tag:blogger.com,1999:blog-70892400890806757282024-03-05T21:37:01.918-08:00VOLKSWAGEN PASSATAll About VW Passat B3 35iFRANK http://www.blogger.com/profile/05899055923323016216noreply@blogger.comBlogger10125tag:blogger.com,1999:blog-7089240089080675728.post-19282006441801838882013-12-01T00:00:00.000-08:002014-01-07T07:56:30.709-08:00VOLKSWAGEN PASSAT GT G60 SYNCHRO 35I MK3 YEAR 1990.<div class="separator" style="clear: both; text-align: center;">
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I saw this on a local advert..............<u>GRABBED Immediately</u> !!!!!!!!!!!!!!!!!!!<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhS2_6jNBZkXcaxcpGaLZ1i2bOQyGHXl6j4qWJpxTFTyDj2ldMoLsGViry4pjDaAxjKYbP3mbacOpZgk0_3r-9c327iF1D6NLM9cJfloxkFGAV3xS0z2m_thxffpcw6Vl9NnNsXKxqcK2g/s1600/IMGH_06920__VW35I.jpg" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhS2_6jNBZkXcaxcpGaLZ1i2bOQyGHXl6j4qWJpxTFTyDj2ldMoLsGViry4pjDaAxjKYbP3mbacOpZgk0_3r-9c327iF1D6NLM9cJfloxkFGAV3xS0z2m_thxffpcw6Vl9NnNsXKxqcK2g/s1600/IMGH_06920__VW35I.jpg" height="240" width="320" /></a><b>PASSAT GT G60 SYNCH</b><b>RO HISTORY: </b>18 months after the launch, Volkswagen Passat expands the program by in technology, performance and features tailored to the most demanding all-wheel version. Decisive for the qualities of the new Passat syncro, which is offered as a saloon and estate, is the connection of the high-torque G60 engine (118 kW/160 hp) with the Syncro four-wheel drive technology and an electronic differential lock (EDS).<br />
The bus syncro developed to series production and in the Gulf and Jetta syncro first time in a passenger car used four-wheel drive technology is now also available in the Passat series used. An essential feature of the syncro-drive is the variable, slip-dependent regulation by a viscous coupling with automatic decoupling during braking. The syncro-drive one of the most effective permanent all-wheel drive types, where in contrast to the switchable versions all wheels are always involved in the drive. However, the syncro principle has no center differential, which distributes power in a fixed predetermined ratio to the front and rear axle. Instead of a differential one filled with viscous silicone oil multi-plate clutch (viscous coupling) is between the front and rear axle installed, which automatically respond to differences in speed. Once when starting up under the influence of so-called drive-slip (due to physical laws of each drive based on friction is connected to slip), the front wheels spin faster than the rear wheels, the clutch transmits a part of the driving force to the rear wheels. Since this proportion varies in size depending on the degree of the propulsion slip, it is called a variable slip-dependent transmission.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_sG33mLlACbNWxngKhqrocaB72qQ6seePxGj5RYN4dZZ-ku8CCPgA6qNYssigHFk4o8ZYSzPt_NyCaQZOw5veNZwJrt75p0LWSvsbk7qu8o10aHr9XUVlYcztka7Ik_NdvFxyXQshSF0/s1600/IMGH_06931__VW35I.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_sG33mLlACbNWxngKhqrocaB72qQ6seePxGj5RYN4dZZ-ku8CCPgA6qNYssigHFk4o8ZYSzPt_NyCaQZOw5veNZwJrt75p0LWSvsbk7qu8o10aHr9XUVlYcztka7Ik_NdvFxyXQshSF0/s1600/IMGH_06931__VW35I.jpg" height="240" width="320" /></a> In this case, the transmitted portion of the rear wheels is usually smaller. However, if the front wheels, for example, on ice or in the sand, can be transferred almost no force while the rear wheels are on griffigerem underground, represents the viscous coupling creates a solid connection between the front and rear axle. The rear wheels will make the majority - in the extreme case of 100 percent - of the transmitted power to the ground. At about the same road surface conditions on the front and rear wheels, however, the greater part is always at the front wheels. In normal road use therefore always the typical front-drive characteristics with "pulling" front wheels is maintained. This easy "understeering" driving characteristics are intended: the vehicle shows no unexpected behavior in extreme situations and will remain for the normal driver safely controllable.<br />
As when a greater drive slip of the front wheels during braking is also desirable. In extreme cases are without ABS the front wheels always block rather than the rear wheels, with ABS, a measurable difference in slip is required for the anti-skid control. In a rigid connection between the front and rear axle both run at the same speed, so that the blocking effect of the viscous coupling during braking must be set aside for reasons of stability. Since the braking force in the reverse direction acts as the driving force can be used to decouple the rear axle, a freewheel (summary in only one direction coupling). This automatic decoupling the characteristic of a front-wheel drive car is fully maintained even during braking. In reverse, the freewheel is automatically bridged by an electro-pneumatic switch unit so that the all-wheel drive remains in effect. <br />
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The distribution of drive power to all four wheels includes the syncro drive under normal con<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjbQv9Yoz35TzN_fG2-DKN9WhpqK0282jcNc3uuaVqNvrnQHqIJgiRpzI2K2o-ZfL0tRTvjpsi_WWNbrMaslqH012dGTMuGmNQx3h-IrpWUOCRHDBEJFuv_Jl1EQ6VPQnuEhyZ1bTqp1M4/s1600/IMGH_06919__VW35I.jpg" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjbQv9Yoz35TzN_fG2-DKN9WhpqK0282jcNc3uuaVqNvrnQHqIJgiRpzI2K2o-ZfL0tRTvjpsi_WWNbrMaslqH012dGTMuGmNQx3h-IrpWUOCRHDBEJFuv_Jl1EQ6VPQnuEhyZ1bTqp1M4/s1600/IMGH_06919__VW35I.jpg" height="240" width="320" /></a>ditions, an individual wheels from spinning. In case of strong differences in road surface left and right, however, the effect of the differential gear lead to a one-sided spinning. For example, if only the left wheel of a driven axle is on rough asphalt, whereas the right is on ice or sand and rotates when starting, then transmits a result of the differential operation of the differential mechanism and the left wheel is little force.<br />
This road operation occurring in four wheel drive vehicles only under extreme conditions, off the beaten track, however, more common phenomenon is counteracted with SUVs by mechanical bridging of the differential (differential lock) or by rendering difficult the balancing effect with the help of friction surfaces (differential brake). However, this complicates always also the curve driving and steering, especially for driven front mechanical locks and differential brakes are less suitable. <br />
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For the Passat GT G60 Volkswagen syncro the first to introduce a newly developed "electronic differential lock" (EDS) for the front axle, not due to the system occur in the steering disturbing moments. To improve the driving stability, EDS is deliberately used on the front axle and not - as usual - at the rear axle. Because in most cases, the front axle load increase leads to significantly better traction. The tendency to spin wheel is automatically braked. The effect of the differential shall be lifted, the other wheel can transmit force. Once same slip ratios are given on both wheels, ends the control process. It goes without driver on, but can be felt by an altered image noise for the driver.<br />
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The electronic differential lock utilizes the compon<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiX_FH6EqfFw9KLFdCkPiENR59M56LMhLkUxjw8ecjlhLE-u_28Fa97Cp7CI56kf-MQnU-vpeTP_MzXq2qfBkUPnSvYRKzd21NTG4kxQISRGI2bfHwaLjFoqhH9by8cRCYwXpGw8Urj3yU/s1600/IMGH_06924__VW35I.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiX_FH6EqfFw9KLFdCkPiENR59M56LMhLkUxjw8ecjlhLE-u_28Fa97Cp7CI56kf-MQnU-vpeTP_MzXq2qfBkUPnSvYRKzd21NTG4kxQISRGI2bfHwaLjFoqhH9by8cRCYwXpGw8Urj3yU/s1600/IMGH_06924__VW35I.jpg" height="240" width="320" /></a>ents of the <a href="http://vw-passat-mk3-35i.blogspot.com/2013/07/volkswagen-passat-35i-mk3-abs-teves.html" target="_blank">ABS-ATE-TEVES</a> for the drive. In this case, electronic wheel sensors detect the speed difference. However, while the ABS is reduced by blocking the brake pressure at the respective wheel, is operated on by EDS rotating wheel by pressure pulses from the wheel brake. An additional pair valve opens at the beginning of the EDL control process, the connection between the accumulator and wheel brake cylinder and closes it at the end of the operation.<br />
EDS thus poses a logical extension and use of ABS engineering. As ABS malfunctioning are excluded: a safety circuit, the back closes the brake temperature is above the brake pressure and time, EDS above 40 km / h, and reaches a certain temperature threshold is automatically switched off at a speed to prevent overstressing of the brake. The valve circuits are designed so that uncontrolled activation of the braking system is not possible. At fault shutdown of EDS ABS remains functional for errors in the speed detection or electronics EDL and ABS are turned off. The braking ability of the vehicle is not affected in all these cases. Since the electronic differential lock in conjunction with ABS can also be used in the front-wheel drive, EDS is offered in the future for the other Passat models and Golf and Jetta as an extra.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEinCzuxIhvK6dVc0yz1Y0tWjkowgyOtMfaB327hJITaNqs_1hKp-wnxSDcmc-w2RhKDhEZMpO0HDfuJGGhJFNEE2OzPxSkcO_CJN8svXMGTLI70phDsm6zxP0cvJCdfDfuxxjNCpt2E2zc/s1600/IMGH_06922__VW35I.jpg" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEinCzuxIhvK6dVc0yz1Y0tWjkowgyOtMfaB327hJITaNqs_1hKp-wnxSDcmc-w2RhKDhEZMpO0HDfuJGGhJFNEE2OzPxSkcO_CJN8svXMGTLI70phDsm6zxP0cvJCdfDfuxxjNCpt2E2zc/s1600/IMGH_06922__VW35I.jpg" height="240" width="320" /></a> The supercharged 160-hp four-cylinder engine of the Passat GT G60 Syncro was offered exclusively with a catalytic converter and Lambda control (U.S. standard). With fully electronic<a href="http://vw-passat-mk3-35i.blogspot.com/2010/09/volkswagen-passat-engine-control.html" target="_blank"> Digifant fuel injection system</a>, mapped ignition and knock control already featured as the base unit all the features of the advanced Volkswagen engine technology. Add to this the exceptional power and torque values as a result of charging by the mechanically driven scroll-loader. This Volkswagen realized for the first time in the automotive industry, especially suitable for small and medium displacement engines charging technique has its qualities first in the G40-special series of polo coupe, then in Corrado (G60) impressively demonstrated.<br />
The characteristic power and torque behavior of the G-Lader motors can be reached only with a much larger naturally aspirated engine capacity. With a maximum output of 118 kW/160 hp at 5600 rpm, the torque of the 1.8-liter G60 engine located in the wide range of 2400-5600 rpm above the value of 200 Newton meters. The maximum torque is 225 Nm at 3600 rpm. <br />
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With the Volkswagen G-Lader, a new cha<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgu99zgYpLEDXu6mZZR8-3V88bHSPI659xw-oqEyV6FjlR6RY8DVrPckZty70CZYJ_gEiEpxgtNHF2at-12qoeUEYmaT-wNvgbI6C4FC7sw7FKo1yVChUztTZS1zcyupaz0ouVSurqhUPQ/s1600/IMGH_06923__VW35I.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgu99zgYpLEDXu6mZZR8-3V88bHSPI659xw-oqEyV6FjlR6RY8DVrPckZty70CZYJ_gEiEpxgtNHF2at-12qoeUEYmaT-wNvgbI6C4FC7sw7FKo1yVChUztTZS1zcyupaz0ouVSurqhUPQ/s1600/IMGH_06923__VW35I.jpg" height="240" width="320" /></a>pter began in the history of supercharged passenger car engines. The promotion precompressed air into the combustion chamber can be achieved with different loaders concepts of which have been found in recent years widespread the turbocharger. Compared to the arranged in the exhaust stream turbines have mechanically driven supercharger - formerly called compressors - the advantage of being able to produce boost pressure even at low engine speed. The G-Lader offers for this rapid buildup of pressure particularly favorable conditions, after opening the throttle it produces 0.4 seconds 80% and after 0.8 seconds 100% of the boost pressure. The engine quickly gets a good cylinder filling and provides correspondingly favorable power and torque values. Compared to other mechanical chargers that the G-Lader is associated with favorable efficiency and low noise. G-Lader are particularly well suited for small and medium displacement engines.<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjWMtbahNzgNgq5xtYCddglAcjH4UeNbv-ajtydW2kU4WO3Rbgvp4wZ3NZ2fNXFI97HJb0vMObhPJD0Gxhkm0OwMlzBNvcHxaIusHzxoQGb25mvR9P9r9CL6G5iLSgDo27KX8g7Ad37oBE/s1600/IMGH_06925__VW35I.jpg" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjWMtbahNzgNgq5xtYCddglAcjH4UeNbv-ajtydW2kU4WO3Rbgvp4wZ3NZ2fNXFI97HJb0vMObhPJD0Gxhkm0OwMlzBNvcHxaIusHzxoQGb25mvR9P9r9CL6G5iLSgDo27KX8g7Ad37oBE/s1600/IMGH_06925__VW35I.jpg" height="240" width="320" /></a>To use the long-known principle of the spiral loader for fast-running internal combustion engines, the required for the formation of the working spaces, eccentrically mounted displacer must run in the fixed housing with relatively high speeds up to 10,000 per minute. This requires precision manufacturing and high strength of the relatively thin-walled material of the displacer and housing spirals. Simultaneously with the development of the G-Lader was from Volkswagen in conjunction with the Technical University of Darmstadt and machine tool Manufacturers a new Hochgeschwindigkeitsfrästechnik developed. At speeds up to 90,000 rev / min and cutting speeds up to 1500 meters per minute, these machines reach the limits of technology in precision machining and in the material stress. Highest precision is required, as in the G-Lader blank initially 13 mm wide and 60 mm (hence G60) deep spiral groove must be milled. In the remaining, less than 3 mm wide web only 1.5 mm are then incorporate narrow and 3 mm deep grooves for the seal strip, without the thin walls must give way.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhMMi3Vqch1U-bHhgAKInlNLoJdMoBaQLMjZQjY-e4JrcqPI-aQSIuTa-yzrKvlbYItdY16hwLugA4p3xJrG4v1X6mFuWLKWGQviLq6pW98quhnh-WOp67fungvvyZ5P2bXp5BtrkQUcE8/s1600/IMGH_06929__VW35I.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhMMi3Vqch1U-bHhgAKInlNLoJdMoBaQLMjZQjY-e4JrcqPI-aQSIuTa-yzrKvlbYItdY16hwLugA4p3xJrG4v1X6mFuWLKWGQviLq6pW98quhnh-WOp67fungvvyZ5P2bXp5BtrkQUcE8/s1600/IMGH_06929__VW35I.jpg" height="234" width="320" /></a> The displacer made of magnesium are built on both sides, they run into corresponding aluminum shells. When G60-supercharger, named after the 60 mm wide G-shaped spirals, an optimal ratio of the dimensions was achieved for output. The moving on small orbits low masses result in low centrifugal stress and correspondingly quiet low-wear operation. The equal speed between the rotor and the housing is low, so that a simple non-lubricated sealing elements may be used. The main shaft is lubricated by engine oil, which claimed little extra support bearing ("loose eye") has a permanent lubrication. The driven from the front ribbed belt G-charger and the engine are designed to the same high durability. The heated air during the compression is cooled in a charge air cooler by 50 degrees, their density and thus the power is increased further.<br />
The smooth power output of the G-charger engine provides the driver of the Passat syncro superior performance, sedate elasticity in conjunction with moderate speeds and low noise level are available. The acceleration value of 9.6 (Variant 9.8) seconds to 100 km / h and the top speed of 215 (Variant 210) km / h, demonstrate the high performance level of the engine. The high fuel efficiency through engine electronics and G-Lader is not least in the low consumption values expressed.<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhu3jQMIBcVQ2UsEGiep6rRZqA7Y8sHoSI6MmDuKqXiNczffcxS-7tyyXEphsbJKgozJszmzX1WnHv0MU1THCrexxi1lziReL8z207vZHVuBYejVddywm9_h7kJ7LRNCHgEfObaGW-hBUM/s1600/IMGH_06928__VW35I.jpg" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhu3jQMIBcVQ2UsEGiep6rRZqA7Y8sHoSI6MmDuKqXiNczffcxS-7tyyXEphsbJKgozJszmzX1WnHv0MU1THCrexxi1lziReL8z207vZHVuBYejVddywm9_h7kJ7LRNCHgEfObaGW-hBUM/s1600/IMGH_06928__VW35I.jpg" height="240" width="320" /></a><br />
The Passat GT syncro G60 comes standard on generously dimensioned 15-inch light-alloy wheels and rims size 6J and tires 195/55 R15V (sedan) and 205/50 R15V (Variant). The brake system with four-wheel disc brakes (ventilated at the front) and ABS as standard is designed with a large safety margin on the high performance level and the permissible gross vehicle weight of 1840 kg (1860 kg Variant). The load capacity is approximately 515 kg. This solid transport capacity is also supported by the trailer weight unbraked 695 and 1500 kg braked (with special permission 1900 kg trailer weight), documented. <br />
<br />FRANK http://www.blogger.com/profile/05899055923323016216noreply@blogger.com0tag:blogger.com,1999:blog-7089240089080675728.post-3668248323621284822013-07-02T14:00:00.000-07:002014-01-28T12:27:29.761-08:00VOLKSWAGEN PASSAT 35I MK3 YEAR 1990 STORAGE "CAPACITY" 4.<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi-txypiuNvg7DBAxZrT6ZoFjxyHyPMKJraCz9x2yS0olOXxY9tuI-9LIJyhBPZMcmZPcZ0ppBCnoj8MffbCJLsy6zBh3N_qVUFQoF_vWHFpMWyfOGOXEs_CL346JCqyYOC0buBAT3r7AA/s1600/IMGH_05621.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi-txypiuNvg7DBAxZrT6ZoFjxyHyPMKJraCz9x2yS0olOXxY9tuI-9LIJyhBPZMcmZPcZ0ppBCnoj8MffbCJLsy6zBh3N_qVUFQoF_vWHFpMWyfOGOXEs_CL346JCqyYOC0buBAT3r7AA/s320/IMGH_05621.jpg" height="240" width="320" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQdP1iHjyyEtOzcTLN_-qwOGXRwF7Kxn5t-LHgiek-7iZkXLG063jm0lJmL-_4BKPjlufvPZ78YDGSFaBizyWvbkp2OvUxSerEAsDwdBRUx04Sug9Vv9Z199VHiG1qHQdW0j6PhjnUfxg/s1600/IMGH_05622.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQdP1iHjyyEtOzcTLN_-qwOGXRwF7Kxn5t-LHgiek-7iZkXLG063jm0lJmL-_4BKPjlufvPZ78YDGSFaBizyWvbkp2OvUxSerEAsDwdBRUx04Sug9Vv9Z199VHiG1qHQdW0j6PhjnUfxg/s320/IMGH_05622.jpg" height="240" width="320" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJm5v1WYzLp5WiC45aarE61MLJrtlcDwC2sjoL1_JoJ4zcRPZgH9f71KZENUup5eyI0b6DHzHXo-MCeN4dFc-yhUqXRRRZkKxwoRHPdDrFaKBPyhRuKLle2PT9jemHS0UU-KDHPUZVdsA/s1600/IMGH_05623.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJm5v1WYzLp5WiC45aarE61MLJrtlcDwC2sjoL1_JoJ4zcRPZgH9f71KZENUup5eyI0b6DHzHXo-MCeN4dFc-yhUqXRRRZkKxwoRHPdDrFaKBPyhRuKLle2PT9jemHS0UU-KDHPUZVdsA/s320/IMGH_05623.jpg" height="240" width="320" /></a></div>
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The car was filled with 2 heavy washing machines, and............<br />
<br />
- <a href="http://obsoletetellyemuseum.blogspot.com/2013/07/grundig-super-color-w6330-year-1977.html" target="_blank">GRUNDIG SUPER COLOR W6330 YEAR 1977.</a><br />
<br />
<br />
- <a class="GIL3GQOBOB" href="http://obsoletetellyemuseum.blogspot.com/2013/04/rex-zanussi-14rc4541-panama-year-1985.html" target="_blank">REX (ZANUSSI) 14RC454.1 PANAMA</a><br />
<br />
- <a class="GIL3GQOBOB" href="http://obsoletetellyemuseum.blogspot.com/2013/04/mivar-14m1-year-1993.html" target="_blank">MIVAR 14M1 YEAR 1993</a><br />
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Varios stuff , boxes, cart, and ME 85KG.<br />
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The stuff was brought in a storage house on a mountain.<br />
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<br />FRANK http://www.blogger.com/profile/05899055923323016216noreply@blogger.com0tag:blogger.com,1999:blog-7089240089080675728.post-68799967457018861222013-07-01T19:00:00.000-07:002016-01-25T12:00:43.928-08:00VOLKSWAGEN PASSAT 35I MK3 ABS TEVES MARK 2 BRAKE ANTI LOCK SYSTEM DEVICE.<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgkKnH7xUhMfpA6Yu05IdJ29nDCvjeu2j_inzjDTtkmGD_qZka6Oe6JWXx3pNKJdkSppuBCk6gT9fNXZpdwM5UQga1aQLgu4tno50tGhK0Q6fFb_6p2Ee5IZafu4LCsomeWls6753kYuQY/s1600/img_0474.jpg" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5702043824674688466" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgkKnH7xUhMfpA6Yu05IdJ29nDCvjeu2j_inzjDTtkmGD_qZka6Oe6JWXx3pNKJdkSppuBCk6gT9fNXZpdwM5UQga1aQLgu4tno50tGhK0Q6fFb_6p2Ee5IZafu4LCsomeWls6753kYuQY/s320/img_0474.jpg" style="float: left; height: 240px; margin: 0pt 10px 10px 0pt; width: 320px;" /></a><br />
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<span style="font-size: x-small;">The </span><span style="color: #00004a; font-family: "arial"; font-size: x-small;">ABS TEVES MARK 2 / </span><span style="font-size: x-small;">Teves MK II brake system combines normal system operation, hydraulic power boost and<br />anti-lock braking. The system uses an independent electrically-driven motor / pump unit to pro-<br />vide both boost pressure and brake application pressure. A common operating fluid, DOT 4<br />BRAKE FLUID, is used for both power boost and brake application.</span><br />
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<div style="font-family: Verdana,sans-serif;">
<span style="color: #00004a; font-family: "arial"; font-size: x-small;"> The BRAKE ANTI LOCK SYSTEM DEVICEIt was originally designed and
manufactured by the Brake & Chassis Division of ITT
Automotive which was based in White Plains, </span><span style="color: #00004a; font-family: "arial"; font-size: x-small;">NY. On September 28,
1998 the division was acquired by Continental AG of Hanover
Germany. The name of the newly combined company is Continental
Teves AG & Co.</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgellyxQcDdckiHJkFw31Vzcz6TFfz6h2VnNY2KkSPASsfZrDnQ2jRbshJVDDHsQ_GZwN67chfDaogftFLwSZRcIOQhpvdjvPekNgMcOKBwYM-KdvIKEZYwzMOb4vyW535oNC9d8GuRIjo/s1600/IMGH_05427.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgellyxQcDdckiHJkFw31Vzcz6TFfz6h2VnNY2KkSPASsfZrDnQ2jRbshJVDDHsQ_GZwN67chfDaogftFLwSZRcIOQhpvdjvPekNgMcOKBwYM-KdvIKEZYwzMOb4vyW535oNC9d8GuRIjo/s1600/IMGH_05427.jpg" width="320" /></a></div>
<span style="color: #00004a; font-size: x-small;">The TEVES Mark II ABS System has
been equipped on many different cars of the 80’s Included in
the list is the Pontiac 6000 STE and 88-90 Riviera and Reatta.
