2e3xU2SJIEYy1RkhDEMZ7n9+n69z0oZCXS9Xq98e7yCMrunISNTUcuCIcIQeBTKjk+hD6iGIN4D2DQQPgXortCY+4t6G0sFIvFHot4qVRqkA3l8cE8fNBbuKk/5HkD9XrduRBXQV7U/TO1Wg2lVBaHDFcqe8y/P/caFItFSqUSpVLp7RkG1mXE5+864w5QOktAzL0HfSGvTohjqMcQxyRRjBiLsjgxoayUUCuF0q7igcBDF0JnHBSc4FK/mf6+D8UiWmtCpYjqYDGN3bIr+3M6D8oP3YLth3mgeOWF03HJkv/bZ8+t1fqdeRFMikpTlDGo7iEhK0icYuoxnu/0FXrUw60NPMDzsri4zcovBi2D/iAipKltJMQ6I9pDKUOSpNTqdQLfp5R5CALfoxiGxGFILaqTGpdUG3g+QVhcaVgoRcOIz78vThLq9QjfD9A6wPedYUxTE1YcLb4LP/j4/uC9ey9j0ED4FyAPCUSZvgJ07YRzQqM8Rp+zEGqtEZFGcmG+Q8/JgNaW5yCXjM7PtaqcgDR1iUvVarUH25vneY325r/Lcw1yQ6ZQWBUv5eo6Ckd4lBoXVtBOHhnt1Cidv34VE5i1mDjFJjHU66h6gqQpkvVVI5wATjFSa7e4BQEUAygEbjEP/Ox7VrEqZ7turTWhp0lM4lgRcYRBCuUksIMQ/ABUtqvuawLWYEUw2Kw8UWXd4ZIxZXXX3Re0D0EBHSYQp440CpesqEUQYzBRjAoyL4+n397C7mcXMoh+YbOcgFo9IjW2sUEQa1GexhpLPY4JM4bD3BFTKBQppSlpaoiSmCh2eQVOnXXlPs9t5zzvyFohimOCOM6MeeceKBS8zOPlDdp0gwAGDYR3HHneQL1eb7j8unsRwozqFLrYBH3fp6mpqXFMDj9jPute4bCmBkKapiilqNVqje/t77jcOMiTJfPjc4Mgb0sYhg3vQjHbUQ8YNmsjgkIjGJf055G5q1dz7iQlzkpCbZygowQ/TsA4r0tuGGilXeKg9iHMXoUw+9mpFq4xPDeDe1qjbEqqxOUtWMHXPn4QrhnfgFgSa53giziaJMiiDI0ETNYyDKAyz0UBHaTYuA7GohE0ghWFTRKSKCYIC+guIe9B/BMgIlQqFTo6KtTj1PFgKCcvrgONjZ1HIUkN1XpEEBZo9nJDHIqFAnGcOK4DY4li5xUIwtJKZqy1QhxHaJ3xmFg3B3V2dqKVInLOgW8AAAJISURBVAjKjcepkX8ziEEwaCC8o0jTtEE53Ns4yEMLeTaxUqrhvs/r+ftKKMyNhCiKepQkrQnyKok4jnt4LcDtbvIKipyDITc+8t/lSY5hGNLW1tbIOXg75Ys9yJRE8AJXn69yQhi9mix4Y7BxjKnXSeuRI+xJ3Uus7fFRi9tVEYRQKDp3f5hRFQfewOLwzqeLViEBgpfxIHtrzDFsiWs1olodsZJVVPRkm/Q8L2M/XMv2qTzUYNCJwda6VBa1I5KAOMHUamjPhVkYrHNf5xAROjo6aG9vdwqZno9SztguhAVSmxKGPkkagwhxHFPt7CT02wj9rrBBqVQitZZaxkVSVdXMOO851hzdstMkLRZLLl+o3iVLvK6oSAbxn4dBA+EdgGQPeW4Y5PXF3UsD8/c82c9mxCW5+76/3Xi+YJRKJUSEWq22ypLD7m3KM5vzkslcJCk3WnLPQb1eb/Av5EZMvV6nWCw2DIt1wrdljXOj2xSlNMr3EE9nS6Raddg9T0KMInS9jsQxgTFIoyRQIaKAroVfB77L3A+DzDjIDINV5TSsCbLPKtTKhkGausyxroN7/r1eJ6nWHJeAYzQiEcFDoz3fcS54WVXAWrdRufBGIFC0aCuYqObSBMBJsccRVvmgUygHjtxpcAFZp4jjhEpnDSsu5yXIwoilYhHfD4jSGIWm0inEUYI1KfWoRq0WELSUUWS0E4FHMfBJE0WaGOKkTqWzgzQNKRadsV+v16lUqqRxRLFYoFwKiCLwtCtvLJfDQQNhEP3i/wHMITZL8sHc4QAAAABJRU5ErkJggg==)
Table 2. Coupling constant for 13C NMR
![](data:image/png;base64,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)
4. NOE signal enhancement
The decoupling usually interferes with relaxation time and shortens the relaxation time. At this time the concept of nuclear overhauser effect (NOE) operates and helps in the signal enhancement of related 13C NMR peaks. The line intensities or heights in the usual 13C spectra are not equal due to the relaxation effects. It has been observed that the major relaxation for a 13C nucleus is due to the dipolar transfer of its excitation energy to the proton(s) directly attached to it. Hence, NOE signal enhancement is observed mainly for CH3, CH2 and CH carbons. This type of enhancement has not been observed for quaternary carbons. This also helps in inferring the presence of quaternary carbon in any 13C NMR spectra because these carbons show low-intensity signals. The NOE effect is heteronuclear in this case as this works between two dissimilar atoms such as carbon and hydrogen.
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