The system also appeared on some SAAB, Mercedes-Benz, Jaguar,
Alfa-Romero, and Lincoln Town Cars. Unfortunately for us though,
ABS was usually installed as an option, a very expensive one at
that so the number of car equipped with "our" system
is rather limited when compared to more widely used systems like
the TEVES Mark IV which the 93 and up SC’s came standard with.
It does open up the chance though that there may be alternatives
to FORD to purchasing some replacement parts. It appears though
that there are minor differences in the design of each different
car’s systems. Substitution should be done only after careful
examination and comparison of the parts in question.</span></div>
<div style="font-family: Verdana,sans-serif;">
<span style="color: #00004a; font-size: x-small;">The main difference between the
TEVES Mark II and Mark IV systems is that the Mark II is an
integrated ABS System as opposed to the non-integrated system of
the Mark IV. What that means to us is that our system contains
all the controlling hydraulic components into one unit called
the Hydraulic Actuator Assembly. This includes the Hydraulic
Power Booster, master cylinder, pump and motor, valve assembly,
and accumulator. On the Mark IV system the ABS system is
basically piggy backed onto a conventional brake system to add
ABS functionality to it.</span></div>
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<div style="font-family: Verdana,sans-serif;">
<span style="font-size: x-small;"><b><span style="color: #00004a;">Basic TEVES Mark II System
Operation</span></b></span></div>
<div style="font-family: Verdana,sans-serif;">
<span style="color: #00004a; font-size: x-small;">The heart of the TEVES Mark II
ABS System is the Hydraulic Actuator Assembly. This assembly is
controlled by the Electronic Controller which is mounted in the
Package Tray area of the trunk along side the ARC Computer,.
Additional vital components include the Four Wheel Sensors and
Indicator Rings.</span></div>
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<div style="font-family: Verdana,sans-serif;">
<span style="font-size: x-small;"><b><span style="color: #00004a;">Electronic Controller ATE 535907379 10.0935-0134.4 338540 (STEUER GERAT FUR ABS)</span></b></span></div>
<div style="font-family: Verdana,sans-serif;">
<span style="font-size: x-small;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgstCVdOpt0NowpGSZ0MK23DtDKBckH-nCz3_F_7X45ZiiP_1bsJM2jNSjbc1VHY0lNeLzvrFGFz0SBOf3WGK1ouW3g3MPhHmgdWRsCYJf2j8JQuZgxqL9iI7MEAr46JDFR-tcqFla862M/s1600/IMGH_05413.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgstCVdOpt0NowpGSZ0MK23DtDKBckH-nCz3_F_7X45ZiiP_1bsJM2jNSjbc1VHY0lNeLzvrFGFz0SBOf3WGK1ouW3g3MPhHmgdWRsCYJf2j8JQuZgxqL9iI7MEAr46JDFR-tcqFla862M/s320/IMGH_05413.jpg" width="320" /></a></span><span style="color: #00004a; font-size: x-small;">If the Hydraulic Actuation
Assembly is the heart of the ABS System the Electronic
Controller is the brains. It consists of two parallel
microprocessors which operate on the principal of two-channel
redundancy for data processing and plausibility criteria
monitoring.</span></div>
<div style="font-family: Verdana,sans-serif;">
<span style="color: #00004a; font-size: x-small;">The Controller monitors the
system operation under normal driving conditions as well as
during anti-lock braking. Under normal during conditions the
microprocessors send short test pulses to the solenoid valves of
the Hydraulic Actuator Assembly that checks the electrical
continuity of the system without causing the valves in the
Solenoid Valve Block Assembly to change position. When the
Electronic Controller senses from the signals that is processes
from the four wheel sensors that one or more wheel is about to
lock up, signals are sent to the appropriate solenoid valves
located in the Solenoid Valve Block Assembly of the Hydraulic
Actuator Assembly to allow hydraulic pressure to be bleed away
from the wheel(s) that are about to lock. The lock-up condition
is sensed when one or more wheels is determined to be
decelerating faster than the other wheels. The brake fluid
pressure is then reapplied through cycling of the appropriate
valves. This occurs at a rate in excess of 10 times a second.
The cycling will continue until all wheels are decelerating at
approximately the same rate.</span></div>
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<span style="font-size: x-small;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiWnF_I4tmA4NdYOx8R6ml6qssApO6w17DCLpYTeb1rua6nCRzJTQYbt3tF1bUpbAY18sCQToslX-sL9ktoDoxkkvEylNErRHT1jB0B50mVNfZVdTPJKKxayiM3-RqTXfGq1UZzVmmfKBc/s1600/IMGH_05414.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiWnF_I4tmA4NdYOx8R6ml6qssApO6w17DCLpYTeb1rua6nCRzJTQYbt3tF1bUpbAY18sCQToslX-sL9ktoDoxkkvEylNErRHT1jB0B50mVNfZVdTPJKKxayiM3-RqTXfGq1UZzVmmfKBc/s320/IMGH_05414.jpg" width="320" /></a></span></div>
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<span style="color: #00004a; font-size: x-small;"> </span><span style="font-size: x-small;"> </span></div>
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<span style="font-family: Georgia,"Times New Roman",serif; font-size: x-small;">General Main Relays disposition btw VW PASSAT, Golf, Corrado models<br />Num. Relay Arrangement and Pinout (with control number stamped on relay)<br />1 A/C Relay (13 or 140)<br />1 A/C Switch<br />2 Radiator Cooling Fan<br />3 Fan Switch High Speed<br />4 Battery, Fuse 23<br />5 A/C Clutch (via pressure and temperature switches)<br />6 Main Fusebox Battery Power, Fuse 19<br />7 Main Fusebox Ground<br />8 Fresh Air Fan<br />2 Rear Wiper Relay (72)<br />1 Main Fusebox Ground<br />2 Main Fusebox Run Power, Fuse 4<br />3 Rear Wiper Motor<br />4 Wipe/Wash Signal from Switch<br />3 Digifant Control Unit (30 or 32), Motronic OBD1 Control Unit (109)<br />1 Main Fusebox Ground<br />2 Tachometer<br />3 Main Fusebox Start/Run Power<br />4 Main Fusebox Battery Power<br />5 To ECU (relay turn-on) (1990 G60, ABA/VR6 OBD1 only)<br />6 To ECU and Engine Electronics<br />4 Load Reduction Relay (18)<br />1 From Ignition Switch Run Power<br />2 To Main Fuse Box Run Power<br />3 Main Fusebox Battery Power<br />4 Main Fusebox Ground<br />5 Low Coolant Level Control Unit (43)<br />1 Main Fusebox Start/Run Power<br />2 Low Coolant Level Sensor<br />3 Coolant Temperature Sensor, Gauge<br />4 Main Fusebox Ground<br />6 Flashers (21)<br />1 Main Fusebox Ground<br />2 Flasher Output<br />3 Flasher Input/Power<br />4 X/6 (Trailer Light)<br />7 Headlight Washer (33)<br />1 Main Fusebox Ground (B/4 to C/3 to Ground)<br />2 Headlight Washer Pump<br />3 Headlight Switch Pin 56 (headlights) (B3 to D4 to light power)<br />4 Main Fusebox Battery Power (B/5 to Y/2)<br />5 Windshield Washer Pump (B/1 to B/2 to washer pump power)<br />8 Wash/Wipe/Intermittent Relay (19 for standard relay, 99 for variable intermittent module)<br />1 Main Fusebox Ground<br />2 Intermittent Switch<br />3 Main Fusebox Run Power, Fuse 5<br />4 Park/Low Signal (ground when parked, positive when on low speed)<br />5 Wiper Motor Low Speed Output<br />6 Wash Switch (positive for front wash)<br />9 Seat Belt Warning Control Unit (4 or 29)<br />1 Main Fusebox Ground<br />2 Seat Belt Switch<br />3 Door Switch<br />4 Seatbelt Light<br />5 "Key In" Power from Ignition Switch<br />6 Main Fusebox Start/Run Power<br />7 Automatic Shoulder Belt Controller<br />9 Radio/Lights Buzzer (36)<br />1 Main Fusebox Ground (not used)<br />2 A1/4 (Left Parking Lights)<br />3 Vehicle Speed Sensor<br />4 Seatbelt Light (not used)<br />5 "Key In" Power from Ignition Switch<br />6 Main Fusebox Start/Run Power (not used)<br />7 A2/2 (Right Parking Lights)<br />10 Fog Light Relay (110 for fog lights with low beam headlights only, 53 for parking light/high beam fog lights)<br />1 Parking Light Power<br />2 Headlight Switch Headlight Power (Low/High)<br />3 Fog Light Switch Power, Fuse 10<br />4 Main Fusebox Battery Power<br />5 Main Fusebox Ground<br />6 Low Beam Headlight Power<br />11 Horn (53)<br />1 Main Fusebox Start/Run Power<br />2 To Horns<br />3 Main Fusebox Ground<br />4 From Horn Button<br />12 Fuel Pump Relay (80, 67 or 167)<br />1 Main Fusebox Starter Power (not used)<br />2 Main Fusebox Start/Run Power<br />3 To ECU (Fuel Pump Turn-On)<br />4 To Fuse 18, Fuel Pump, Oxygen Sensor Heater<br />5 G2/6 (not used)<br />6 Main Fusebox Battery Power From 30B<br />7 G2/7, T1 (not used)<br />8 Main Fusebox Ground (not used)<br />9 M/4, U1/8, G2/5 (not used)<br />12 Glow Plug Relay (102 or 104)<br />1 Main Fusebox Starter Power<br />2 Main Fusebox Start/Run Power<br />3 Engine Temp Sender (preheat)<br />4 Glow Plugs (Z1)To Fuse 18 (not used)<br />5 G2/6 (not used)<br />6 Main Fusebox Battery Power From 30B<br />7 G2/7, T1 (not used)<br />8 Main Fusebox Ground<br />9 Water Separator, Glow Plug Light</span><br />--------------------------------------------------------------------------------------</div>
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<b><span style="color: #00004a; font-size: x-small;"> </span><span style="color: #00004a; font-size: x-small;">MCS@51 </span><span style="color: #00004a; font-size: x-small;">8-BIT CONTROL-ORIENTED MICROCONTROLLERS 8052AH:</span></b></div>
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<span style="color: #00004a; font-size: x-small;"><b> </b>The MCS@51 controllers are optimized for control applications. Byte-processing and numerical operations on<br />small data structures are facilitated by a variety of fast addressing modes for accessing the internal RAM. The<br />instruction set provides a convenient menu of 8-bit arithmetic instructions, including multiply and divide instruc-<br />tions. Extensive on-chip support is provided for one-bit variables as a separate data type, allowing direct bit<br />manipulation and testing in control and logic systems that require Boolean processing.<br />The 8751H is an EPROMversion of the 8051AH. It has 4 Kbytes of electrically programmable ROM which can<br />be erased with ultraviolet light. His fully compatible with the 8051AH but incorporates one additional feature: a<br />Program Memory Security bit that can be used to protect the EPROM against unauthorized readout. The<br />8751H-8 is identical to the 8751H but only operates up to 8 MHz.<br />The 8051AHP i</span><span style="color: #00004a; font-size: x-small;">s identical to the 8051AH with the exception of the Protection Feature. To incorporate this<br />Protection Feature, program verification has been disabled and external memory accesses have been limited<br />to 4K.<br />The 8052AH is an enhanced version of the 8051AH. It is backwards compatible with the 8051AH and is<br />fabricated with HMOS IItechnology. The 8052AH enhancements are listed in the table below. Also refer to this<br />table for the ROM, ROMless and-EPROM versions of each product.</span><br />
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<span style="font-size: x-small;"><b><span style="color: #00004a;">ATE 535907379 10.0935-0134.4 338540 (STEUER GERAT FUR ABS)</span></b></span><span style="color: #00004a; font-size: x-small;"> </span><span style="font-size: small;"><b>Circuit configuration for an anti-lock-controlled brake system:<span style="font-size: x-small;">VOLKSWAGEN PASSAT 35I MK3 ABS TEVES MARK 2 </span></b></span><br />
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<span style="font-size: small;"><b> </b><span style="font-size: x-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;">This is a circuit configuration provided for an anti-lock-controlled
brake system and serving for processing sensor signals obtained by wheel
sensors (5) and for generating braking pressure control signals. This
circuit configuration contains two microcontrollers (1, 2)
interconnected by data exchange lines (7). The handled signals are
concurrently processed by the microcontrollers independently of one
another and the exchanged signals are checked for consistency. A
deviation of the exchanged signals which is due to malfunctions is
signalized to a safety circuit (8) which, thereupon, interrupts the
power supply to the solenoid valves (Ll . . . Ln). The monitoring signal
(WD1, WD2) fed to the safety circuit (8) is a predetermined alternating
signal in case of consistency of the exchanged signals and in case of
proper operation of the circuit configuration. The safety circuit (8)
compares the alternating signal with a time standard derived from a
clock generator (TG2, TG3) which is independent of the operating cycle
(TG1) of the microcontrollers (1,2). A change in the alternating signal,
as well as a failure in the time standard, causes a cut-off of power
supply and, hence, of anti-lock control. </span></span></span><br />
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<span style="font-size: x-small;">1. A circuit for
controlling a vehicle anti-lock system operative to receive wheel
condition signals from a plurality of wheel condition sensors and
generate brake pressure signals in response thereto to modulate vehicle
brake line solenoid valves, said circuit comprising: </span></div>
<div style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: x-small;"> first microcontroller means and second microcontroller means interconnected by data exchange lines. </span></div>
<div style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: x-small;"> (a) said first microcontroller means for: </span></div>
<div style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: x-small;"> (1) receiving selected ones of said wheel condition signals, </span></div>
<div style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: x-small;"> (2) independently processing said wheel condition signals received by said first microcontroller means, </span></div>
<div style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: x-small;">
(3) generating said brake pressure signals in response to said wheel
condition signals received by said first microcontroller means, </span></div>
<div style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: x-small;"> (b) said second microcontroller means for: </span></div>
<div style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: x-small;"> (1) receiving selected ones of said wheel condition signals, </span></div>
<div style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: x-small;"> (2) independently processing said wheel condition signals received by said second microcontroller means, </span></div>
<div style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: x-small;">
(3) generating said brake pressure signals in response to said wheel
condition signals received by said second microcontroller means, </span></div>
<div style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: x-small;"> (c) said first microcontroller means also for: </span></div>
<div style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: x-small;">
(1) receiving from said second microcontroller means at least one of:
PA4 (i) said selected wheel condition signals received by said second
microcontroller means, and PA4 (ii) said brake pressure signals
generated by said second microcontroller means, and </span></div>
<div style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: x-small;"> (2)
comparing signals received from said second microcontroller means with
corresponding signals received and generated by said first
microcontr</span><span style="font-size: x-small;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgBgsACDINTgjIyKChqOGmR4fLiCdR28ILYK7HS4rrySG62Etz14X9lrfVoxSaVMvKgTnNPNeTi5F76BRJ0LsNAnoQZkDdTbiI-vBBYpgShoMAsrWtQQyjpIznRcp1krDeu6cTwuDjJG70/s1600/IMGH_05411.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgBgsACDINTgjIyKChqOGmR4fLiCdR28ILYK7HS4rrySG62Etz14X9lrfVoxSaVMvKgTnNPNeTi5F76BRJ0LsNAnoQZkDdTbiI-vBBYpgShoMAsrWtQQyjpIznRcp1krDeu6cTwuDjJG70/s320/IMGH_05411.jpg" width="320" /></a></span><span style="font-size: x-small;">oller means, and </span></div>
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<span style="font-size: x-small;"> (3) generating a first monitoring
signal as a function of any difference between compared signals, said
first monitoring signal being an alternating signal having a
predetermined frequency and amplitude whenever the difference between
compared signals falls below a predetermined threshold level, and </span></div>
<div style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: x-small;"> (d) said second microcontroller means also for: </span></div>
<div style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: x-small;">
(1) receiving from said first microcontroller means at least one of:
PA4 (i) said selected wheel condition signals received by said first
microcontroller means, and PA4 (ii) said brake pressure signals
generated by said first microcontroller means, and </span></div>
<div style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: x-small;"> (2)
comparing signals received from said first microcontroller means with
corresponding signals received and generated by said second
microcontroller means, and </span></div>
<div style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: x-small;"> (3) generating a second monitoring
signal as a function of any difference between compared signals, said
second monitoring signal being an alternating signal having a
predetermined frequency and amplitude whenever the difference between
compared signals falls below a predetermined threshold level, and</span></div>
<div style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: x-small;">and safety circuit means for: </span></div>
<div style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: x-small;">
(a) comparing each of said first and said second monitoring signals
with a time standard from at least one clock generator operating
independently of an operating cycle of said first microcontroller means
and said second microcontroller means, and </span></div>
<div style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: x-small;"> (b) disabling said
solenoid valves whenever any of said first and said second monitoring
signals exceeds said predetermined threshold level.</span></div>
<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: x-small;"><br clear="all" /><br clear="all" />
2. A circuit according to claim 1 further including a
trigger circuit through which said wheel condition signals are conducted
to said first and said second microcontroller means and containing a
first clock generator for said first monitoring signal operating
independently of an operating cycle of said first microcontroller means
and a second clock generator for said second monitoring signal operating
independently of an operating cycle of said second microcontroller
means. <br clear="all" /><br clear="all" />
3. A circuit according to claim 2 further including: </span><br />
<div style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: x-small;"> (a) a power supply, </span></div>
<div style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: x-small;">
(b) means for selectively conducting power from said power supply to
said solenoid valves to actuate said solenoid valves, and </span></div>
<div style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: x-small;"> (c) valve control means responsive to said safety circuit means for preventing actuation of said solenoid valves.</span></div>
<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: x-small;"><br clear="all" /><br clear="all" />
4. A circuit according to claim 3 further including
second valve control means responsive to said safety circuit means for
preventing actuation of said solenoid valves. <br clear="all" /><br clear="all" />
5. A circuit according to claim 4 further including
amplifying means between said first and said second microcontroller
means and said solenoid valves, and said second valve control means
control said amplifying means. <br clear="all" /><br clear="all" />
6. A circuit according to claim 5 further including monitoring circuit means for: </span><br />
<div style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: x-small;"> (a) developing control signals representative of defects in said anti-lock system, and </span></div>
<div style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: x-small;"> (b) supplying said control signals to said first and said second microcontroller means</span></div>
<div style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: x-small;">and wherein said first and said second monitoring signals indicate the presence of said control signals.</span></div>
<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: x-small;"><br clear="all" /><br clear="all" />
7. A circuit according to claim 6 wherein said
monitoring circuit means include a parity chain responsive to operation
of said solenoid valves and said brake pressure control signals.
<br clear="all" /><br clear="all" />
8. A circuit according to claim 1 wherein each of said
first and said second monitoring signals is compared with a separate
time standard from a separate clock generator operating independently of
an operating cycle of said first microcontroller means and an operating
cycle of said second microcontroller means. <br clear="all" /><br clear="all" />
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<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: x-small;">9. A circuit for controlling a vehicle anti-lock system
operative to receive wheel condition signals from a plurality of wheel
condition sensors and generate brake pressure signals in response
thereto to modulate vehicle brake line solenoid valves, said circuit
comprising: </span><br />
<div style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: x-small;"> signal processing circuit means for: </span></div>
<div style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: x-small;"> (a) receiving said wheel condition signals, and </span></div>
<div style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: x-small;"> (b) generating said brake pressure signals in response to said wheel condition signals,</span></div>
<div style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: x-small;">said signal processing circuit means including: </span></div>
<div style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: x-small;"> (a) first microcontroller means for: </span></div>
<div style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: x-small;"> (1) receiving selected ones of said wheel condition signals, </span></div>
<div style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: x-small;"> (2) independently processing said wheel condition signals received by said first microcontroller means, and </span></div>
<div style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: x-small;">
(3) generating said brake pressure signals in response to said wheel
condition signals received by said first microcontroller means, and </span></div>
<div style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: x-small;"> (b) second microcontroller means for: </span></div>
<div style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: x-small;"> (1) receiving selected ones of said wheel condition signals, </span></div>
<div style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: x-small;"> (2) independently processing said wheel condition signals received by said second microcontroller means, and </span></div>
<div style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: x-small;">
(3) generating said brake pressure signals in response to said wheel
condition signals received by said second microcontroller means, and </span></div>
<div style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: x-small;">
(c) data exchange means interconnecting said first and said second
microcontroller means for exchanging between said first and said second
microcontroller means at least one of: </span></div>
<div style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: x-small;"> (1) said selected wheel condition signals, received by said first and said second microcontroller means, and </span></div>
<div style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: x-small;"> (2) said brake pressure signals generated by said first and said second microcontroller means, and </span></div>
<div style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: x-small;"> (d) said first microcontroller means also for: </span></div>
<div style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: x-small;">
(1) comparing signals received from said second microcontroller means
with corresponding signals received and generated by said first
microcontroller means, and </span></div>
<div style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: x-small;"> (2) generating a first monitoring
signal as a function of any difference between compared signals, said
first monitoring signal being an alternating signal having a
predetermined frequency and amplitude whenever the difference between
compared signals falls below a predetermined threshold level, </span></div>
<div style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: x-small;"> (e) said second microcontroller means also for: </span></div>
<div style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: x-small;">
(1) comparing signals received from said first microcontroller means
with corresponding signals received and generated by said second
microcontroller means, and </span></div>
<div style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: x-small;"> (2) generating a second monitoring
signal as a function of any difference between compared signals, said
second monitoring signal being an alternating signal having a
predetermined frequency and amplitude whenever the difference between
compared signals falls below a predetermined threshold level, </span></div>
<div style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: x-small;">
and safety circuit means, including at least one clock generator
operating independently of an operating cycle of said first
microcontroller means and an operating cycle of said second
microcontroller means, for: </span></div>
<div style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: x-small;"> (a) comparing each of said first and said second monitoring signals with a time standard from said clock generator, and </span></div>
<div style="font-family: Arial,Helvetica,sans-serif;">
<span style="font-size: x-small;">
(b) disabling said solenoid valves whenever any of said first and said
second monitoring signals exceeds said predetermined threshold level.</span></div>
<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: x-small;"><br clear="all" /><br clear="all" />
10. A circuit according to claim 9 wherein said safety
circuit means include two clock generators each operating independently
of an operating cycle of said first microcontroller means and an
operating cycle of said second microcontroller means and said first
monitoring signal is compared with a first time standard from said first
clock generator and said second monitoring signal is compared with a
second time standard from said second clock generator. </span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: x-small;"><br clear="all" /></span>
<br />
<div class="disp_doc2" style="font-family: Arial,Helvetica,sans-serif;">
<div class="disp_elm_title">
<span style="font-size: x-small;">Description:</span></div>
<div class="disp_elm_text">
<span style="font-size: x-small;">INTRODUCTION</span><br />
<span style="font-size: x-small;">This invention relates to a circuit
configuration for an anti-lock-controlled brake system, which circuit
configuration serves for processing sensor signals that have been
obtained by means of wheel sensors and that represent the rotational
behavior of the vehicle wheels and for generating braking pressure
control signals by means of which solenoid valves inserted into the
brake lines can be changed over, and which circuit configuration is
provided with two or more microcontrollers that are interconnected by
data exchange lines and can be fed with the sensor signals after the
same have been handled in a trigger circuit, with the microcontrollers
independently of one another processing the sensor signals, generating
the braking pressure control signals, checking the exchanged signals for
consistency and feeding a monitoring signal to a safety circuit which
interrupts the power supply to the solenoid valves in case of
malfunctions. </span><br />
<br />
<span style="font-size: x-small;">BACKGROUND OF THE INVENTION</span><br />
<span style="font-size: x-small;">Such
a circuit configuration has come to knowledge from German Published
Patent Application (DE-OS) No. 3234637. The handled signals of all wheel
sensors are fed concurrently to two electronic circuits and are there
processed by means of identical logic or rather i</span><span style="font-size: x-small;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgBgsACDINTgjIyKChqOGmR4fLiCdR28ILYK7HS4rrySG62Etz14X9lrfVoxSaVMvKgTnNPNeTi5F76BRJ0LsNAnoQZkDdTbiI-vBBYpgShoMAsrWtQQyjpIznRcp1krDeu6cTwuDjJG70/s1600/IMGH_05411.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgBgsACDINTgjIyKChqOGmR4fLiCdR28ILYK7HS4rrySG62Etz14X9lrfVoxSaVMvKgTnNPNeTi5F76BRJ0LsNAnoQZkDdTbiI-vBBYpgShoMAsrWtQQyjpIznRcp1krDeu6cTwuDjJG70/s320/IMGH_05411.jpg" width="320" /></a></span><span style="font-size: x-small;">n accordance with
identical programs for the purpose of identifying malfunctions of the
electronic circuitry. The signals available at different points in the
course of the program are exchanged and checked for consistency. Any
deviations are an indication of malfunctions wherefore in such a case
either of the two electronic circuits signalizes this malfunction to one
or several safety circuits. This causes a cut-off of the power supply
to the solenoid valves serving for anti-lock control. As, in their rest
positions, the solenoid valves do not influence the pressure medium
supply to the brake and, hence, the brake application, nor permit any
pressure removal via the outlet valves it is ensured that the vehicle
will continue to be able to be braked, although without anti-lock
control, in case of a trouble in the electronic system. </span><br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiD5e1mJk4ADsN4iBtVu4G3j1IGyTdsPLyWpdpGDZ3QpkIE7i2tSwH08-lZzjqKY5wDqlPPFAbJbMUs22AuXhUDKThHTKxnpOJfimIOeAgk1DgULmy91RZhiFfBZPUdQIv-UDAjV2vhoU8/s1600/IMGH_05428.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiD5e1mJk4ADsN4iBtVu4G3j1IGyTdsPLyWpdpGDZ3QpkIE7i2tSwH08-lZzjqKY5wDqlPPFAbJbMUs22AuXhUDKThHTKxnpOJfimIOeAgk1DgULmy91RZhiFfBZPUdQIv-UDAjV2vhoU8/s1600/IMGH_05428.jpg" width="240" /></a></div>
<span style="font-size: x-small;">BRIEF DESCRIPTION OF THE INVENTION </span><br />
<span style="font-size: x-small;">However,
in such a circuitry it is conceivable, although unlikely, that there
are cases where anti-lock control will remain switched on despite a
malfunction. Therefore, it is an object of the present invention to
enhance the degree of safety even more, with which anti-lock control
will be switched off in case of a trouble in the electronic or electric
system, and thus to increase the safety of maintaining the braking
operation, although without control. This object ought to be achieved
without any additional expense or with very little additional expense at
the maximum. </span><br />
<span style="font-size: x-small;">It has been found out that this object can be
solved in a circuit configuration of the type referred to at the
beginning in that, in case of consistency of the exchanged signals and
in case of proper operation of the circuitry, the monitoring signal of
each microcontroller is a predetermined alternating signal, i.e., an
alternating signal with predetermined frequency and with predetermined
variation; and in that the safety circuit compares the monitoring
signal, or rather the alternating signal, with a time standard derived
from one or several clock generators which are independent of the
operating cycle of the microcontrollers. </span><br />
<span style="font-size: x-small;">According to this
invention, the enhanced safety will thus be achieved in that an
alternating is selected as monitoring signal by means of which each
microcontroller signalized the proper condition to the safety circuit;
and in that this alternating signal is compared with a time standard.
The alternating signal, for instance, is a pulse sequence of
predetermined duration and frequency. Moreover, a time standard, or
rather a time window, is used for the monitoring signal of each
microcontroller. Said time standard, or rather time window, is gained
independently of the operating cycle of the microcontrollers by means of
additional clock generators. These clock generators may be of simple
construction as they only have to check relatively roughly whether the
monitoring signal falls into the predetermined time window. Such clock
generators, for instance, permit integration at low expense into the
trigger circuit provided for the wheel sensor signals. </span><br />
<span style="font-size: x-small;">Should
there be a failure of the clock generators defining the time windows
this would also lead to a cut-off of anti-lock control. Thus the
monitoring assemblies are also included in the monitoring operation. </span><br />
<span style="font-size: x-small;">According
to one advantageous embodiment of this invention, the monitoring signal
of each microcontroller is compared with the time window derived from a
specific clock generator. As compared with the use of a common clock
generator this will once more enhance the safety degree of error
detection. </span><br />
<span style="font-size: x-small;">It will be an advantage if, upon error detection, the
safety circuit interrupts the power supply path of a relay via the
operating contact of which power supply to the solenoid valves takes
place. A very expedient embodiment of such a circuit configuration for
actuating the power supply relay is described in the German Patent
Application No. P 39 24 988.3. If such a circuit configuration is used
it will be ensured that power supply will be interrupted even in case of
troubles of various types within the relay actuation system. </span><br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhd6on9DmUKoIdFMMeTHTj7JUQoE0HwAnGy85KdpOMCrqjFruKoztXZy54CJIl7Nn0xDbW1Sl6y7egc4T0wCsqSs7vKeULDuoCSKI07Ue1vJ-DyzVKgTlGe7hpWcxObj6q-ZB4Gw1Z-atk/s1600/IMGH_05429.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhd6on9DmUKoIdFMMeTHTj7JUQoE0HwAnGy85KdpOMCrqjFruKoztXZy54CJIl7Nn0xDbW1Sl6y7egc4T0wCsqSs7vKeULDuoCSKI07Ue1vJ-DyzVKgTlGe7hpWcxObj6q-ZB4Gw1Z-atk/s1600/IMGH_05429.jpg" width="320" /></a></div>
<span style="font-size: x-small;">A
further very advantageous embodiment of this invention consists in that,
upon error detection, the safety circuit actuates semiconductor stages
such as transistor stages via an additional signal output which block
the actuation of the solenoid valves, e.g., by interrupting power supply
to the driver stages, or rather amplifier stages, connected upstream of
the solenoid valves. In this way, any further anti-lock control will be
prevented even if the detected trouble admittedly will cause the safety
circuit to respond, with the supply voltage, however, not being
switched off because of a bridged switching contact, for instance. </span><br />
<span style="font-size: x-small;">According
to a further embodiment of this invention, the microcontrollers will
not only signalize defective operation if the mutually exchanged signals
are not consistent but also if there appear signals or signal
combinations which will not be possible in case of proper operation of
the anti-lock control system. Monitoring thus also takes place in
accordance with so-called plausibility criteria. </span><br />
<span style="font-size: x-small;">According to
another favorable example of an embodiment of this invention, the output
signal of a monitoring circuit is feedable to the microcontrollers, the
error detection state of said output signal--e.g., a permanent signal
instead of an alternating signal--being signalizable as malfunction to
the safety circuit by means of the microcontrollers and of the
monitoring signals. The output signal, for instance, may be an output
signal of a parity chain monitoring the operation of the solenoid
valves. A very advanced monitoring circuit of this type is described in
German Patent Application No. P39 25 418.8. </span><br />
<span style="font-size: x-small;">Further
characteristics, advantages and applications of this invention will
become evident from the following description of one example of an
embodiment, reference being made to the accompanying drawing. </span><br />
<br />
<span style="font-size: x-small;">BRIEF DESCRIPTION OF THE DRAWINGS</span><br />
<span style="font-size: x-small;">FIG. 1, is a block diagram showing the essential components of a circuit configuration in accordance with this invention; and </span><br />
<span style="font-size: x-small;">FIG. 2, shows details of one component of the circuit configuration as per FIG. 1. </span><br />
<br />
<span style="font-size: x-small;">DETAILED DESCRIPTION OF THE PREFERRED EMBODIMENT</span><br />
<span style="font-size: x-small;">In
accordance with FIG. 1, the essential components of a circuit
configuration for an anti-lock-controlled brake system are two
microcontrollers 1,2 (MC1 and MC2) which, via signal lines 3, 4, are fed
with the information on the rotational behavior of the individual
vehicle wheels and which generate braking pressure control signals after
these signals have been logically linked and handled. </span><br />
<span style="font-size: x-small;">The wheel
information are obtained in the known manner by means of wheel sensors 5
whose signals are processed in a trigger circuit 6 and, subsequently,
are passed on to the microcontrollers 1, 2. In the illustrated example
of an embodiment, via lines 3 and 4, respectively, each microcontroller
is fed the information of two wheel sensors out of the four wheel
sensors; however, via the data exchange lines 7, the wheel information
are also exchanged so that, independently of each other, in both
microcontrollers it will be possible to derive braking pressure control
signals from the input information, with the same program being used. </span><br />
<span style="font-size: x-small;">The
output signals of the microcontrollers 1, 2 serve as braking pressure
control signals. After amplification in valve drivers VT1, VT2 . . .
VTn, said output signals will be fed to power transistors LT1, LT2, . . .
LTn which directly actuate solenoid valves. The excitation coils of the
solenoid valves are referred to by L1, L2 . . . Ln. The
(non-illustrated) solenoid valves serve for braking pressure modulation
within the scope of anti-lock control. In the rest position said
solenoid valves do not have any influence on the braking operations. </span><br />
<span style="font-size: x-small;">The
braking pressure control signals are likewise generated independently
of one another in both microcontrollers 1, 2, and are compared via data
exchange lines 7. In the illustrated example of an embodiment, the
connections to the individual solenoid valves are distributed to the two
microcontrollers 1, 2 because of the limited number of the available
outputs, or rather connection pins. </span><span style="font-size: x-small;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgBgsACDINTgjIyKChqOGmR4fLiCdR28ILYK7HS4rrySG62Etz14X9lrfVoxSaVMvKgTnNPNeTi5F76BRJ0LsNAnoQZkDdTbiI-vBBYpgShoMAsrWtQQyjpIznRcp1krDeu6cTwuDjJG70/s1600/IMGH_05411.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgBgsACDINTgjIyKChqOGmR4fLiCdR28ILYK7HS4rrySG62Etz14X9lrfVoxSaVMvKgTnNPNeTi5F76BRJ0LsNAnoQZkDdTbiI-vBBYpgShoMAsrWtQQyjpIznRcp1krDeu6cTwuDjJG70/s320/IMGH_05411.jpg" width="320" /></a></span><br />
<span style="font-size: x-small;">Monitoring lines WD1, WD2
lead from the microcontrollers 1, 2 to a safety circuit 8. Via outputs
of said safety circuit 8, two power transistors LT3, LT4 are actuated
that are connected in series and via which a power supply relay, or
rather a main relay 9, is energized which, via an operating contact 10,
maintains the power supply to the solenoid valve and their actuation
circuits (VT1 . . . VTn). A circuit 11 serves for the voltage supply UB
of the safety circuit 8 and for triggering a reset pulse. </span><br />
<span style="font-size: x-small;">A
further output of the safety circuit 8 leads to two cascade-connected
transistors 12, 13. In case of proper operation, transistor 13 is
conductive and supplies the valve drivers VT1, VT2 . . . VTn as well as
the power transistors LT1, LT2 . . . LTn with energy. Power supply to
the valve drivers and power transistors will be blocked via transistor
13 if transistor 12 is actuated by safety circuit 8. </span><br />
<span style="font-size: x-small;">A monitoring
circuit 14 to be explained in more detail in the following with
reference to FIG. 2 supplies a signal to the two microcontrollers 1, 2
via a line 15. In a certain way, said signal will be dependent on the
correction signals of the microcontrollers 1, 2, or rather on the
actuation of the solenoid valves L1 . . . Ln, as long as the monitored
elements and windings L1, L2 . . . Ln are in good order. If a trouble
comes up the signal at output A will deviate from the "expected" signal.
</span><br />
<span style="font-size: x-small;">A clock generator TG1 is provided for the generation of an
operating cycle for the microcontrollers 1, 2, its clock frequency being
determined by a quartz. The operating cycle of the microcontrollers 1, 2
also determines the frequency and the shape of the monitoring signals
WD1, WD2 that signalize intact condition and proper operation to the
safety circuit. In one example of an embodiment of this invention, the
monitoring signals WD1, WD have the shape of short pulses of a duration
of 200/us which are repeated every 7 ms. </span><br />
<span style="font-size: x-small;">Two further clock
generators TG2, TG3 which are independent of clock generator TG1 are
provided for the generation of time windows or time standards by means
of which the monitoring signals are comparable. In the present example,
said clock generators TG2, TG3 are integrated into the trigger circuit
6. </span><br />
<span style="font-size: x-small;">Monitoring of the circuit configuration as per FIG. 1 will be performed as follows: </span><br />
<span style="font-size: x-small;">The
two microcontrollers 1, 2 contain circuits that permanently perform a
consistency check of the signals exchanged via the data exchange lines
7. Moreover, in a manner known per se, it is established within the
circuits 1, 2 whether predetermined plausibility criteria are complied
with, or rather whether the signals formed within the scope of signal
processing will be possible in case of intact circuitry and proper
operation. Finally, it is also checked whether an alternating signal is
actually available at output A of the monitoring circuit 14, or rather
at the corresponding inputs which are given access to by line 15. If all
these conditions are complied with independently of one another in
either of the microcontrollers 1, 2 this will be signalized to the
safety circuit 8 by means of the monitoring signals WD1, WD2 which, in
this case, represent an alternating signal of a certain shape and
frequency such as a pulse sequence of a certain frequency. </span><br />
<span style="font-size: x-small;">The
two monitoring signals WD1, WD2 are compared independently of each other
with corresponding time standards derived from the clock generators
TG2, TG3. As long as there is no deviation indicating a trouble or a
malfunction the power transistor LT3, LT4 connected to the corresponding
outputs of the safety circuit 8 can be activated, the relay 9 remaining
switched on. The voltage UB is applied to the illustrated circuit and
to the solenoid valves. There is no signal at the third output of the
safety circuit 8, which leads to transistor 12, so that also the valve
drivers and the power transistors are connected to the battery voltage
UB via transistor 13. </span><br />
<span style="font-size: x-small;">If now there occurs a malfunction detected
by the monitoring circuit 14 and/or by the microcontroller 1 and/or 2
this will lead to a corresponding change in the monitoring signal WD1
and/or WD2. The safety circuit 8 will react by ending actuation of
transistors LT3, LT4, thereby causing relay 9 to drop out and
interrupting the power supply to the entire circuitry. Additionally, the
power supply to valve drivers VT1 . . . VTn and to power transistors
LT1 . . . Ltn will be blocked in the described way via the third output
of the safety circuit 8. This, however, will only be of importance if
cut-off via relay 9 does not work or is delayed. </span><br />
<span style="font-size: x-small;">A corresponding
reaction of safety circuit 8 will also come about if one or both
monitoring signals WD1, WD2 are no longer consistent with the time
standards derived from the clock generators TG2, TG3 or if either clock
generator TG2, TG3 becomes defective, with the monitoring signals WD1,
WD2 being intact. Consequently, the monitoring elements themselves are
monitored . </span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjuslqXRC1jtq-k6MLAnb2rnmYGh9MDlzxryR5uvhBv5cUYXZwT3dwiwUCtSERX6nOocLzbaZiIVMm8DHnwZanvMU1-wtk_NSpBLeq40DsbPIDNCkw_dZZvPuyUEMU8VEf2qlzO9DxMkTg/s1600/teves-controller-2.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="217" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjuslqXRC1jtq-k6MLAnb2rnmYGh9MDlzxryR5uvhBv5cUYXZwT3dwiwUCtSERX6nOocLzbaZiIVMm8DHnwZanvMU1-wtk_NSpBLeq40DsbPIDNCkw_dZZvPuyUEMU8VEf2qlzO9DxMkTg/s320/teves-controller-2.jpg" width="320" /></a></div>
<br />
<span style="font-size: x-small;">FIG. 2, referring to an example of an embodiment with
four solenoid valves whose excitation windings are referred to by
L1-L4, serves to explain the connection and mode of operation of the
monitoring circuit 14 of FIG. 1. This circuit is described in detail in
Patent Application No. P 39 25 418.8 mentioned at the beginning. </span><br />
<span style="font-size: x-small;">The
signal at output A, or rather on line 15, is dependent on the signal
variation, or rather on the signal distribution, at all the outputs of
the microcontrollers 1, 2 that are connected via the monitoring circuit
14. For instance, a change in the signal level at any one of the outputs
of the microcontrollers 1, 2 with the levels at the remaining outputs
staying the same, automatically will cause a change in level on line 15.
In the microcontrollers 1, 2 it will always be checked whether the
signal at the output of monitoring circuit 14 will be in conformity with
the signal distribution at the outputs of the microcontrollers 1, 2. </span><br />
<span style="font-size: x-small;">The
transistors T1-T4 of the monitoring circuit 14, together with the
remaining components combined in circuit block 16, form an OR-link whose
output signal is formed by means of transistors T5, T6 and is available
at an output A1. Connected at the base of transistor T5 are a current
source Q1 towards the ground and an ohmic resistor R1 towards the supply
voltage UB. The emitter of transistor T5 is connected with the battery
UB via a low-impedance resistor R2. The current source Q1, the base
resistor R1 and the emitter resistor R2 are dimensioned such as to
ensure that, as long as the transistors T1-T4 are non-conductive, the
two transistors T5 and T6 will carry a current so that there will
prevail the signal state L (low) at output A1. </span><br />
<span style="font-size: x-small;">There will be a
change in the level at output A1 if at least one valve is excited, or
rather if one of transistors LT1 . . . LTn is actuated (in FIG.2 only
LT1 and the appertaining driver stage VT1 are sketched out). </span><br />
<span style="font-size: x-small;">As
long as the power transistors are not actuated the transistors T1-T4
will be non-conductive as each transistor base, which in each case is
connected to the battery voltage UB via one of the low-impedance
windings L1-L4, is on the potential of the voltage source UB. The
current flowing via R</span><span style="font-size: x-small;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgBgsACDINTgjIyKChqOGmR4fLiCdR28ILYK7HS4rrySG62Etz14X9lrfVoxSaVMvKgTnNPNeTi5F76BRJ0LsNAnoQZkDdTbiI-vBBYpgShoMAsrWtQQyjpIznRcp1krDeu6cTwuDjJG70/s1600/IMGH_05411.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgBgsACDINTgjIyKChqOGmR4fLiCdR28ILYK7HS4rrySG62Etz14X9lrfVoxSaVMvKgTnNPNeTi5F76BRJ0LsNAnoQZkDdTbiI-vBBYpgShoMAsrWtQQyjpIznRcp1krDeu6cTwuDjJG70/s320/IMGH_05411.jpg" width="320" /></a></span><span style="font-size: x-small;">2 and the transistors T5, T6 will cause a drop in
voltage in the blocking direction of the base-emitter diode of
transistors T1-T4. </span><br />
<span style="font-size: x-small;">The base connections of transistors T1-T4 are
connected to one output A2 by means of non-equivalent elements XOR1,
XOR2, XOR3 (exclusive OR). Each of said non-equivalent elements has two
inputs and one output and they are combined into a so-called parity
chain in that in each case a control connection of a valve excitation
winding is linked with the output a signal of a non-equivalent element.
In the illustrated manner, it is possible to connect any number of
solenoid valves, or rather of valve excitation windings, to one output
A. </span><br />
<span style="font-size: x-small;">The OR-link 16 also reacts to leakage currents via the
windings L1-L4. As the drop in voltage on the low-impedance resistor R2
is small, a relatively small leakage current flowing via any one of the
windings will already cause the corresponding transistor T1-T4 to become
current-carrying, thereby the drop in voltage on R2 being increased
that much as to cause T5 and, hence, also T6 to become non-conductive.
This again is detectable by means of a signal change at output A1 of the
OR-link and, thus, at output A of the monitoring circuit, also. </span><br />
<span style="font-size: x-small;">Consequently,
a certain signal variation at the output of the monitoring circuit 14
will correspond to the signal variation at the power transistors LT1,
LT2 through LTn, or rather at the outputs of the microcontrollers 1, 2
(FIG. 1). The defect of any power transistor LT1 . . . LTn, an excessive
saturation voltage, a short circuit or the like are consequently
detectable by means of the monitoring circuit 14. </span></div>
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<div style="font-family: Verdana,sans-serif;">
<span style="font-size: x-small;"><b><span style="color: #00004a;">Hydraulic Actuator Assembly
(Figure 1)</span></b></span></div>
<div style="font-family: Verdana,sans-serif;">
<span style="color: #00004a; font-size: x-small;">The Hydraulic Actuator Assembly
is made up of several sub components. These include:</span></div>
<ol style="font-family: Verdana,sans-serif;">
<li><span style="color: #00004a; font-size: x-small;">The Hydraulic Actuation
Assembly</span>
</li>
<li><span style="color: #00004a; font-size: x-small;">Electric Pump and Accumulator
Assembly</span>
</li>
<li><span style="color: #00004a; font-size: x-small;">Solenoid Valve Block Assembly</span>
</li>
<li><span style="color: #00004a; font-size: x-small;">Brake Fluid Reservoir and
Level Indicator Assembly</span></li>
</ol>
<div style="font-family: Verdana,sans-serif;">
<span style="color: #00004a; font-size: x-small;">Each of these sub components
provides essential functions to the assembly as a whole. The
system is a 3 channel system meaning that brake fluid can be
controlled to each of the two front wheels independently and to
the rear wheels as a unit.</span></div>
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<span style="font-size: x-small;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg6sT4SWgVrABVbc1gnhn9hAN9caF01clO9lkZSYZRr8zl81bxWt9kxozMJ_pgV8gSM5bTFLuzA_xJMaVP9B_8c2qvaRCGiDfEQqjuSmvGebI3_8YvLWcll1tlx9q4hsygMLmFP4MegG0c/s1600/PASSAT35I-ABS-3.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg6sT4SWgVrABVbc1gnhn9hAN9caF01clO9lkZSYZRr8zl81bxWt9kxozMJ_pgV8gSM5bTFLuzA_xJMaVP9B_8c2qvaRCGiDfEQqjuSmvGebI3_8YvLWcll1tlx9q4hsygMLmFP4MegG0c/s320/PASSAT35I-ABS-3.jpg" width="249" /></a></span></div>
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<div style="font-family: Verdana,sans-serif;">
<span style="color: #00004a; font-size: x-small;">1. The Hydraulic Actuation
Assembly</span><span style="color: #00004a; font-size: x-small;"> </span></div>
<div style="font-family: Verdana,sans-serif;">
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<div style="font-family: Verdana,sans-serif;">
<span style="color: #00004a; font-size: x-small;">This assembly consists of two
sections. The master cylinder and brake booster. These are
arranged in two parallel bores with the master cylinder
being below the brake booster. The brake booster contains a
main control valve which is operated by a lever connected to
brake pedal rod. During normal braking when the brake pedal
is pushed, this lever causes the control valve to modulate
the amount of pressurized brake fluid applied to the rear
brakes via a proportioning valve. The control valve also
ports brake fluid to the master cylinder pistons which
applies braking pressure to the front brakes. The source of
this pressurized brake fluid is the accumulator which will
be detailed later. Also the fluid must pass through normally
open Load Solenoid valves in the Solenoid Valve Block
Assembly. The operation of this assembly will be detailed
later as well. </span></div>
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<ul style="font-family: Verdana,sans-serif;">
<li><span style="color: #00004a; font-size: x-small;">During the Anti-lock braking
mode, the main control valve actuates allowing pressurized
brake fluid to enter a chamber behind the master cylinder
pistons and into the front brake circuits through the
appropriate solenoid valves as required. The pressurized
brake fluid also exerts force against a reaction sleeve
which raises the brake pedal. This allows a 70% stroke of
the front brake master cylinder pistons in the unlikely
event of an anti-lock malfunction. The Actuation Assembly,
Master Cylinder, booster and main valve are serviced as an
assembly.</span></li>
</ul>
<div style="font-family: Verdana,sans-serif;">
<span style="color: #00004a; font-size: x-small;">2. Electric Pump and Hydraulic
Accumulator Assembly (Figure 2)</span></div>
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<dir style="font-family: Verdana,sans-serif;">
<span style="font-size: x-small;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhbQanMQzGxmMlPvn5MQET5IiQq_cKbQYbaoulGQpJNQN7vTbLb6B6yfjA_5oMnF4944GFjsYrG_Fny-foR2BQc9qmYy5UKxp1u2OTN5sEHKExuy8Sknb9XFr-jC3kpsIccA3UzZVsrgWM/s1600/ABS-PUMP.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="170" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhbQanMQzGxmMlPvn5MQET5IiQq_cKbQYbaoulGQpJNQN7vTbLb6B6yfjA_5oMnF4944GFjsYrG_Fny-foR2BQc9qmYy5UKxp1u2OTN5sEHKExuy8Sknb9XFr-jC3kpsIccA3UzZVsrgWM/s320/ABS-PUMP.jpg" width="320" /></a></span>
<li><span style="color: #00004a; font-size: x-small;">The ABS System uses stored
high pressure brake fluid as a source for power assist as
well as for the rear brake circuit. The Pump is controlled
primarily by the attached pressure switch which senses
Hydraulic Accumulator pressure. The Accumulator is a Gas
filled reservoir which contains a flexible diaphragm. When
the pump runs, it forces brake fluid into the accumulator
where it presses up again the diaphragm. This pressurization
continues until pressure reaches approximately 2650 PSI. At
this point the pressure switch opens allowing the Hydraulic
Pump Motor Relay to drop out causing the pump to stop. The
pump motor is protected by an internal thermal switch. If
the motor overheats due to prolonged running (20 minutes
continuous or so) the thermal switch will open shutting off
the motor for 2-10 minutes until it cools down. The
electrical operation of the system will be detailed later.
The Accumulator and Pressure Switch are serviced separately
while the pump and motor is serviced as a unit.</span></li>
</dir><br />
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<span style="color: #00004a; font-size: x-small;"> </span><span style="color: #00004a; font-size: x-small;">3). Solenoid
Valve Block Assembly</span>
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<li><span style="color: #00004a; font-size: x-small;">This assembly houses three pairs
of solenoid valve , one for each of the three channels of the
ABS System. The pairs of valves are inlet/outlet valves which
I will call Load and Dump Valves. In normal operation the Load
valves are open and the Dump valves closed. This allows
pressurized brake fluid to be properly ported to the
appropriate front brake circuits via the Master Cylinder and
Main Control Valve and the rear circuit via the proportioning
valve. During a Anti-lock condition the circuit for which a
wheel is sensed to be in a potential lock-up condition the
inlet valve will shut and the dump valve will open. This
reduces the amount of pressure felt at the wheel for the brake
caliper thus reducing clamping pressure of the brake pads on
the brake rotor. The valves will cycle to Inlet open Dump shut
restoring brake pressure. This cycling will occur up to 10
times per second until the Electronic Controller senses that
"normal" braking has been restored. The Solenoid
Valve Block Assembly is serviced as a separate unit.</span></li>
</dir>
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<div style="font-family: Verdana,sans-serif;">
<span style="color: #00004a; font-size: x-small;">4. Brake Fluid Reservoir and Level
Indicator Assembly</span></div>
<ul style="font-family: Verdana,sans-serif;">
<li><span style="color: #00004a; font-size: x-small;">The Brake Fluid Reservoir and
Fluid Level Indicator (FLI) Assembly is a translucent, plastic
container that is mounted on top of the Hydraulic Actuation
Assembly. The reservoir is connected to the pump inlet by a
low pressure hose, and to the master cylinder by a sealed feed
port. The FLI provides a warning signal visa the red Brake
Light should the brake fluid level fall below the proscribed
minimum. If level continue to lower this will cause the Amber
Anti-Lock warning light to illuminate as well. Additionally
the Electronic Controller will stop the ABS System from
operating. The reservoir and FLI are serviced as a unit. </span></li>
</ul>
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<br /></div>
<div style="font-family: Verdana,sans-serif;">
<span style="font-size: x-small;"><b><span style="color: #00004a;">VW PASSAT MK3 ABS Wheel Sensor and Indicator Rings:</span></b></span><br />
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<div style="font-family: Verdana,sans-serif;">
<span style="color: #00004a; font-size: x-small;">The ABS Unit uses four sets of
variable reluctance sensor and toothed speed indicator rings.
These two devices work together to determine the rotational speed
of each wheel. The work under a magnetic induction principle. As
the teeth on the indicator rings rotate past the stationary sensor
a signal proportional to the rotational speed of the wheel is
generated. This voltage is an analog AC signal which is fed to the
Electronic Controller via coaxial cables, one for each sensor. The
<u>frequency</u> of the signal is dependent on how fast the
toothed indicator ring is passing by the stationary sensor. It is
the frequency that is used to determine wheel speed by the
Electronic Controller. On the front wheels the toothed indicator
rings are mounted on the back side of the Hub Assembly. On the
rear they are mounted as part of the inner CV Joint assembly. The
front sensors are attached to the front spindle and on the rear to
the axle housing.</span><span style="font-size: x-small;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhlYn7fzrKnUB0YO4_X8FHysMxP-tq1LBFVBg89u0lI2MmwBBIumj96pzoHwPigvTGaS1dO26pUTJ_dvGUdPTn5hG330r-GTKpSc5PkUwTpdzgbtXXuN6l3aYRm3gO4fEgi5kFd-XoOgSc/s1600/PASSAT35I-ABS-12.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="260" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhlYn7fzrKnUB0YO4_X8FHysMxP-tq1LBFVBg89u0lI2MmwBBIumj96pzoHwPigvTGaS1dO26pUTJ_dvGUdPTn5hG330r-GTKpSc5PkUwTpdzgbtXXuN6l3aYRm3gO4fEgi5kFd-XoOgSc/s320/PASSAT35I-ABS-12.jpg" width="320" /></a></span><span style="color: #00004a; font-size: x-small;"> The indicator rings and speed sensors are
serviced separately. A fine point to be aware of though is that
only the correct speed sensor can be installed at each wheel
location. If you decide to get replacements from the junkyard,
make sure you mark the sensors front to back and left to right and
only install the sensor at it’s proper point in the system.</span></div>
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<span style="font-size: x-small;"><u><span style="color: #00004a;"> </span><b><span style="color: #00004a;">Electrical Operation of the ABS
System: ABS TEVES MARK 2:</span></b></u></span></div>
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<span style="font-size: x-small;"><b><span style="color: #00004a;"> </span></b></span><span style="color: #00004a; font-size: x-small;">When the ignition key is placed
into the start or run position, power is applied to a portion of
the ABS Control Module (Electronic Controller) via the 10A CLUSTER
Fu</span><span style="font-size: x-small;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgkKnH7xUhMfpA6Yu05IdJ29nDCvjeu2j_inzjDTtkmGD_qZka6Oe6JWXx3pNKJdkSppuBCk6gT9fNXZpdwM5UQga1aQLgu4tno50tGhK0Q6fFb_6p2Ee5IZafu4LCsomeWls6753kYuQY/s1600/img_0474.jpg" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5702043824674688466" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgkKnH7xUhMfpA6Yu05IdJ29nDCvjeu2j_inzjDTtkmGD_qZka6Oe6JWXx3pNKJdkSppuBCk6gT9fNXZpdwM5UQga1aQLgu4tno50tGhK0Q6fFb_6p2Ee5IZafu4LCsomeWls6753kYuQY/s320/img_0474.jpg" style="float: left; height: 240px; margin: 0pt 10px 10px 0pt; width: 320px;" /></a></span><span style="color: #00004a; font-size: x-small;">se. The ABS Control Module applies power to the Anti-Lock Power
Relay when the Ignition Switch is placed into the START Position.
This relay closes it’s contacts allowing power to flow from the
ABS MOD 30A Fuse in the Primary Distribution Box (inside the
engine compartment) to the rest of the ABS Control Module. This
relay is a "seal-in relay" in that it continues to be
closed even when the Ignition Switch is released to the run
position. The purpose for this relay is that it allows a
relatively large amperage load to be powered but not directly from
the ignition switch. This way up to 30A of power can be supplied
to the system without relying on the contacts in the ignition
switch to do it. After the system is energized it performs a self
test. If you place your ignition switch to the run position
without starting the car you can watch this test being run. This
self test will check electrical continuity of the system as well
as the Electronic Controller for proper operation. The Amber
Anti-Lock light will illuminate for approximately 4 seconds and
then extinguish if all is well with your system. If you then place
the switch to the start position and start your car you should see
the following cycling of lights. The Amber Anti-Lock and Red Brake
Light should illuminate. The Hydraulic Pump Motor most likely will
run since the pressure sensed by the Pressure Switch in the system
is probably low (below 2030 PSI)if the car has been sitting a
while. The Pressure Switch will allow power from the ANTI LOCK 10A
Fuse to cause the Hydraulic Pump Motor Relay to close it’s
contacts allowing power to flow to the pump motor from the ABS MTR
40 A fuse. It will also cause the Anti-Lock Warning Light to be
illuminated. The pump running will pressurize the hydraulic
accumulator to around 2650 PSI at which point the pressure switch
contacts will open, the Hydraulic Pump Motor Relay will drop out
and the pump will stop as well as the red and amber lights will
extinguish.</span></div>
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<span style="font-size: x-small;"><b><u><span style="color: #00004a;">VOLKSWAGEN PASSAT 35I MK3 ABS TEVES MARK 2 Basic Troubleshooting:</span></u></b></span></div>
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<span style="color: #00004a; font-size: x-small;">Most of the problems associated
with this system seem to revolve around the electrical operation
of the Hydraulic Pump Motor and the Accumulator. So lets describe
what some of the common symptoms are and what you can do about it.</span></div>
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<span style="font-size: x-small;"><b><span style="color: #00004a;">Hard pedal Amber Anti Lock
and Red Brake Light always on.</span></b></span></div>
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<li><span style="color: #00004a; font-size: x-small;">The hard pedal is indication of
no power assist which we now knows means the Accumulator is
not pressurized or the hydraulic pump is not running to
pressurize the system. You should also realize that you <u>don’t
have ANY</u> rear brakes too. Run the Self Test and see the
Amber Warning Light goes out in 4 seconds. Have an assistant
stand by the open hood to listen for the Hydraulic Pump Motor
to run when you start the car.</span>
</li>
<li><span style="color: #00004a; font-size: x-small;">If the pump runs, most likely
you have a bad Accumulator or the pump is not being supplied
with fluid because sediment has plugged the low pressure hose
leading from the reservoir. Check the hose is unplugged and if
that doesn’t correct the problem replace the Accumulator. If
this doesn’t fix your problem you are into a high buck Pump
Assembly replacement. (You already replaced the Accumulator so
don’t buy another one now). For reference you should be able
to press on the brake pedal from 5-8 times without the
Hydraulic Pump Motor running. If this is not that case you are
due for an Accumulator soon.</span>
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<span style="color: #00004a; font-size: x-small;">If the pump does not run you now
most likely have an external electrical problem although it is
possible the pump motor is shot. Here is how to tell what is
what. With the Ignition Switch off depress the brake pedal 20
times to ensure the system is fully depressurized. Turn the
Ignition Switch to Run the pump should run. If not disconnect
the 4 pin connector on the pump. Use a multi meter to measure
the voltage on the pins of the harness connector. The two
positive pins are on opposite side of the connector as are the
negative pins. Measure from one positive to one negative pin. .You should measure more than `10V DC. If you
don’t, potential problems include either the Hydraulic Pump
Motor Relay, The Pressure Switch or the wiring harness between
them all.</span></div>
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<span style="color: #00004a; font-size: x-small;">The failure of the Hydraulic Pump
Motor Relay is a common occurrence. The normal failure modes are
the contacts welded themselves shut causing the Hydraulic Pump
Motor to run continuous or the relay failing to close which
prevents normal pump motor operation.</span></div>
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<span style="font-size: x-small;"><b><span style="color: #00004a;">Anti-Lock Warning Light and
Red Brake Light come on after brakes applied.</span></b></span></div>
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<li><span style="color: #00004a; font-size: x-small;">Most likely this is indication
of a weak or bad Accumulator. If you have this symptom it is
important to fix it as soon as you can because you are cycling
the Hydraulic Pump Motor unnecessarily which will cause this
high buck part to fail sooner than it needs to.</span></li>
</ul>
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<span style="font-size: x-small;"><b><span style="color: #00004a;">Red Brake Light comes on
when accelerating or braking or going around a corner hard.</span></b></span></div>
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<li><span style="color: #00004a; font-size: x-small;">Probably your brake fluid level
is a tad low. Angles and dangles on the car are causing it to
pick up the level sensor. Make sure your system is pressurized
when you check / add fluid since the Accumulator will
"store" an appreciable amount of fluid. This will
cause the level to go down as the system is pressurized at
start up. Where did the fluid go you might ask? Assuming you
have no leaks it probably is as a result of the brake pads in
your calipers wearing. As they wear more fluid is required to
keep the caliper pistons maintained in the proper position for
braking action. </span>
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<span style="color: #00004a; font-size: x-small;"><b>SPECIAL FEAT</b></span><span style="font-size: x-small;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgLA5LgMOesP0iGa_OGQbncKQfAzGAqo40nH3I2MRyqLdRubjaj6KfQ_ChdROWxiHoeVY0PnVXV4fiIEHtOtsZmXt9G9QxWOVwgchWP4KaFZVqHQhPe7qyZ8fuaLws5w19K5I0Sho14CAo/s1600/PASSAT35I-ABS-2.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgLA5LgMOesP0iGa_OGQbncKQfAzGAqo40nH3I2MRyqLdRubjaj6KfQ_ChdROWxiHoeVY0PnVXV4fiIEHtOtsZmXt9G9QxWOVwgchWP4KaFZVqHQhPe7qyZ8fuaLws5w19K5I0Sho14CAo/s320/PASSAT35I-ABS-2.jpg" width="194" /></a></span><span style="color: #00004a; font-size: x-small;"><b>URES</b><br />These instructions, valid at the time of publication, contain trouble-shooting<br />procedures Teves ABS Mark II for the following models:<br />VW Corrado 10.88 , PASSAT -><br />ABS with 4 wheel-speed sensors and 3-channel hydraulic modulator featuring<br />7 solenoid valves.<br />The ABS control unit is equipped with self-diagnosis with 4-position flashing<br />code.<br />The fault memory is not cleared after switching off the ignition.<br />All faults occurring are stored and divided into 7 priority classes. The<br />controller is then completely or partially deactivated depending on priority<br />class.<br />The ABS system is fully deactivated in the event of priority 1 faults (for<br />example: solenoid valve defective).<br />A 35-pole plug is located at the controller.<br />Sensor ring gears with 43 teeth each.<br />The high-pressure pump motor may run continuously for a maximum of 2 min;<br />it should then be allowed to cool down for at least 10 min.<br />The solenoid valves can be directly actuated for brief periods.<br />Switch-on time max. 10 s.<br />ABS function<br />The main solenoid valve is always active with ABS controlled braking. It<br />switches the accumulator pressure directly to the inlet and outlet solenoid<br />valves by way of the collars of the brake master cylinder (collar overflow). In<br />accordance with the lock-up tendency, pressure holding, pressure reduction or<br />pressure build-up is implemented at the respective wheel brake cylinders by<br />way of the inlet and outlet solenoid valves.</span></div>
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<span style="color: #00004a; font-size: x-small;">1 = High-pressure pump with pressure accumulator and pressure switch<br />2 = Brake-fluid reservoir<br />3 = Main solenoid valve<br />4 = Wheel brake cylinder<br />5 = Inlet and outlet solenoid valve, front right<br />6 = Inlet and outlet solenoid valve, front left<br />7 = Inlet and outlet solenoid valve, rear<br />8 = 2-circuit brake master cylinder<br />9 = Hydraulic modulator<br />10 = Hydraulic brake booster<br />11 = Load-sensitive braking-force regulator<br />12 = Brake-pressure control valve<br />The brake booster is supplied by the pressure accumulator and simultaneously<br />acts on the rear-wheel brakes by way of a load-sensitive braking-force<br />regulator. There is no braking effect at the rear axle in the absence of<br />accumulator pressure.<br />Attention is therefore to be paid to the bleeding specification when bleeding the<br />brake system.</span></div>
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<span style="color: #00004a; font-size: x-small;">Bleeding specification:</span></div>
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<span style="color: #00004a; font-size: x-small;">Bleeding of the front wheel brakes is implemented normally with a<br />charging/bleeding unit.<br />- Attach bleeder bottle, front left and loosen the bleeder screw by one turn.<br />- Close bleeder screw when brake fluid emerges with no bubbles.<br />- Repeat procedure for brake cylinder, front right.<br />- Check brake fluid level.<br />Rear axle:<br />- Ignition off.<br />- Press brake pedal approximately 20 times (to empty high-pressure<br />accumulator) until there is a noticeable increase in pedal force.<br />- Attach bleeder bottle, rear left and loosen bleeder screw by one turn.<br />- Fully depress brake pedal and hold it down with pedal locking device.<br />- Ignition on, high-pressure pump running (pay attention to running time max.<br />2 min !).<br />- Close bleeder screw when brake fluid emerges with no bubbles.<br />- Check brake fluid level.<br />- Release brake pedal.<br />- Wait until high-pressure accumulator is full (high-pressure pump switches<br />off).<br />- Ignition off.<br />- Attach bleeder bottle, rear right and loosen bleeder screw by one turn.<br />- Press brake pedal slightly.<br />- Close bleeder screw when brake fluid emerges without bubbles.<br />- Release brake pedal.<br />- Ignition on.<br />- Wait until high-pressure accumulator is full (high-pressure pump switches<br />off).<br />- Check brake fluid level.<br />STRUCTURE, USAGE<br />These brief instructions essentially comprise vehicle-specific special features<br />and set values.<br />There is no detailed description of trouble-shooting in basic instructions.<br />User prompting is provided on every page e.g.:<br />- Continue: I 17/1<br />- Continue: II 18/1 Fig.: II 17/2<br />- Yes: I 20/1 No: I 19/1<br />- Yes: I 22/1 No: I 21/1 Fig.: I 20/2<br />Brief instructions may include several rows of coordinates.<br />I../. = first coordinate row<br />II../. = second coordinate row<br />III../. = third coordinate row etc.<br />.../1 = upper coordinate half<br />.../2 = lower coordinate half<br />SAFETY MEASURES<br />As regards the hydraulic modulator, safety reasons dictate that only the<br />compensating tank, pressure accumulator, pressure warning switch, high-<br />pressure pump and valve block may be replaced. Do not loosen any other<br />screws on hydraulic modulator! Such a course of action could lead to fatal<br />brake failure.<br />Take care when handling brake fluid.<br />T O X I C!</span><br />
<span style="color: #00004a; font-size: x-small;"><br />The ABS is a vehicle safety system.<br />Work on this system presupposes detailed system knowledge.<br />Testing may only be performed by trained personnel.<br />After loosening hydraulic connections, bleed brake system and perform low-<br />pressure as well as high-pressure test.<br />Pay attention to special bleeding specification.<br />For further safety measures, refer to basic instructions of AUDI V8 10.88-><br />(KFZ-00.)</span><br />
<span style="color: #00004a; font-size: x-small;"><br /><b>WARNING LAMP FUNCTION</b><br />The ABS warning lamp must go out within 60 s after switching on ignition.<br />If the ABS warning lamp does not go out after starting or if it lights<br />(continuously or intermittently) whilst driving, there is a fault present and the<br />ABS system is completely or partially deactivated depending on the fault<br />priority.<br />Intermittent faults (loose contacts) are likewise stored.<br />The flashing code must therefore always be read out first when performing<br />trouble-shooting.<br />The brake warning lamp is designed to give an indication of handbrake on, low<br />brake-fluid level or inadequate accumulator pressure.</span></div>
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<span style="color: #00004a; font-size: x-small;">Either the accumulator pressure or the brake-fluid level is too low if both<br />warning lamps light simultaneously.<br />If the brake warning lamp lights, the conventional brake system is first to be<br />checked and repaired if necessary.</span></div>
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<span style="color: #00004a; font-size: x-small;">SELF-DIAGNOSIS<br />Flashing code output:<br />- Lever gear-lever boot off center console.<br />- Connect KDAW 9975; see picture.<br />Note: The sequence of connectors (picture) does not have to coincide with that<br />in the vehicle.<br />Black plug (A) with bevel at top on both sides is always voltage supply.<br />Blue/white plug (B) beveled on side at top and bottom is stimulation lead (B/1).<br />Each flashing code is initiated by way of a start pulse (lamp on) with duration<br />of approx. 2,5 s. The individual positions are separated in each case by an<br />interval (lamp off) of approx. 2,5 s.<br />Only the short flashing pulses are to be counted. The flashing code is<br />constantly repeated. The next flashing code is not output until the button is<br />pressed for approx. 3 s.<br />See picture: flashing code 1234.<br />Priority 1 faults are output first and halt further flashing-code output. Eliminate<br />fault and stimulate again.<br />Note: If the flashing code is not output, determine the correct diagnosis plug<br />from controller plug term. 26.<br />- Press button.<br />- Switch on ignition.<br />- ABS warning lamp lights.</span></div>
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<span style="color: #00004a; font-family: "arial"; font-size: x-small;"><br />- Release button after approx. 3 s.<br />- Flashing code is flashed up by way of ABS warning lamp and constantly<br />repeated.<br />- Read out entire fault memory and note down each individual flashing code.<br />The fault memory has been completely read out when the warning lamp flashes<br />continuously and uniformly in 2,5 second cycle (flashing code 0000).<br />A test drive is to be performed after repairing the ABS system. In doing so,<br />drive for at least 1 minute at a speed in excess of 40 km/h.<br />Note: Remove all diagnosis leads when performing test drive.</span><br />
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<span style="color: #00004a; font-size: x-small;">Note:<br /><u>Fault memory is automatically cancelled during test drive. The only faults to be<br />cancelled are those, which have previously been read out at least once.</u></span><br />
<span style="color: #00004a; font-size: x-small;"><br />Read out fault memory again. If flashing code 4444 is output, there are no<br />further faults stored in the ABS controller. If no flashing code is output or the<br />flashing code is not listed in the table, refer to component/functional test.</span><br />
<span style="color: #00004a; font-size: x-small;"><br />Test instructions:<br />Do not use test prods for measurements at all equipment plugs, but rather make<br />use of suitable test plugs from Bosch test cable set 1 687 011 208 as otherwise<br />contacts could be damaged.</span><br />
<span style="color: #00004a; font-size: x-small;"><br />SELF-DIAGNOSIS FLASHING CODE TABLE<br />0000 End of output/controller<br />END OF OUTPUT/controller<br />- Remove all diagnosis leads.<br />- Following repair, perform test drive for at least 1 min. at a speed in excess of<br />40 km/h.<br />- Repeat self-diagnosis.<br />1111 Controller<br />SELF-DIAGNOSIS FLASHING CODE 1111<br />Controller<br />- Check all fuses.<br />- Ignition off.<br />- Pull plug off controller.<br />- Check ground connections at controller plug. X1 term. 1, 11 -> body ground<br />Set value: < 0,5 Ohm<br />- Ignition on and start engine.<br />- Check voltage supply at controller plug. X1 term. 2 -> body ground<br />Set value: 11...15 V<br />- Controller defective.<br />1112 Inlet valve VL<br />SELF-DIAGNOSIS FLASHING CODE 1112<br />Inlet valve, front left<br />- Ignition off.<br />- Pull plug off controller.<br />- Check solenoid valve resistance at controller plug. X1 term. 11 -> X1 term.<br />35<br />Set value: 5...7 Ohm<br />- Check solenoid valves and leads for short to ground/short to positive, open<br />circuit and loose contacts as per circuit diagram.<br />- Check contacts of connectors.<br />SELF-DIAGNOSIS FLASHING CODE 1112...1222<br />- Remove solenoid valve relay.<br />- Check function of valve relay.<br />- Check ground connection, valve relay. K1 term. 87a -> body ground Set<br />value: < 0,5 Ohm<br />- Check voltage supply, valve relay. K1 term. 87 -> body ground<br />Set value: 10...15 V<br />- Check lead from valve relay to controller plug. K1 term. 30 -> X1 term. 3, 20<br />- Controller defective.<br />1114 Inlet valve VR<br />SELF-DIAGNOSIS FLASHING CODE 1114<br />Inlet valve, front right<br />- Ignition off.<br />- Pull plug off controller.<br />- Check solenoid valve resistance at controller plug.X1 term. 11 -> X1 term. 15<br />Set value: 5...7 Ohm<br />- Check solenoid valves and leads for short to ground/short to positive, open<br />circuit and loose contacts as per circuit diagram.<br />- Check contacts of connectors.<br />SELF-DIAGNOSIS FLASHING CODE 1112...1222<br />- Remove solenoid valve relay.<br />- Check function of valve relay.<br />- Check ground connection, valve relay. K1 term. 87a -> body ground<br />Set value: < 0,5 Ohm<br />- Check voltage supply, valve relay. K1 term. 87 -> body ground<br />Set value: 10...15 V<br />- Check lead from valve relay to controller plug. K1 term. 30 -> X1 term. 3, 20<br />- Controller defective.<br />1122 Inlet valve HA<br />SELF-DIAGNOSIS FLASHING CODE 1122<br />Inlet valve, rear<br />- Ignition off.<br />- Pull plug off controller.<br />- Check solenoid valve resistance at controller plug. X1 term. 11 -> X1 term.<br />17<br />Set value: 5...7 Ohm<br />- Check solenoid valves and leads for short to ground/short to positive, open<br />circuit and loose contacts as per circuit diagram.<br />- Check contacts of connectors.<br />SELF-DIAGNOSIS FLASHING CODE 1112...1222<br />- Remove solenoid valve relay.<br />- Check function of valve relay.<br />- Check ground connection, valve relay. K1 term. 87a -> body ground<br />Set value: < 0,5 Ohm<br />- Check voltage supply, valve relay. K1 term. 87 -> body ground<br />Set value: 10...15 V<br />- Check lead from valve relay to controller plug. K1 term. 30 -> X1 term. 3, 20<br />- Controller defective.<br />1132 Outlet valve VL<br />SELF-DIAGNOSIS FLASHING CODE 1132<br />Outlet valve, front left<br />- Ignition off.<br />- Pull plug off controller.<br />- Check solenoid valve resistance at controller plug. X1 term. 11 -> X1 term.<br />16<br />Set value: 3...5 Ohm<br />- Check solenoid valves and leads for short to ground/short to positive, open<br />circuit and loose contacts as per circuit diagram.<br />- Check contacts of connectors.<br />SELF-DIAGNOSIS FLASHING CODE 1112...1222<br />- Remove solenoid valve relay.<br />- Check function of valve relay.<br />- Check ground connection, valve relay. K1 term. 87a -> body ground<br />Set value: < 0,5 Ohm<br />- Check voltage supply, valve relay. K1 term. 87 -> body ground<br />Set value: 10...15 V<br />- Check lead from valve relay to controller plug. K1 term. 30 -> X1 term. 3, 20<br />- Controller defective.<br />1134 Outlet valve VR<br />SELF-DIAGNOSIS FLASHING CODE 1134<br />Outlet valve, front right<br />- Ignition off.<br />- Pull plug off controller.<br />- Check solenoid valve resistance at controller plug. X1 term. 11 -> X1 term.<br />34<br />Set value: 3...5 Ohm<br />- Check solenoid valves and leads for short to ground/short to positive, open<br />circuit and loose contacts as per circuit diagram.<br />- Check contacts of connectors.<br />SELF-DIAGNOSIS FLASHING CODE 1112...1222<br />- Remove solenoid valve relay.<br />- Check function of valve relay.<br />- Check ground connection, valve relay. K1 term. 87a -> body ground<br />Set value: < 0,5 Ohm<br />- Check voltage supply, valve relay. K1 term. 87 -> body ground<br />Set value: 10...15 V<br />- Check lead from valve relay to controller plug. K1 term. 30 -> X1 term. 3, 20<br />- Controller defective.<br />1142 Outlet valve HA<br />SELF-DIAGNOSIS FLASHING CODE 1142<br />Outlet valve, rear<br />- Ignition off.<br />- Pull plug off controller.<br />- Check solenoid valve resistance at controller plug. X1 term. 11 -> X1 term.<br />33<br />Set value: 3...5 Ohm<br />- Check solenoid valves and leads for short to ground/short to positive, open<br />circuit and loose contacts as per circuit diagram.<br />- Check contacts of connectors.<br />SELF-DIAGNOSIS FLASHING CODE 1112...1222<br />- Remove solenoid valve relay.<br />- Check function of valve relay.<br />- Check ground connection, valve relay. K1 term. 87a -> body ground<br />Set value: < 0,5 Ohm<br />- Check voltage supply, valve relay. K1 term. 87 -> body ground<br />Set value: 10...15 V<br />- Check lead from valve relay to controller plug. K1 term. 30 -> X1 term. 3, 20<br />- Controller defective.<br />1222 Main valve<br />SELF-DIAGNOSIS FLASHING CODE 1222<br />Main valve,<br />- Ignition off.<br />- Pull plug off controller.<br />- Check solenoid valve resistance at controller plug. X1 term. 11 -> X1 term.<br />18<br />Set value: 2...5 Ohm<br />- Check solenoid valves and leads for short to ground/short to positive, open<br />circuit and loose contacts as per circuit diagram.<br />- Check contacts of connectors.<br />SELF-DIAGNOSIS FLASHING CODE 1112...1222<br />- Remove solenoid valve relay.<br />- Check function of valve relay.<br />- Check ground connection, valve relay. K1 term. 87a -> body ground<br />Set value: < 0,5 Ohm<br />- Check voltage supply, valve relay. K1 term. 87 -> body ground<br />Set value: 10...15 V<br />- Check lead from valve relay to controller plug. K1 term. 30 -> X1 term. 3, 20<br />- Controller defective.<br />1233 Wheel-speed sensor VL<br />SELF-DIAGNOSIS FLASHING CODE 1233<br />Wheel-speed sensor, front left<br />- Ignition off.<br />- Pull plug off controller.<br />- Check wheel-speed-sensor winding resistance at controller plug. X1 term. 5 -<br />> X1 term. 23<br />Set value: 0,8...1,4 kOhm<br />- Check wheel-speed sensor and leads for short to ground/short to positive,<br />mix-up, open circuit and loose contacts at controller plug. X1 term. 5 -> X1<br />term. 23<br />- Check condition of connectors.<br />- Excessive wheel bearing clearance.<br />SELF-DIAGNOSIS FLASHING CODE 1233<br />- Turn wheel, front left and check voltage at controller plug (alternating<br />voltage). X1 term. 5 -> X1 term. 23<br />Set value: > 75 mV<br />- Wheel-speed sensor loose or not flat on mount.<br />- Ring gear defective (e.g. corroded, dirty, damaged or loose).<br />- Check number of teeth.<br />Set value: 43<br />- Controller defective.<br />1241 Wheel-speed sensor VR<br />SELF-DIAGNOSIS FLASHING CODE 1241<br />Wheel-speed sensor, front right<br />- Ignition off.<br />- Pull plug off controller.<br />- Check wheel-speed-sensor winding resistance at controller plug. X1 term. 7 -<br />> X1 term. 25<br />Set value: 0,8...1,4 kOhm<br />- Check wheel-speed sensor and leads for short to ground/short to positive,<br />mix-up, open circuit and loose contacts at controller plug. X1 term. 7 -> X1<br />term. 25<br />- Check condition of connectors.<br />- Excessive wheel bearing clearance.<br />SELF-DIAGNOSIS FLASHING CODE 1241<br />- Turn wheel, front right and check voltage at controller plug (alternating<br />voltage). X1 term. 7 -> X1 term. 25<br />Set value: > 75 mV<br />- Wheel-speed sensor loose or not flat on mount.<br />- Ring gear defective (e.g. corroded, dirty, damaged or loose).<br />- Check number of teeth.<br />Set value: 43<br />- Controller defective.<br />1243 Wheel-speed sensor HR<br />SELF-DIAGNOSIS FLASHING CODE 1243<br />Wheel-speed sensor, rear right<br />- Pull plug off controller.<br />- Check wheel-speed-sensor winding resistance at controller plug. X1 term. 4 -<br />> X1 term. 22<br />Set value: 0,8...1,4 kOhm<br />- Check wheel-speed sensor and leads for short to ground/short to positive,<br />mix-up, open circuit and loose contacts at controller plug. X1 term. 4 -> X1<br />term. 22<br />- Check condition of connectors.<br />- Excessive wheel bearing clearance.<br />SELF-DIAGNOSIS FLASHING CODE 1243<br />- Turn wheel, rear right and check voltage at controller plug (alternating<br />voltage). X1 term. 4 -> X1 term. 22<br />Set value: > 75 mV<br />- Wheel-speed sensor loose or not flat on mount.<br />- Ring gear defective (e.g. corroded, dirty, damaged or loose).<br />- Check number of teeth.<br />Set value: 43<br />- Controller defective.<br />1311 Wheel-speed sensor HL<br />SELF-DIAGNOSIS FLASHING CODE 1311<br />Wheel-speed sensor, rear left<br />- Ignition off.<br />- Pull plug off controller.<br />- Check wheel-speed-sensor winding resistance at controller plug. X1 term. 6 -<br />> X1 term. 24<br />Set value: 0,8...1,4 kOhm<br />- Check wheel-speed sensor and leads for short to ground/short to positive,<br />mix-up, open circuit and loose contacts at controller plug. X1 term. 6 -> X1<br />term. 24<br />- Check condition of connectors.<br />- Excessive wheel bearing clearance.<br />SELF-DIAGNOSIS FLASHING CODE 1311<br />- Turn wheel, rear left and check voltage at controller plug (alternating<br />voltage). X1 term. 6 -> X1 term. 24<br />Set value: > 75 mV<br />- Wheel-speed sensor loose or not flat on mount.<br />- Ring gear defective (e.g. corroded, dirty, damaged or loose).<br />- Check number of teeth.<br />Set value: 43<br />- Controller defective.</span>
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<span style="color: #00004a; font-size: x-small;">4444 No fault stored<br />COMPONENT/FUNCTIONAL TEST<br />Checking controller voltage supply<br />- Check all fuses.<br />- Ignition off.<br />- Pull plug off controller.<br />- Check ground connections at controller plug. X1 term. 1, 11 -> body ground<br />Set value: < 0,5 Ohm<br />- Ignition on and start engine.<br />- Check voltage supply at controller plug. X1 term. 2 -> body ground<br />Set value: 11...15 V<br />- Check leads for loose contacts.<br />ABS warning lamp does not light or flashing codes are not output<br />- Ignition off.<br />- Pull off controller plug.<br />- Check ABS bulb.<br />- Check diode in valve relay.<br />- Check following leads and connectors as per circuit diagram for open circuit,<br />loose contacts, short to positive or short to ground.<br />* Diagnosis plug connections<br />* ABS warning-lamp leads to controller and valve relay<br />* Ground connection, valve relay<br />Checking stop-lamp switch<br />- Ignition off.<br />- Pull plug off controller.<br />- Check voltage at controller plug:<br />X1 term. 12 -> body ground<br />* Brake not pressed: < 1 V<br />* Brake pressed : > 10 V<br />- Check stop-lamp switch.<br />- Check leads from controller plug to stop-lamp switch and fuse.<br />Brake warning lamp function<br />- Ignition on.<br />- Release hand brake.<br />- Check brake-fluid level and top up brake fluid if necessary.<br />- If brake warning lamp is always lit, consecutively pull off plugs at<br />compensating tank and pressure switch.<br />Replace corresponding component if warning lamp goes out.<br />- No brake warning lamp function.<br />Check fuses.<br />Check lamp.<br />Use circuit diagram to check leads.<br />Checking motor relay<br />- Ignition off.<br />- Pull plug off controller.<br />- Check leads from controller plug term. 14 and 32 to hydraulic modulator plug<br />as per circuit diagram.<br />- Check pump motor resistance.<br />Set value: < 1 Ohm<br />- Check resistance of solenoid (motor relay). K2 term. 85 -> K2 term. 86<br />Set value: 50...100 Ohm<br />- Check diode in motor relay.<br />- Check all ground connections.<br />Check pressure switch, hydraulic pump and high-pressure accumulator<br />- Check all fuses.<br />- Ignition off.<br />- Detach controller plug.<br />- Press brake pedal approximately 20 times (to empty high-pressure<br />accumulator) until there is a noticeable increase in pedal force.<br />- Connect up ohmmeter to controller plug term. 9 to 10.<br />Note: Reading greater than 1 MOhm corresponds to contact open and less than<br />5 Ohm to closed.</span></div>
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<span style="color: #00004a; font-size: x-small;">- Install (see picture) ATE pressure test connection, part no. 03.9305-0145.2<br />between pressure accumulator and hydraulic modulator.<br />- Connect up pressure gauge (250 bar).<br />- Bleed brake system and pressure gauge.<br />- Pressure accumulator must have been discharged.<br />- Ignition on.<br />* Pressure-gauge reading switches to initial pressure of pressure accumulator<br />Set value: 40...90 bar<br />- Check pressure warning switch 9 at controller plug term. 10 and term. S3.<br />* Brake warning lamp goes out and ABS contact in pressure warning switch<br />closes at 130...150 bar<br />* Cut-out pressure,<br />Set value: 170...190 bar<br />- Dissipate accumulator pressure.<br />* Renewed cut-in pressure,<br />Set value: 130...150 bar<br />* Pressure build-up time between cut-in and cut-out pressure,<br />Set value: < 25 s<br />- Ignition off.<br />- Pull plug off pump motor.<br />Ignition on.<br />- C</span><span style="font-size: x-small;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiPgdL590x2Yhyphenhyphen3WxZXwCFX5KM4BZ9Tczvs2JJbLkkZ6-NnNeWixVFoPrY1afD8eaiC40vpmicM2oxZRQCwNQ-fkd_sGtAeQDrTCYBwYhonTbILsez-VmNIRxqNDT8NaVTEhOw_JyuBpYk/s1600/PASSAT35I-ABS.jpg" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="226" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiPgdL590x2Yhyphenhyphen3WxZXwCFX5KM4BZ9Tczvs2JJbLkkZ6-NnNeWixVFoPrY1afD8eaiC40vpmicM2oxZRQCwNQ-fkd_sGtAeQDrTCYBwYhonTbILsez-VmNIRxqNDT8NaVTEhOw_JyuBpYk/s320/PASSAT35I-ABS.jpg" width="320" /></a></span><span style="color: #00004a; font-size: x-small;">heck ABS warning contact in closing cover of reservoir.<br />* ABS warning contact opens if float makes contact with lower stop.<br />- Dissipate accumulator pressure.<br />* ABS contact in pressure warning switch opens at 100...110 bar.<br />Brake warning lamp lights.<br />- Check lead from controller plug term. 9 to ABS warning lamp unit as per<br />circuit diagram.<br />Check solenoid valves for proper function and mix-up.<br />Perform test consecutively for each individual wheel.<br />Turn appropriate wheel by hand or drive vehicle on roller dynamometer.<br />Only connect up inlet and outlet valve of one wheel to controller plug.<br />- Ignition off.<br />Note: Switch-on duration of solenoid valves max. 10 s.<br />Check pressure reduction, front left wheel:<br />- Connect up button of KDAW 9975 to controller plug term. 2 to term. 35 and<br />jumper term. 35 with 16.<br />- Ignition on.<br />- Press brake pedal.<br />* Wheel blocks.<br />- Press button.<br />* Wheel can be turned.<br />- Ignition off.<br />- Disconnect button.<br />Note: Switch-on duration of solenoid valves max. 10 s.<br />Check pressure holding, front left wheel:<br />- Connect up button of KDAW 9975 to controller plug term. 2 to 35.<br />- Ignition on.<br />- Press button.<br />- Press brake pedal.<br />* Wheel can be turned.<br />- Release button.<br />* Wheel blocks.<br />- Ignition off.<br />- Disconnect button.<br />Note: Switch-on duration of solenoid valves max. 10 s.<br />Check pressure reduction, front right wheel:<br />- Connect up button of KDAW 9975 to controller plug term. 2 to term. 15 and<br />jumper term. 15 with 34.<br />- Ignition on.<br />- Press brake pedal.<br />* Wheel blocks.<br />- Press button.<br />* Wheel can be turned.<br />- Ignition off.<br />- Disconnect button.<br />Note: Switch-on duration of solenoid valves max. 10 s.<br />Check pressure holding, front right wheel:<br />- Connect up button of KDAW 9975 to controller plug term. 2 to 15.<br />- Ignition on.<br />- Press button.<br />- Press brake pedal.<br />* Wheel can be turned.<br />- Release button.<br />* Wheel blocks.<br />- Ignition off.<br />- Disconnect button.<br />Note: Switch-on duration of solenoid valves max. 10 s.<br />Check pressure reduction, rear axle:<br />- Connect up button of KDAW 9975 to controller plug term. 2 to term. 17 and<br />jumper term. 17 with 33.<br />- Ignition on.<br />- Press brake pedal.<br />* Wheel blocks.<br />- Press button.<br />* Wheel can be turned.<br />- Ignition off.<br />- Disconnect button.<br />Note: Switch-on duration of solenoid valves max. 10 s.<br />Check pressure holding, rear axle:<br />- Connect up button of KDAW 9975 to controller plug term. 2 to 17.<br />- Ignition on.<br />- Press button.<br />- Press brake pedal.<br />* Wheel can be turned.<br />- Release button.<br />* Wheel blocks.<br />- Ignition off.<br />- Disconnect button.<br />Note: Switch-on duration of solenoid valves max. 10 s.<br />Function, main solenoid valve:<br />- Connect up button of KDAW 9975 to controller plug term. 2 to 18.<br />- Ignition on.<br />- Press brake pedal slightly.<br />- Briefly press button several times.<br />* Brake pedal must pulsate.<br />- Ignition off.<br />- Disconnect button.<br />If set values are not attained:<br />- Use circuit diagram to check leads for loose contact and open circuit.<br />- Check for leaks in hydraulic connections (visual inspection).<br />- Pull off plug at hydraulic modulator.<br />- Check plug and spring contacts for corrosion.<br />- Check ground connection of hydraulic modulator (both screw connections).<br />- Check ground connection of pump motor.<br />Check wheel-speed sensors and ring gear<br />- Ignition off.<br />- Detach controller plug.<br />- Start engine.<br />- Measure with Motortester special input at controller plug.<br />* Wheel, front left term. 5 and 23<br />* Wheel, front right term. 7 and 25<br />* Wheel, rear right term. 4 and 22<br />* Wheel, rear left term. 6 and 24<br />Set value: Picture, sinusoidal signal<br />1 = Wheel-speed sensor<br />2 = Ring gear<br />3 = Motortester oscilloscope.</span></div>
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<span style="color: #00004a; font-size: x-small;">- Turn corresponding wheel.<br />If available, drive wheels on brake dynamometer (maximum speed and rock<br />vehicle heftily).<br />Note: The wheel-speed-sensor output signal must produce a sinusoidal curve,<br />the amplitude and period of which change as a function of rotational speed. The<br />amplitude is additionally influenced by the air gap. It decreases with increasing<br />air gap.<br />The maximum permissible fluctuation in amplitude for all wheel-speed sensors<br />is 25 %.<br />In the event of deviation, check:<br />- Wheel-bearing clearance.<br />- Ring gear for freedom of movement, eccentricity error and damage.<br />- Air gap at several locations.<br />- Wheel-speed-sensor lead for loose contacts.<br />- Interference voltage in ABS wiring harness (e.g. distance from ignition cable<br />must be more than 5 cm).<br />A test drive is to be performed after repairing the ABS system. In doing so,<br />drive for at least 1 minute at a speed in excess of 40 km/h.<br />Then read out flashing code to ensure that there are no further faults in the ABS<br />system.<br />ADDITIONAL TEST STEPS<br />* Specified tire size fitted?<br />* If ABS warning lamp lights up from time to time when driving (e.g. after<br />switching on loads) and goes out again automatically, check battery and<br />voltage supply (alternator, regulator and voltage dips).<br />* Check tightness of ground strap between engine block and vehicle frame.<br />* Spring contacts must be properly engaged.<br />* All plug contacts ok?<br />Perform test drive as final check:<br />Drive for at least 1 min. at a speed of in excess of 40 km/h.<br />Warning lamp must not light.<br />SET VALUES<br />ABS inlet solenoid valves<br />- Set value: 5...7 Ohm<br />ABS outlet solenoid valves<br />- Set value: 3...5 Ohm<br />ABS main solenoid valve<br />- Set value: 2...5 Ohm<br />Note: Winding resistances at -10...+120 Grad C ambient temperature.<br />Solenoid, motor relay<br />- Set value: 50...100 Ohm<br />Solenoid, valve relay<br />- Set value: 50...100 Ohm<br />Solenoid, wheel-speed sensor<br />- Set value, front: 0,8...1,4 kOhm<br />- Set value, rear : 0,8...1,4 kOhm<br />Note: Winding resistances at -10...+120 Grad C ambient temperature.<br />Switching ranges of 5-pole pressure warning switch:<br />- S2 pump motor<br />Cut-out pressure: 170...190 bar<br />Renewed cut-in pressure: 130...150 bar<br />- S3 ABS warning switch<br />Cut-in pressure: 120...150 bar<br />Renewed cut-out pressure: 100...110 bar.</span></div>
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<span style="color: #00004a; font-size: x-small;">- S4 brake warning switch<br />Cut-out pressure: 120...150 bar<br />Renewed cut-in pressure: 100...110 bar<br />Max. perm. switch-on duration:<br />- of pump motor: 2 min<br />- solenoid valves 10 s<br />Number of ring gear teeth<br />- Set value, front 43 teeth<br />- Set value, rear 43 teeth<br />Air gap between wheel-speed sensor and ring gear cannot be adjusted.<br />Tightening torques:<br />Wheel-speed-sensor fastening screws<br />- Set value: 10 Nm<br />Wheel-brake-cylinder bleeder screws<br />- Set value: 7...9 Nm<br />Wheel-hub fastening screws<br />- Set value: 265 Nm<br />Tightening torques, front wheel brake:<br />Fastening screws for brake anchor plate<br />- Set value: 125 Nm<br />Tightening torques, rear wheel brake:<br />Fastening screws for brake anchor plate<br />- Set value: 65 Nm<br />Brake-caliper fastening screws<br />- Set value: 35 Nm<br />Note: Renew self-locking screws or tighten with locking compound.<br />Tightening torque for fastening nuts or bolts at hydraulic modulator.<br />Set value:<br />1 = 15 Nm<br />2 = 25 Nm<br />3 = 25 Nm<br />4 = 25 Nm<br />5 = 10 Nm<br />6 = 45 Nm.</span></div>
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<span style="color: #00004a; font-size: x-small;">ELECTRICAL TERMINAL DIAGRAM:</span></div>
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<span style="color: #00004a; font-size: x-small;">B1 = Wheel-speed sensor<br />HL = rear left<br />HR = rear right<br />VL = front left<br />VR = front right<br />H3 = Stop lamp<br />S1 = Stop-lamp switch<br />W1 = Ground connection next to controller<br />X1 = Controller plug (35-pole)<br />X2...X3 = Wheel-speed-sensor plugs with built-in capacitor<br />X4...X5 = Wheel-speed-sensor plugs<br />X11...X12 = Diagnosis plug<br />F1 = Fuse, pump motor<br />H2 = Brake warning lamp<br />K2 = Pump-motor relay<br />M1 = Pump motor<br />S2 = Pressure switch, pump motor<br />S3 = Pressure switch, ABS warning lamp<br />S4 = Pressure switch, brake warning lamp<br />S5 = Warning switch, brake warning lamp<br />S6 = Warning switch, ABS system<br />S7 = Warning switch, hand brake</span></div>
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<span style="font-size: x-small;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJEOS2RYbRR5iaY16v3VEh5Ac8J4A8425_JCS_gqeMxJyayznR_3q6zIUujKCOXsQGJiTugOAqgNc7bj1Nf81qAvk0YM6Q_0mAN0J-gT73-x8eS_5hEvEpCdn4o8pqnFVXAm4FTvO75EU/s1600/PASSAT35I-ABS-11.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="223" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJEOS2RYbRR5iaY16v3VEh5Ac8J4A8425_JCS_gqeMxJyayznR_3q6zIUujKCOXsQGJiTugOAqgNc7bj1Nf81qAvk0YM6Q_0mAN0J-gT73-x8eS_5hEvEpCdn4o8pqnFVXAm4FTvO75EU/s320/PASSAT35I-ABS-11.jpg" width="320" /></a></span></div>
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<span style="color: #00004a; font-size: x-small;"><br />W2 = Ground connection, negative battery terminal<br />X6 = Plug at pump motor<br />X7 = Plug at pressure warning switch<br />Y3 = Closing cover, brake-fluid compensating tank.</span></div>
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<span style="color: #00004a; font-size: x-small;">W3 = Ground connection, transmission to hydraulic modulator<br />Y1 = Hydraulic modulator<br />A = Inlet valve, ABS front left<br />B = Outlet valve, ABS front left<br />C = Inlet valve, ABS rear<br />D = Outlet valve, ABS rear<br />E = Outlet valve, ABS front right<br />F = Inlet valve, ABS front right<br />G = Main valve, ABS<br />Y2 = Warning lamp unit<br />F2 = Fuse, solenoid valves<br />H1 = ABS warning lamp<br />K1 = Solenoid valve relay<br />X8 = Plug, solenoid valves<br />X9 = Plug, main solenoid valve<br />X10 = Plug, warning lamp unit 5-pole.</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi5hiSXAgL4sHmmBYPmJ316jGK2QRE-KyzpMSRKAKzBlKMk7V0Q6GPK4U_STRqkcwuK_25UvnCL3xsC27Du_e31SjwmjPKUSGSl-5W5wP5Z0XvS6qUrnSilNPyj88pHTLMNS32M9Ustv-k/s1600/IMGH_07897__VW35I.JPG" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi5hiSXAgL4sHmmBYPmJ316jGK2QRE-KyzpMSRKAKzBlKMk7V0Q6GPK4U_STRqkcwuK_25UvnCL3xsC27Du_e31SjwmjPKUSGSl-5W5wP5Z0XvS6qUrnSilNPyj88pHTLMNS32M9Ustv-k/s1600/IMGH_07897__VW35I.JPG" width="240" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhlYn7fzrKnUB0YO4_X8FHysMxP-tq1LBFVBg89u0lI2MmwBBIumj96pzoHwPigvTGaS1dO26pUTJ_dvGUdPTn5hG330r-GTKpSc5PkUwTpdzgbtXXuN6l3aYRm3gO4fEgi5kFd-XoOgSc/s1600/PASSAT35I-ABS-12.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="260" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhlYn7fzrKnUB0YO4_X8FHysMxP-tq1LBFVBg89u0lI2MmwBBIumj96pzoHwPigvTGaS1dO26pUTJ_dvGUdPTn5hG330r-GTKpSc5PkUwTpdzgbtXXuN6l3aYRm3gO4fEgi5kFd-XoOgSc/s320/PASSAT35I-ABS-12.jpg" width="320" /></a></div>
<span style="color: #00004a; font-size: x-small;">Wheel-speed sensors/ring gear, front axle:<br />Wheel-speed sensors (1) are located in left-hand and right-hand steering<br />knuckle (see picture). The connectors are located on the corresponding spring-<br />strut dome in the engine compartment. Only the fastening screw (2) is to be<br />loosened on removal.<br />Note: The air gap cannot be adjusted.<br />The front wheel brake including wheel hub must be removed on replacing the<br />ring gear (3); refer to picture.</span></div>
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<span style="font-size: x-small;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi8dFLIgkS87NZanoAg_Aycjcr8uDNQxQmEo61L7RxhODdCFts821i2bMfF1n5_S5hUAzJtXn66z_6EFtV_WcpMf2MWX-jwdrRYdlCIhICzvynFBormxcDjeSVilXOZsnxfUIqC3Fva3Jo/s1600/PASSAT35I-ABS-13.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="228" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi8dFLIgkS87NZanoAg_Aycjcr8uDNQxQmEo61L7RxhODdCFts821i2bMfF1n5_S5hUAzJtXn66z_6EFtV_WcpMf2MWX-jwdrRYdlCIhICzvynFBormxcDjeSVilXOZsnxfUIqC3Fva3Jo/s320/PASSAT35I-ABS-13.jpg" width="320" /></a></span></div>
<span style="color: #00004a; font-family: "arial"; font-size: x-small;"><span style="font-family: "verdana" , sans-serif; font-size: x-small;">Wheel-speed sensors/ring gear rear axle:<br />Wheel-speed sensors (1) are located in left-hand and right-hand rear-axle beam<br />(see picture). The connectors are located beneath the rear bench seat. Only the<br />fastening screw (2) is to be loosened on removal.<br />Note: The air gap cannot be adjusted.<br />The brake disk has to be removed when replacing the ring gear (3). Lever off<br />ring gear from inside of brake disk (see picture).</span></span>
FRANK http://www.blogger.com/profile/05899055923323016216noreply@blogger.com5tag:blogger.com,1999:blog-7089240089080675728.post-77444246938929550012013-06-01T08:00:00.000-07:002014-09-07T11:32:28.466-07:00VOLKSWAGEN PASSAT 35I MK3 YEAR 1990 STORAGE "CAPACITY" 3<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhDk7XbHnsfaKPKEL0nGDooTB25oHKC0U0JFtmSnM6IF8nstC905u53JYAzDQ1cS4nVvsB0JQhGWLsnljFYbBfcnwihdakNBy8jzSIdDFUQH0299E9aIIpeVgtLzHm65Fit36ALg-T_GMQ/s1282/IMGH_05348.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhDk7XbHnsfaKPKEL0nGDooTB25oHKC0U0JFtmSnM6IF8nstC905u53JYAzDQ1cS4nVvsB0JQhGWLsnljFYbBfcnwihdakNBy8jzSIdDFUQH0299E9aIIpeVgtLzHm65Fit36ALg-T_GMQ/s320/IMGH_05348.jpg" height="240" width="320" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi_xSuftbneKH4-kHLXQGU6bqfszMUTFt73zYMPZGMKlpCaEviYWCHpDefz2XCywFhEV5sfgy5Y4Mcr-pKKKYiG2g6LeaNOQRoX0q18ypYWMkuOkrJzjUH17a5DAtBa07xR_IBtrJ7geYg/s1282/IMGH_05347.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi_xSuftbneKH4-kHLXQGU6bqfszMUTFt73zYMPZGMKlpCaEviYWCHpDefz2XCywFhEV5sfgy5Y4Mcr-pKKKYiG2g6LeaNOQRoX0q18ypYWMkuOkrJzjUH17a5DAtBa07xR_IBtrJ7geYg/s320/IMGH_05347.jpg" height="240" width="320" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjExgdDXYb5uBoMyf-D8W0FSovEO8YGf14njqZs6Ge3gNCHS2Eok-XDONCffvOz7QMgETLsqEp2d3m_FMhjc9s75CY8Ly2bmmALeqxkjakQTy-3Mf45qhtmK19c-cdl6__W68EVV7mg7AQ/s1282/IMGH_05349.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjExgdDXYb5uBoMyf-D8W0FSovEO8YGf14njqZs6Ge3gNCHS2Eok-XDONCffvOz7QMgETLsqEp2d3m_FMhjc9s75CY8Ly2bmmALeqxkjakQTy-3Mf45qhtmK19c-cdl6__W68EVV7mg7AQ/s320/IMGH_05349.jpg" height="240" width="320" /></a></div>
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The car was <u>filled </u>with a:<br />
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<a href="http://obsoletetellyemuseum.blogspot.com/2013/06/seleco-zanussi-14sc4541-basic-year-1987.html" target="_blank">SELECO (ZANUSSI) 14SC454.1 BASIC </a><br />
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<a href="http://obsoletetellyemuseum.blogspot.com/2013/06/grundig-xs701-year-1995.html" target="_blank">GRUNDIG XS70/1 </a><br />
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<a href="http://obsoletetellyemuseum.blogspot.com/2013/06/telefunken-2484-year-1973.html" target="_blank">TELEFUNKEN 2484 </a><br />
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<a href="http://obsoletetellyemuseum.blogspot.com/2013/06/thomson-28dg17e-blackpearl-413tx807cs.html" target="_blank">THOMSON 28DG17E BLACKPEARL (413/TX807CS) </a><br />
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<a href="http://obsoletetellyemuseum.blogspot.com/2013/06/itt-nokia-6381-pip-digivision-blackline.html" target="_blank">ITT NOKIA 6381 PIP DIGIVISION BLACKLINE </a> <br />
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<a href="http://obsoletetellyemuseum.blogspot.com/2013/06/telefunken-palcolor-sx295-year-1991.html" target="_blank">TELEFUNKEN PALCOLOR SX295</a><br />
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<a href="http://obsoletetellyemuseum.blogspot.com/2013/05/metz-7096-classic-color-ch679g-year-1980.html" target="_blank">METZ 7096 CLASSIC COLOR (CH679G)</a><br />
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<a href="http://obsoletetellyemuseum.blogspot.com/2012/08/indesit-mod-12li-year-1973.html" target="_blank">INDESIT MOD. 12LI</a><br />
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<a href="http://obsoletetellyemuseum.blogspot.com/2011/04/indesit-t12si-year-1976.html" target="_blank">INDESIT T12SI</a><br />
<a class="GIL3GQOBOB" href="http://www.blogger.com/blogger.g?blogID=3229613061874897826#editor/target=post;postID=7375864570894492120;onPublishedMenu=allposts;onClosedMenu=allposts;postNum=21;src=postname"></a><br />
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20 or more Viderorecorders VHS and V2000 types.<br />
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40 or more old Television voltage stabilisers (Core saturated tech type) 15Kg each.<br />
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A RADAR CRT TUBE.<br />
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A Necchi NV17 refrigerator Compressor.<br />
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<b>Me...... I'M 85KG. </b><br />
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That stuff was brought in a storage on a Mountain !<br />
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Lets see modern crap cars if they like something similar without saying a word.<br />
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<br />FRANK http://www.blogger.com/profile/05899055923323016216noreply@blogger.com0tag:blogger.com,1999:blog-7089240089080675728.post-38937759703946234062013-04-26T18:00:00.000-07:002013-12-14T07:38:30.948-08:00VOLKSWAGEN PASSAT 35I MK3 YEAR 1990 STORAGE "CAPACITY" 2<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhbikX8UU5ZgnqPYeHE3Jv1r4l39SSDXDjwvXmStPNurx69q6NBYkBc93pw-sDl-d1oY1JsNtagdFTuuOo7b8UfZUOQpMSr0ZZOg45bzxzphF6r_lMreaLRqbgmK6VDHj-xFrD5Ha2cjHc/s1600/IMGH_04770.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhbikX8UU5ZgnqPYeHE3Jv1r4l39SSDXDjwvXmStPNurx69q6NBYkBc93pw-sDl-d1oY1JsNtagdFTuuOo7b8UfZUOQpMSr0ZZOg45bzxzphF6r_lMreaLRqbgmK6VDHj-xFrD5Ha2cjHc/s320/IMGH_04770.jpg" width="320" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg8qNHVPlaTiKCBN4hKjb_XQuHH7OMrnk_erH8LIETeYHJpkmWUA3SkInufg5GrR1X-k1gebLQ5fZtN8LZb1efN4HXQQJKorsOCUHjgz2qnz5qGc1VDxzuyRSE4xzV60jIRsfRnRlP10TU/s1600/IMGH_04769.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg8qNHVPlaTiKCBN4hKjb_XQuHH7OMrnk_erH8LIETeYHJpkmWUA3SkInufg5GrR1X-k1gebLQ5fZtN8LZb1efN4HXQQJKorsOCUHjgz2qnz5qGc1VDxzuyRSE4xzV60jIRsfRnRlP10TU/s320/IMGH_04769.jpg" width="320" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgpHKAAvjTY0eLtH1otBGGzw_iofWjx5Wm7335XgVCjVTYgt2AJTwbaOI0yc_JqLdP8s0sF3At3luHYFsQNcJP18o_Z0VLlT6pxBgT1E9uiRR41Nfns4_QgtJNYDLoUlRVy9Spd_FO8jrA/s1600/IMGH_04768.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgpHKAAvjTY0eLtH1otBGGzw_iofWjx5Wm7335XgVCjVTYgt2AJTwbaOI0yc_JqLdP8s0sF3At3luHYFsQNcJP18o_Z0VLlT6pxBgT1E9uiRR41Nfns4_QgtJNYDLoUlRVy9Spd_FO8jrA/s320/IMGH_04768.jpg" width="320" /></a></div>
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The car was filled with a:<br />
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- HEAVY OLD YEAR 1959 FRIDGE, (REX TROPICSYSTEM)<br />
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- VERY HEAVY AND BIG YEAR 1962 WASHING MACHINE (CASTOR QUEENMATIC) <br />
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- 2 OLD B/W TELEVISION SETS<br />
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- A TRANSPORT CART<br />
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- VARIOUS CARTONS WITH NYLON PACKING WRAP.<br />
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- WASHING MACHINE MOTORS (7) FITTED ON THE FLOORS.<br />
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- FURTHERMORE...........SOMEWHAT ADDED AFTER..................AND ME TO DRIVE IT.<br />
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<br />FRANK http://www.blogger.com/profile/05899055923323016216noreply@blogger.com0tag:blogger.com,1999:blog-7089240089080675728.post-67149114840201296492012-01-26T12:36:00.000-08:002013-12-14T07:38:30.959-08:00VOLKSWAGEN PASSAT 35I CHASSIS STRUCTURE VIEW.<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgHlHuff9XeMpzeQByMM7lPvSBkMJ5K2utqNEpdUjhqIt9bEvgn3yf5b4fLHqEQvTuUVWmKjZKATBMFst8t-56uTGvX3eLsqU4lcTOG18JbFK9UrjgV3vBDoKiunPa6fDd4ye1NkQT5cng/s1600/PASSAT-B35I-CHASSIS.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgHlHuff9XeMpzeQByMM7lPvSBkMJ5K2utqNEpdUjhqIt9bEvgn3yf5b4fLHqEQvTuUVWmKjZKATBMFst8t-56uTGvX3eLsqU4lcTOG18JbFK9UrjgV3vBDoKiunPa6fDd4ye1NkQT5cng/s320/PASSAT-B35I-CHASSIS.jpg" border="0" height="320" width="178" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiXdc96KVgT1proMGBvKuMcLo68D6uzoM3VM-dFYpCgct6EkfJC1xyzfFWsDfECwkKG84m_83Uctt8a4qimmILL8uWBQ3FGL_bOBkOWKYd_Di-Hcm8upltPzo3T_XVXEDJ8Y2_pzizFKAk/s1600/PASSAT-B35I-CHASSIS-FRONT-1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiXdc96KVgT1proMGBvKuMcLo68D6uzoM3VM-dFYpCgct6EkfJC1xyzfFWsDfECwkKG84m_83Uctt8a4qimmILL8uWBQ3FGL_bOBkOWKYd_Di-Hcm8upltPzo3T_XVXEDJ8Y2_pzizFKAk/s320/PASSAT-B35I-CHASSIS-FRONT-1.jpg" border="0" height="320" width="245" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhBakJb1vid0uz_O7SVI41Kj7pJoou1f493PLWqDoaWbTHd0GPHjsGEoBTApaKYHGmo3e3T6kWXMA9mcSSjIAErcw1_RvtjcUyvjIhzJta7HI89WxNSaF-Ni-W5xme-euKF_kG4htETL9w/s1600/PASSAT-B35I-CHASSIS-FRONT-2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhBakJb1vid0uz_O7SVI41Kj7pJoou1f493PLWqDoaWbTHd0GPHjsGEoBTApaKYHGmo3e3T6kWXMA9mcSSjIAErcw1_RvtjcUyvjIhzJta7HI89WxNSaF-Ni-W5xme-euKF_kG4htETL9w/s320/PASSAT-B35I-CHASSIS-FRONT-2.jpg" border="0" height="320" width="246" /></a></div><br /><div class="separator" style="clear: both; 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text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgj_Klbju-AslFp1N96qPFeT3OHT3L4g0lLpmfYBdazbegY9xdkKGO0tCltjVrFilE2PZFhdixAQoOBD-qZD-wzfiZvVWgGFdcJBNzQhAEx5CdtkOmEzgISw57iqQV55Aze5ZPB2FM6H64/s1600/PASSAT-B35I-CHASSIS-SIDE-1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgj_Klbju-AslFp1N96qPFeT3OHT3L4g0lLpmfYBdazbegY9xdkKGO0tCltjVrFilE2PZFhdixAQoOBD-qZD-wzfiZvVWgGFdcJBNzQhAEx5CdtkOmEzgISw57iqQV55Aze5ZPB2FM6H64/s320/PASSAT-B35I-CHASSIS-SIDE-1.jpg" border="0" height="320" width="245" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjujfZ8Lhyphenhyphens6ZffnWPd0Nk9OGSqp-Pj4huN0DXL9x6m6mUZEx3h7t95SrYsBJlxIgY6tg-ft2qG7TPUVeRVNh22MvJ5qcd1ihseEBpQk_duS7MMkHSBqzDLbC9obxMcQrv3qCxVg1OmWJo/s1600/PASSAT-B35I-CHASSIS-SIDE-2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjujfZ8Lhyphenhyphens6ZffnWPd0Nk9OGSqp-Pj4huN0DXL9x6m6mUZEx3h7t95SrYsBJlxIgY6tg-ft2qG7TPUVeRVNh22MvJ5qcd1ihseEBpQk_duS7MMkHSBqzDLbC9obxMcQrv3qCxVg1OmWJo/s320/PASSAT-B35I-CHASSIS-SIDE-2.jpg" border="0" height="320" width="245" /></a></div><br />Volkswagen B3 Passat<br />Body Exterior<br />Body dimensions, floor<br /><br />Volkswagen B3 Passat<br />Body Exterior<br />Body dimensions, front<br /><br />Volkswagen B3 Passat<br />Body Exterior<br />Body dimensions, front<br /><br />Volkswagen B3 Passat<br />Body Exterior<br />Body dimensions, front<br /><br />Volkswagen B3 Passat<br />Body Exterior<br />Body dimensions, side<br /><br />Volkswagen B3 Passat<br />Body Exterior<br />Body dimensions, side<br /><br />Volkswagen B3 Passat<br />Body Exterior<br />Body dimensions, rear: Sedan<br /><br />Volkswagen B3 Passat<br />Body Exterior<br />Body dimensions, rear: Wagon<br /><br />Volkswagen B3 Passat<br />Body Exterior<br />Lock carrier with front panel, assembly<br /><br />1 - Bolt - 12 Nm (8.9 ft lb)<br />self locking, clean bolt threads with wire brush, nut threads with tap and coat with<br />AMV 197 000 01 prior to reinstalling<br />2 - Retaining clip<br />3 - Edge protectors, fenders<br />4 - Screw - 5.0 Nm (44 in. lb)<br />self tapping.<br />5 - Lock carrier with front panelFRANK http://www.blogger.com/profile/05899055923323016216noreply@blogger.com0tag:blogger.com,1999:blog-7089240089080675728.post-17268109407326362632011-09-30T18:00:00.000-07:002013-12-14T07:38:30.939-08:00VOLKSWAGEN PASSAT 35I MK3 YEAR 1990 STORAGE "CAPACITY" 1<div class="separator" style="clear: both; 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SOME TELEVISION AND OTHER ELECTRONIC STUFF................LOGISTIC<br />
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<br />FRANK http://www.blogger.com/profile/05899055923323016216noreply@blogger.com0tag:blogger.com,1999:blog-7089240089080675728.post-46014304484051323232010-09-29T12:09:00.001-07:002016-01-25T12:08:43.817-08:00VOLKSWAGEN PASSAT ENGINE CONTROL MANAGEMENT DIGIFANT 2 (II).<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEipu5iHma5Gy8o0oB0IPOtCaAK8YXAw46_tPQk_vBJi6Ja8hqvGLCnXiWh1spOzY0mpb1xQ7J2Pfv9FM0Itb1n1ZrNNN1C3gUSNSWh4O5qKV_C77bvXXPxF9TjLvN4UWsoDn2vKEg3avDo/s1600/IMGH_03597.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEipu5iHma5Gy8o0oB0IPOtCaAK8YXAw46_tPQk_vBJi6Ja8hqvGLCnXiWh1spOzY0mpb1xQ7J2Pfv9FM0Itb1n1ZrNNN1C3gUSNSWh4O5qKV_C77bvXXPxF9TjLvN4UWsoDn2vKEg3avDo/s320/IMGH_03597.jpg" width="320" /></a></div>
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The Bosch AFC Digifant system is a computer-controlled fuel injection system. The system does not use cold start injector or thermo time switch for cold start enrichment. Different sensors and switches, along with Electronic Control Unit (ECU), regulate fuel injection and ignition timing.<br />
It Uses two cpu's, One is a MAF80A39 (Intel 80A39) and another Motorola Cpu for DSP.<br />
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Digifant II was the secondin a line of Digifant injection systems (Digijet was Volkswagen's first electronic injection system, then Digifant I, which is very similar to Digifant II, were both used on the Vanagon in the early 80s). Unlike Digijet, it integrates digital ignition control as well. It is full electronic, and uses individual electronically controlled injectors, which are batch-fired. It has integrated fault memory and diagnosis, and was equipped with an OBD fault warning light in California models before the more emissions-specific Digifant I was released. Digifant II receives information from the hall generator (provides engine speed), the air flow sensor (provides engine load), the coolant temperature sensor, the air intake temperature sensor, the oxygen sensor, basic throttle position, and the knock sensor to adjust the fuel/air mixture. <br />
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Unlike Jetronic or Motronic, the engine control unit has full control of the fuel mixture, taking into account engine load and speed, and referencing a map to produce a value for injector timing (all injectors are wired in parallel and are batch fired). Adjustments are made for a cold engine, high load (A/C), idle, or full throttle. Ignition timing is referenced in the same way, taking into account knock, in addition to load and speed.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhubE8m-PIKl2J9ZuC9nMXUAI2PalF36yfJw2DmlK1vrFuwMN188UeYDwREw3pljqyOpVcsqADr2SbxO2IqDDAFJG6daDmxwtWWEbyc_S1Lk483nMn6nPWOHZausNneAGWueszYaCd8xHc/s1600/digifant_diagram.gif" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5522416390595452594" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhubE8m-PIKl2J9ZuC9nMXUAI2PalF36yfJw2DmlK1vrFuwMN188UeYDwREw3pljqyOpVcsqADr2SbxO2IqDDAFJG6daDmxwtWWEbyc_S1Lk483nMn6nPWOHZausNneAGWueszYaCd8xHc/s320/digifant_diagram.gif" style="cursor: pointer; float: left; height: 158px; margin: 0pt 10px 10px 0pt; width: 320px;" /></a><br />
<b>Electronic Control Unit BOSCH DIGIFANT 2 </b><span class="st"> 0 261 200 298 </span><b>037906022N DF1.</b><br />
The ECU controls all engine operations, and limits maximum engine speed. It receives information from various input devices.<br />
The ECU is a micro-computer. It is constructed from printed circuitry, and contains a large number of electrical components, including many semiconductor devices. <br />
Its input devices receive data as electrical signals. They come from sensors and components at various locations around the engine. Its processing unit compares incoming data with data stored in a memory unit. The memory unit contains basic data about how the engine is to operate. And an output device pulses the electrical circuit of the solenoid-type injection valves.<br />
It is normally located in a safe place, behind a kick-panel in the foot-well, under the passenger seat, or in the boot, and connected by a multi-plug, or plugs, to the vehicle’s wiring harness.<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjOPDrsA1FzhB2_I28HLPzk0NNDiAlcY72ht95wQ7QJuYznswZK9pKVrw-ukOZwJsOepnIlgB3gZ2Yj9JogsbAG0ytun-ERvVSie4vFblrKxTbsFATd36AqVBe6nq8-dra5oqLZvuY4Knk/s1600/IMGH_03599.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjOPDrsA1FzhB2_I28HLPzk0NNDiAlcY72ht95wQ7QJuYznswZK9pKVrw-ukOZwJsOepnIlgB3gZ2Yj9JogsbAG0ytun-ERvVSie4vFblrKxTbsFATd36AqVBe6nq8-dra5oqLZvuY4Knk/s320/IMGH_03599.jpg" width="320" /></a>The core function of a basic ECU in an EFI system is to control the pulse width of the injector. More sophisticated models also control other functions such as idle speed, ignition timing, and the fuel pump. These wider systems are called engine management systems. The more precise control they allow is very effective in reducing fuel consumption and exhaust emissions.<br />
The ECU adjusts quickly to changing conditions by using what are called programmed characteristic maps, stored in the memory unit. They are programmed into the ECU, just as data is programmed into a computer. Characteristics means the engine’s operating conditions. And they are called maps because they map all of the operating conditions for the engine.<br />
They are constructed first from dynamometer tests, then fine-tuned, to optimise the operating conditions and to comply with emission regulations. This data is stored electronically.<br />
Ignition timing is crucial in this process. Between one spark and the next, the ECU uses data it receives on engine load and speed to determine when the next ignition point will occur. It can also correct the map value, using extra information such as engine coolant temperature, intake air temperature, or throttle position. Putting all of this together, it arrives at the best ignition point for that operating condition.<br />
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<br />
VOLKSWAGEN PASSAT ENGINE CONTROL MANAGEMENT DIGIFANT 2 CIRCUITS DESCRIPTIONS:<br />
<br />
<span style="font-weight: bold;">MAB8039H L MAF80A39</span>: SINGLE-CHIP 8-BIT MICROCONTROLLER:<br />
ROM-less version of the MAB8049H<br />
<br />
The MAB80XXH family of single-chip 8-bit microcontrollers is fabricated in NMOS.<br />
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These microcontrollers are designed to be efficient control processors as well as arithmetic processors.</div>
Their instruction set allows the user to directly set and reset individual l/O lines as well as test<br />
individual bits within the accumulator. A large variety of branch and table look-up instructions enable<br />
efficient implementation of standard logic functions. Code efficiency is high; over 70% of the<br />
instructions are single byte; all others are two byte.<br />
<br />
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An on-chip 8-bit counter is provided, which can count either machine cycles (+32) or external events.<br />
The counter can be used to generate an interrupt to the processor.<br />
Program and data memories plus input/output capabilities can be expanded using standard TTL<br />
compatible memories and logic.<br />
<br />
Features<br />
8-bit CPU, ROM, RAM and l/O<br />
8-bit counter/timer<br />
On-chip oscillator and clock driver circuits<br />
Single-level interrupts: external and counter/timer<br />
17 internal registers: accumulator, 16 addressable registers<br />
Over 90 instructions: 70% single byte<br />
All instructions 1 or 2 cycles<br />
Easily expandable memory and 27 l/O lines<br />
TTL compatible inputs and outputs<br />
Single 5 V supply<br />
Standard and extended temperature ranges : MAB80XX: 0 to +70 °C<br />
MAF80XX: -40 to +85 °C<br />
MAF80AXX: ~40 to +110 °C<br />
Applications:<br />
Peripheral interfaces and controllers 0 Modems and data enciphering<br />
Test and measuring instruments 0 Environmental control systems<br />
Sequencers 0 Audio/video systems, ENGINE CONTROL MANAGEMENT !!<br />
<br />
<span style="font-weight: bold;">ADC0808/ADC0809 8-Bit µP Compatible A/D Converters with 8-Channel Multiplexer</span>:<br />
<br />
General Description<br />
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The ADC0808, ADC0809 data acquisition component is a<br />
monolithic CMOS device with an 8-bit analog-to-digital converter,<br />
8-channel multiplexer and microprocessor compatible<br />
control logic. The 8-bit A/D converter uses successive approximation<br />
as the conversion technique. The converter features<br />
a high impedance chopper stabilized comparator, a<br />
256R voltage divider with analog switch tree and a successive<br />
approximation register. The 8-channel multiplexer can<br />
directly access any of 8-single-ended analog signals.<br />
The device eliminates the need for external zero and<br />
full-scale adjustments. Easy interfacing to microprocessors<br />
is provided by the latched and decoded multiplexer address<br />
inputs and latched TTL TRI-STATE outputs.<br />
The design of the ADC0808, ADC0809 has been optimized<br />
by incorporating the most desirable aspects of several A/D<br />
conversion techniques. The ADC0808, ADC0809 offers high<br />
speed, high accuracy, minimal temperature dependence,<br />
excellent long-term accuracy and repeatability, and consumes<br />
minimal power. These features make this device<br />
ideally suited to applications from process and machine<br />
control to consumer and automotive applications. For<br />
16-channel multiplexer with common output (sample/hold<br />
port) .<br />
<br />
Features<br />
Easy interface to all microprocessors<br />
Operates ratiometrically or with 5 VDC or analog span<br />
adjusted voltage reference<br />
No zero or full-scale adjust required<br />
8-channel multiplexer with address logic<br />
0V to 5V input range with single 5V power supply<br />
Outputs meet TTL voltage level specifications<br />
ADC0808 equivalent to MM74C949<br />
ADC0809 equivalent to MM74C949-1<br />
Key Specifications<br />
Resolution 8 Bits<br />
Total Unadjusted Error ±1⁄2 LSB and ±1 LSB<br />
Single Supply 5 VDC<br />
Low Power 15 mW<br />
Conversion Time 100 µs<br />
<br />
Functional Description<br />
Multiplexer. The device contains an 8-channel single-ended<br />
analog signal multiplexer. A particular input channel is selected<br />
by using the address decoder. Table 1 shows the input<br />
states for the address lines to select any channel. The<br />
address is latched into the decoder on the low-to-high transition<br />
of the address latch enable signal.<br />
<br />
CONVERTER CHARACTERISTICS<br />
The Converter<br />
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The heart of this single chip data acquisition system is its<br />
8-bit analog-to-digital converter. The converter is designed to<br />
give fast, accurate, and repeatable conversions over a wide<br />
range of temperatures. The converter is partitioned into 3<br />
major sections: the 256R ladder network, the successive<br />
approximation register, and the comparator. The converter’s<br />
digital outputs are positive true.<br />
The 256R ladder network approach (Figure 1) was chosen<br />
over the conventional R/2R ladder because of its inherent<br />
monotonicity, which guarantees no missing digital codes.<br />
Monotonicity is particularly important in closed loop feedback<br />
control systems. A non-monotonic relationship can cause<br />
oscillations that will be catastrophic for the system. Additionally,<br />
the 256R network does not cause load variations on the<br />
reference voltage.<br />
The bottom resistor and the top resistor of the ladder network<br />
in Figure 1 are not the same value as the remainder of<br />
the network. The difference in these resistors causes the<br />
output characteristic to be symmetrical with the zero and<br />
full-scale points of the transfer curve. The first output transition<br />
occurs when the analog signal has reached +1⁄2 LSB<br />
and succeeding output transitions occur every 1 LSB later up<br />
to full-scale.<br />
The successive approximation register (SAR) performs 8<br />
iterations to approximate the input voltage. For any SAR<br />
type converter, n-iterations are required for an n-bit converter.<br />
Figure 2 shows a typical example of a 3-bit converter.<br />
In the ADC0808, ADC0809, the approximation technique is<br />
extended to 8 bits using the 256R network.<br />
The A/D converter’s successive approximation register<br />
(SAR) is reset on the positive edge of the start conversion<br />
start pulse. The conversion is begun on the falling edge of<br />
the start conversion pulse. A conversion in process will be<br />
interrupted by receipt of a new start conversion pulse. Continuous<br />
conversion may be accomplished by tying the<br />
end-of-conversion (EOC) output to the SC input. If used in<br />
this mode, an external start conversion pulse should be<br />
applied after power up. End-of-conversion will go low between<br />
0 and 8 clock pulses after the rising edge of start<br />
conversion.<br />
The most important section of the A/D converter is the<br />
comparator. It is this section which is responsible for the<br />
ultimate accuracy of the entire converter. It is also the comparator<br />
drift which has the greatest influence on the repeatability<br />
of the device. A chopper-stabilized comparator provides<br />
the most effective method of satisfying all the<br />
converter requirements.<br />
The chopper-stabilized comparator converts the DC input<br />
signal into an AC signal. This signal is then fed through a<br />
high gain AC amplifier and has the DC level restored. This<br />
technique limits the drift component of the amplifier since the<br />
drift is a DC component which is not passed by the AC<br />
amplifier. This makes the entire A/D converter extremely<br />
insensitive to temperature, long term drift and input offset<br />
errors.<br />
<br />
<span style="font-weight: bold;">MC144111 D/A converters with serial interface:</span><br />
<br />
<br />
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The MC144110 and MC144111 are low–cost 6–bit D/A converters with serial<br />
interface ports to provide communication with CMOS microprocessors and<br />
microcomputers. The MC144110 contains six static D/A converters; the<br />
MC144111 contains four converters.<br />
Due to a unique feature of these DACs, the user is permitted easy scaling of<br />
the analog outputs of a system. Over a 5 to 15 V supply range, these DACs may<br />
be directly interfaced to CMOS MPUs operating at 5 V.<br />
• Direct R–2R Network Outputs<br />
• Buffered Emitter–Follower Outputs<br />
• Serial Data Input<br />
• Digital Data Output Facilitates Cascading<br />
• Direct Interface to CMOS mP<br />
• Wide Operating Voltage Range: 4.5 to 15 V<br />
• Wide Operating Temperature Range: 0 to 85°C<br />
<br />
PIN DESCRIPTIONS<br />
INPUTS<br />
Din<br />
Data Input<br />
Six–bit words are entered serially, MSB first, into digital<br />
data input, Din. Six words are loaded into the MC144110<br />
during each D/A cycle; four words are loaded into the<br />
MC144111.<br />
The last 6–bit word shifted in determines the output level of<br />
pins Q1 Out and R1 Out. The next–to–last 6–bit word affects<br />
pins Q2 Out and R2 Out, etc.<br />
ENB<br />
Negative Logic Enable<br />
The ENB pin must be low (active) during the serial load.<br />
On the low–to–high transition of ENB, data contained in the<br />
shift register is loaded into the latch.<br />
CLK<br />
Shift Register Clock<br />
Data is shifted into the register on the high–to–low transition<br />
of CLK. CLK is fed into the D–input of a transparent<br />
latch, which is used for inhibiting the clocking of the shift register<br />
when ENB is high.<br />
The number of clock cycles required for the MC144110 is<br />
usually 36. The MC144111 usually uses 24 cycles. See<br />
Table 1 for additional information.<br />
OUTPUTS<br />
Dout<br />
Data Output<br />
The digital data output is primarily used for cascading the<br />
DACs and may be fed into Din of the next stage.<br />
R1 Out through Rn Out<br />
Resistor Network Outputs<br />
These are the R–2R resistor network outputs. These outputs<br />
may be fed to high–impedance input FET op amps to<br />
bypass the on–chip bipolar transistors. The R value of the resistor<br />
network ranges from 7 to 15 kW.<br />
Q1 Out through Qn Out<br />
NPN Transistor Outputs<br />
Buffered DAC outputs utilize an emitter–follower configuration<br />
for current–gain, thereby allowing interface to low–impedance<br />
circuits.<br />
SUPPLY PINS<br />
VSS<br />
Negative Supply Voltage<br />
This pin is usually ground.<br />
VDD<br />
Positive Supply Voltage<br />
The voltage applied to this pin is used to scale the analog<br />
output swing from 4.5 to 15 V p–p.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEis7Y7B7pHhZ5EZx9pT1ZdJlWv4sesLmQIU3MtRDEoOjjLnkn81SJJKnEmxD2uNXEUuI8LoHLZeaFut9DvAMHUCr-KoXG1XyhfXWvPdeujCUieXRGkR-qLjEQID_eVw16vRsWUwLWZVl5c/s1600/IMGH_03605.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEis7Y7B7pHhZ5EZx9pT1ZdJlWv4sesLmQIU3MtRDEoOjjLnkn81SJJKnEmxD2uNXEUuI8LoHLZeaFut9DvAMHUCr-KoXG1XyhfXWvPdeujCUieXRGkR-qLjEQID_eVw16vRsWUwLWZVl5c/s320/IMGH_03605.jpg" width="240" /></a><b>Electronic Control Unit TRIUMPH ADLER DIGIFANT 2 </b><span class="st"> </span><b>037906022E DF1.</b><br />
The ECU controls all engine operations, and limits maximum engine speed. It receives information from various input devices.<br />
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<span style="font-weight: bold;">MAB8039H L MAF80A39</span>: SINGLE-CHIP 8-BIT MICROCONTROLLER:<br />
ROM-less version of the MAB8049H<br />
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The MAB80XXH family of single-chip 8-bit microcontrollers is fabricated in NMOS.<br />
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These microcontrollers are designed to be efficient control processors as well as arithmetic processors.</div>
Their instruction set allows the user to directly set and reset individual l/O lines as well as test<br />
individual bits within the accumulator. A large variety of branch and table look-up instructions enable<br />
efficient implementation of standard logic functions. Code efficiency is high; over 70% of the<br />
instructions are single byte; all others are two byte.<br />
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An on-chip 8-bit counter is provided, which can count either machine cycles (+32) or external events.<br />
The counter can be used to generate an interrupt to the processor.<br />
Program and data memories plus input/output capabilities can be expanded using standard TTL<br />
compatible memories and logic.<br />
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Features<br />
8-bit CPU, ROM, RAM and l/O<br />
8-bit counter/timer<br />
On-chip oscillator and clock driver circuits<br />
Single-level interrupts: external and counter/timer<br />
17 internal registers: accumulator, 16 addressable registers<br />
Over 90 instructions: 70% single byte<br />
All instructions 1 or 2 cycles<br />
Easily expandable memory and 27 l/O lines<br />
TTL compatible inputs and outputs<br />
Single 5 V supply<br />
Standard and extended temperature ranges : MAB80XX: 0 to +70 °C<br />
MAF80XX: -40 to +85 °C<br />
MAF80AXX: ~40 to +110 °C<br />
Applications:<br />
Peripheral interfaces and controllers 0 Modems and data enciphering<br />
Test and measuring instruments 0 Environmental control systems<br />
Sequencers 0 Audio/video systems, ENGINE CONTROL MANAGEMENT !!<br />
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<span style="font-weight: bold;">ADC0808/ADC0809 8-Bit µP Compatible A/D Converters with 8-Channel Multiplexer</span>:<br />
<br />
General Description<br />
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The ADC0808, ADC0809 data acquisition component is a<br />
monolithic CMOS device with an 8-bit analog-to-digital converter,<br />
8-channel multiplexer and microprocessor compatible<br />
control logic. The 8-bit A/D converter uses successive approximation<br />
as the conversion technique. The converter features<br />
a high impedance chopper stabilized comparator, a<br />
256R voltage divider with analog switch tree and a successive<br />
approximation register. The 8-channel multiplexer can<br />
directly access any of 8-single-ended analog signals.<br />
The device eliminates the need for external zero and<br />
full-scale adjustments. Easy interfacing to microprocessors<br />
is provided by the latched and decoded multiplexer address<br />
inputs and latched TTL TRI-STATE outputs.<br />
The design of the ADC0808, ADC0809 has been optimized<br />
by incorporating the most desirable aspects of several A/D<br />
conversion techniques. The ADC0808, ADC0809 offers high<br />
speed, high accuracy, minimal temperature dependence,<br />
excellent long-term accuracy and repeatability, and consumes<br />
minimal power. These features make this device<br />
ideally suited to applications from process and machine<br />
control to consumer and automotive applications. For<br />
16-channel multiplexer with common output (sample/hold<br />
port) .<br />
<br />
Features<br />
Easy interface to all microprocessors<br />
Operates ratiometrically or with 5 VDC or analog span<br />
adjusted voltage reference<br />
No zero or full-scale adjust required<br />
8-channel multiplexer with address logic<br />
0V to 5V input range with single 5V power supply<br />
Outputs meet TTL voltage level specifications<br />
ADC0808 equivalent to MM74C949<br />
ADC0809 equivalent to MM74C949-1<br />
Key Specifications<br />
Resolution 8 Bits<br />
Total Unadjusted Error ±1⁄2 LSB and ±1 LSB<br />
Single Supply 5 VDC<br />
Low Power 15 mW<br />
Conversion Time 100 µs<br />
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Functional Description<br />
Multiplexer. The device contains an 8-channel single-ended<br />
analog signal multiplexer. A particular input channel is selected<br />
by using the address decoder. Table 1 shows the input<br />
states for the address lines to select any channel. The<br />
address is latched into the decoder on the low-to-high transition<br />
of the address latch enable signal.<br />
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CONVERTER CHARACTERISTICS<br />
The Converter<br />
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The heart of this single chip data acquisition system is its<br />
8-bit analog-to-digital converter. <br />
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The converter is designed to<br />
give fast, accurate, and repeatable conversions over a wide<br />
range of temperatures. The converter is partitioned into 3<br />
major sections: the 256R ladder network, the successive<br />
approximation register, and the comparator. The converter’s<br />
digital outputs are positive true.<br />
The 256R ladder network approach (Figure 1) was chosen<br />
over the conventional R/2R ladder because of its inherent<br />
monotonicity, which guarantees no missing digital codes.<br />
Monotonicity is particularly important in closed loop feedback<br />
control systems. A non-monotonic relationship can cause<br />
oscillations that will be catastrophic for the system. Additionally,<br />
the 256R network does not cause load variations on the<br />
reference voltage.<br />
The bottom resistor and the top resistor of the ladder network<br />
in Figure 1 are not the same value as the remainder of<br />
the network. The difference in these resistors causes the<br />
output characteristic to be symmetrical with the zero and<br />
full-scale points of the transfer curve. The first output transition<br />
occurs when the analog signal has reached +1⁄2 LSB<br />
and succeeding output transitions occur every 1 LSB later up<br />
to full-scale.<br />
The successive approximation register (SAR) performs 8<br />
iterations to approximate the input voltage. For any SAR<br />
type converter, n-iterations are required for an n-bit converter.<br />
Figure 2 shows a typical example of a 3-bit converter.<br />
In the ADC0808, ADC0809, the approximation technique is<br />
extended to 8 bits using the 256R network.<br />
The A/D converter’s successive approximation register<br />
(SAR) is reset on the positive edge of the start conversion<br />
start pulse. The conversion is begun on the falling edge of<br />
the start conversion pulse. A conversion in process will be<br />
interrupted by receipt of a new start conversion pulse. Continuous<br />
conversion may be accomplished by tying the<br />
end-of-conversion (EOC) output to the SC input. If used in<br />
this mode, an external start conversion pulse should be<br />
applied after power up. End-of-conversion will go low between<br />
0 and 8 clock pulses after the rising edge of start<br />
conversion.<br />
The most important section of the A/D converter is the<br />
comparator. It is this section which is responsible for the<br />
ultimate accuracy of the entire converter. It is also the comparator<br />
drift which has the greatest influence on the repeatability<br />
of the device. A chopper-stabilized comparator provides<br />
the most effective method of satisfying all the<br />
converter requirements.<br />
The chopper-stabilized comparator converts the DC input<br />
signal into an AC signal. This signal is then fed through a<br />
high gain AC amplifier and has the DC level restored. This<br />
technique limits the drift component of the amplifier since the<br />
drift is a DC component which is not passed by the AC<br />
amplifier. This makes the entire A/D converter extremely<br />
insensitive to temperature, long term drift and input offset<br />
errors.<br />
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<b>VOLKSWAGEN PASSAT ENGINE CONTROL MANAGEMENT </b><b>DIGIFANT 2 Input Devices:</b><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEimpWO-u5NAjLBGwZGuBd_PCxPOUtZChDXtbPuCzgxNFNGqQGdRJZMAgqIW-kwxYYV_JtM2pvY7aJU1X3H46p3eKMw7zyNHDzwYj5pnY9h2qfrOB8wIaWiPtTVCtLL9CbIn0f8MV5QFia4/s1600/IMGH_05433.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEimpWO-u5NAjLBGwZGuBd_PCxPOUtZChDXtbPuCzgxNFNGqQGdRJZMAgqIW-kwxYYV_JtM2pvY7aJU1X3H46p3eKMw7zyNHDzwYj5pnY9h2qfrOB8wIaWiPtTVCtLL9CbIn0f8MV5QFia4/s320/IMGH_05433.jpg" width="240" /></a><br />
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<b><i>Air Flow Sensor (Air Flow Meter)</i></b><br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjcXF0Z1jPgSBDo_xkvRNXOAteX0oUfBbTgMoyiGiYO5Qh8cHuVepzrFXXyWk9wTAQ3tVALNi54O7MDsrktH79v_xemadnpLIRbzOcYERHcVDQNVeVHJ4_c_DU3b8OrVCVGKD7Hj2NOhf4/s1600/IMGH_03710.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjcXF0Z1jPgSBDo_xkvRNXOAteX0oUfBbTgMoyiGiYO5Qh8cHuVepzrFXXyWk9wTAQ3tVALNi54O7MDsrktH79v_xemadnpLIRbzOcYERHcVDQNVeVHJ4_c_DU3b8OrVCVGKD7Hj2NOhf4/s320/IMGH_03710.jpg" width="320" /></a>All intake air is drawn through the airflow sensor. The airflow sensor contains a tunnel with a measuring flap and dampening flap. The measuring flap swings with intake air stream against pressure of a spiral spring and is connected to a potentiometer.<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxDrqjRSrg_ayTlzJgslmyMk3_OtOToYyVY_HZxBbwyiY1cXbs07U-8Aep2L1oafkT1n274wf6bxOX4ceabSHo-4kANwc0nkmq0dImsZng6WOIt5oi5YGN8A9vXxi1cqs1hDy3u5nSmZw/s1600/afm.gif" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5522417130147978658" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxDrqjRSrg_ayTlzJgslmyMk3_OtOToYyVY_HZxBbwyiY1cXbs07U-8Aep2L1oafkT1n274wf6bxOX4ceabSHo-4kANwc0nkmq0dImsZng6WOIt5oi5YGN8A9vXxi1cqs1hDy3u5nSmZw/s320/afm.gif" style="cursor: pointer; float: left; height: 309px; margin: 0pt 10px 10px 0pt; width: 290px;" /></a><br />
The potentiometer transmits an electrical signal determined by measuring flap position to inform ECU of engine load. At idle, the measuring flap is almost closed due to spring pressure.<br />
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" 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" width="184" /></a>The potentiometer within the airflow sensor prevents loss of engine power during engine load or sudden acceleration (along with engine speed and coolant temperature) by signaling the ECU of necessary enrichment and timing requirements.<br />
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The airflow sensor contains an intake air temperature sensor. An adjustable idle air by-pass screw influences CO levels at low engine speeds. A tamper-proof plug is installed over this screw.<br />
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<b><i>Coolant Temperature Sensor (Digifant I)</i></b><br />
<blockquote>
The coolant temperature sensor is a temperature sensitive variable resistor sensor (less resistance as temperature increases). This sensor returns signals to the ECU to determine amount of cold start enrichment, ignition timing and idle stabilization during warmup. The sensor return signal has input to the ECU when the oxygen sensor, idle stabilization, and full throttle enrichment functions are activated.</blockquote>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi7xp8J7poen8hj8aHZZlBq9awEgy_EM4obHb3EUqYUd0Xfl1PhCnDXbwkbDMiEO7YDI-tYPgVSxnW6YCRYM2wL5oWCRuZiF2TmeNCrFwakORrz8N9jXCCpLyCdpzs2qKvAHalGl3VOLBk/s1600/IMGH_03715.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi7xp8J7poen8hj8aHZZlBq9awEgy_EM4obHb3EUqYUd0Xfl1PhCnDXbwkbDMiEO7YDI-tYPgVSxnW6YCRYM2wL5oWCRuZiF2TmeNCrFwakORrz8N9jXCCpLyCdpzs2qKvAHalGl3VOLBk/s320/IMGH_03715.jpg" width="320" /></a><br />
<b><i>Coolant Temperature Sensor (Digifant II)</i></b><br />
<blockquote>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhaRqVmtJ2ogl0GFvlqcV-SA-2l4STvGqhlr_u1oMp2WdSS2UIN58afHGFpQdJL54MADaOMrK79jTNO2eKKffOF60vUUFrY8o8jkvgGnTuu39Xj0um3i0PjW6drU47t15Skn7Iu-broXmU/s1600/IMGH_03714.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhaRqVmtJ2ogl0GFvlqcV-SA-2l4STvGqhlr_u1oMp2WdSS2UIN58afHGFpQdJL54MADaOMrK79jTNO2eKKffOF60vUUFrY8o8jkvgGnTuu39Xj0um3i0PjW6drU47t15Skn7Iu-broXmU/s320/IMGH_03714.jpg" width="320" /></a></div>
The <span style="color: blue;">BLUE </span>coolant temperature sensor is a temperature sensitive variable resistor sensor (less resistance as temperature increases). This sensor returns signals to the ECU to determine amount of cold start enrichment, enrichment during warm-up and ignition timing control.</blockquote>
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<b><i>Full Throttle Switch (Digifant II)</i></b><br />
<blockquote>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgczywhW4yGPk9CrPuOdY64wSix33bq3Li8up2rjBhiIs_RhyqfYDx2xM5BYO_A8d1hgwA6_V_GxWx0itBfRn-x8FKxRdNGONuuX60Jd7I1A81ZKLXm8P2uZfEpgEbd3QgK8alsHe0mDZY/s1600/IMGH_03707.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgczywhW4yGPk9CrPuOdY64wSix33bq3Li8up2rjBhiIs_RhyqfYDx2xM5BYO_A8d1hgwA6_V_GxWx0itBfRn-x8FKxRdNGONuuX60Jd7I1A81ZKLXm8P2uZfEpgEbd3QgK8alsHe0mDZY/s320/IMGH_03707.jpg" width="320" /></a></div>
The full throttle switch closes approximately 10 degrees before Wide Open Throttle (WOT). The ECU uses this signal for full throttle enrichment.</blockquote>
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<b><i>Idle Switch (Digifant II)</i></b><br />
<blockquote>
Idle switch
closes when throttle is closed. The ECU uses idle switch
input for idle stabilizer valve, deceleration fuel shut-off and
activation of ignition timing map for deceleration. Idle
switch opens when throttle is opened approximately one
degree.</blockquote>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjcXF0Z1jPgSBDo_xkvRNXOAteX0oUfBbTgMoyiGiYO5Qh8cHuVepzrFXXyWk9wTAQ3tVALNi54O7MDsrktH79v_xemadnpLIRbzOcYERHcVDQNVeVHJ4_c_DU3b8OrVCVGKD7Hj2NOhf4/s1600/IMGH_03710.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjcXF0Z1jPgSBDo_xkvRNXOAteX0oUfBbTgMoyiGiYO5Qh8cHuVepzrFXXyWk9wTAQ3tVALNi54O7MDsrktH79v_xemadnpLIRbzOcYERHcVDQNVeVHJ4_c_DU3b8OrVCVGKD7Hj2NOhf4/s320/IMGH_03710.jpg" width="320" /></a><b><i>Intake Air Temperature Sensor</i></b><br />
<b><i> </i></b>Intake air temperature sensor is a thermistor-type variable resistor
(resistance decreases with increase of temperature). This
sensor voltage signal varies to ECU in relation to engine
air temperature. Sensor is located inside the airflow
meter.<br />
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<b><i>Hall Effect Sensor</i></b><br />
<blockquote>
See ELECTRONIC IGNITION SYSTEM under IGNITION SYSTEM in this article.</blockquote>
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<b><i>VOLKSWAGEN PASSAT ENGINE CONTROL MANAGEMENT DIGIFANT 2 Knock Sensor</i></b><br />
<blockquote>
Vibrations in engine block will cause the quartz crystal inside knock sensor to produce a small voltage. The ECU monitors this small voltage. Ignition timing is retarded 3 degrees initially when detonation begins to occur. Timing is retarded only in the cylinder which is detonating.<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEicjTt51AXbVL9ZH1Sp24kSa4FTJrVmNFfY6Q-MXK5E4DeJ4N1ttDILhpq3YungiJH0yRfS1PZaWgolu-0HU2wbUt9LGA1S82QoFhVvrxC-4uZ1AkXowVIzQYM2V6J2F_UG5pdj1I6I6jQ/s1600/IMGH_03709.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEicjTt51AXbVL9ZH1Sp24kSa4FTJrVmNFfY6Q-MXK5E4DeJ4N1ttDILhpq3YungiJH0yRfS1PZaWgolu-0HU2wbUt9LGA1S82QoFhVvrxC-4uZ1AkXowVIzQYM2V6J2F_UG5pdj1I6I6jQ/s320/IMGH_03709.jpg" width="320" /></a>When detonation stops, ignition timing is advanced in .33 degree increments until a preprogrammed value is reached. If detonation continues or reoccurs in a cylinder, ignition timing can be retarded up to 15 degrees for each cylinder. The difference between any 2 cylinders is limited to 9 degrees.</blockquote>
<b>Engine Knock Causes</b><br />
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Fuel should burn in even waves that are timed to the engine's cycles, carrying through until the next cycle causes the next wave. When fuel is improperly ignited, it causes a fireball-like explosion that can interfere with the <a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgkKnH7xUhMfpA6Yu05IdJ29nDCvjeu2j_inzjDTtkmGD_qZka6Oe6JWXx3pNKJdkSppuBCk6gT9fNXZpdwM5UQga1aQLgu4tno50tGhK0Q6fFb_6p2Ee5IZafu4LCsomeWls6753kYuQY/s1600/img_0474.jpg"></a>engine's cycles and can even damage engine components -- these premature detonations are the source of the "ping" noise. Now, let's look at the most common causes of knock.<br />
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Low quality fuel<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi7xp8J7poen8hj8aHZZlBq9awEgy_EM4obHb3EUqYUd0Xfl1PhCnDXbwkbDMiEO7YDI-tYPgVSxnW6YCRYM2wL5oWCRuZiF2TmeNCrFwakORrz8N9jXCCpLyCdpzs2qKvAHalGl3VOLBk/s1600/IMGH_03715.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi7xp8J7poen8hj8aHZZlBq9awEgy_EM4obHb3EUqYUd0Xfl1PhCnDXbwkbDMiEO7YDI-tYPgVSxnW6YCRYM2wL5oWCRuZiF2TmeNCrFwakORrz8N9jXCCpLyCdpzs2qKvAHalGl3VOLBk/s320/IMGH_03715.jpg" width="320" /></a>One of the causes of engine knock is sub-par gasoline -- low quality and low octane fuel can cause a whole cluster of problems, such as increased combustion chamber temperatures and higher cylinder pressures. The fuel's octane rating tells a motorist how much compression the gasoline can tolerate -- the higher the rating, the better the fuel resists combustion. That's why complicated, high-pressure engines require more expensive fuel.<br />
<br />
These problems can lead to pre-ignition, which is when the fuel burns in the engine earlier than it should. There are two ways gasoline can ignite in the engine's combustion chamber -- from the spark plug, or from an incorrect compression ratio. It's a delicate balance, and any factor can throw the whole process awry. If the engine's compression is too low, it can cause the fuel to combust and burn before it's ignited by the spark plug. When the fuel burns this way, it burns incompletely, and the leftover fuel components and compounds cause debris that sticks to the inside of the chamber. This buildup negatively affects the environment within the cylinders, which is a common cause of engine knock.<br />
Deposits on the cylinder walls<br />
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Yes, it's a vicious cycle -- the first cause of engine knock we discussed above can create bigger problems. Low<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEimpWO-u5NAjLBGwZGuBd_PCxPOUtZChDXtbPuCzgxNFNGqQGdRJZMAgqIW-kwxYYV_JtM2pvY7aJU1X3H46p3eKMw7zyNHDzwYj5pnY9h2qfrOB8wIaWiPtTVCtLL9CbIn0f8MV5QFia4/s1600/IMGH_05433.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEimpWO-u5NAjLBGwZGuBd_PCxPOUtZChDXtbPuCzgxNFNGqQGdRJZMAgqIW-kwxYYV_JtM2pvY7aJU1X3H46p3eKMw7zyNHDzwYj5pnY9h2qfrOB8wIaWiPtTVCtLL9CbIn0f8MV5QFia4/s320/IMGH_05433.jpg" width="240" /></a> quality fuel and pre-ignition forms the harmful deposits we mentioned, and once those deposits start, they tend to build.<br />
<br />
These deposits take up crucial space that's needed for the engine's normal functions of mixing air and fuel. Think of a blood vessel clogged by cholesterol deposits -- the bigger the clog, the less blood can get through. This is similar. Big deposits raise compression in the cylinder, and if that higher compression isn't somehow accounted for (like using higher octane gasoline or adjusting the engine's temperature ranges), the higher compression can cause knocking.<br />
<br />
The wrong spark plugs<br />
<br />
Using the incorrect spark plugs is a common problem, according to experts. People often misunderstand the manufacturer's recommendations, or buy the incorrect plugs to try to save a few bucks. Since spark plugs help control the engine's internal environment and operate under precise conditions, the wrong plugs create sub-par conditions for burning fuel. They can lead to combustion chamber deposit buildup and improper running temperatures, which, as we already know, are two major catalysts for engine knock.<br />
<br />
Other causes are closely related to the three most common culprits, and include dirty injectors, a bad knock sensor, worn rings and valve seals, and the possibility of the engine simply running too hot<br />
<br />
<b><i>Oxygen (O2) Sensor</i></b><br />
<blockquote>
The O2 sensor detects oxygen content in the exhaust gas and sends this information to the ECU. In operation, the ECU receives signals from the O2 sensor and varies the duration during which fuel is injected. A high voltage signal indicates<br />
The O2 sensor is heated electrically for rapid warm-up and constant operating temperature. Power to the heating element is supplied whenever ignition switch is turned to ON position.</blockquote>
<b><i>Power Steering (P/S) Pressure Switch</i></b><br />
<blockquote>
The P/S oil pressure switch signals the ECU when the power steering load is high. The ECU then sends a voltage signal to the idle stabilization valve to increase idle speed with power steering load.</blockquote>
<b><i>Throttle Potentiometer (Digifant I)</i></b><br />
<blockquote>
Throttle potentiometer is used by ECU to sense throttle position. This signal is also used for activation of idle stabilization system and deceleration fuel shut-off.</blockquote>
<b><i>Throttle Valve Switch</i></b><br />
<blockquote>
Throttle valve switch supplies ECU with information that throttle valve is closed. If engine is above 1250 RPM with throttle closed, fuel will be shut off to the injectors. At idle speed, this switch signals control unit to regulate amount of fuel injected.</blockquote>
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgStPQlg5SaA_pRlvAQuDZMKmi3W745gkzp7zuTLYue3kstGZ_WQizL3f27jTlkOvoHpKMCDcso8FjWGsO6YVQ7_H9ICEx5duM2Ent7XDO5fRUEoF-er6s7p-nyxgYA4qiI78nfTuN0cD0/s1600/IMGH_03708.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgStPQlg5SaA_pRlvAQuDZMKmi3W745gkzp7zuTLYue3kstGZ_WQizL3f27jTlkOvoHpKMCDcso8FjWGsO6YVQ7_H9ICEx5duM2Ent7XDO5fRUEoF-er6s7p-nyxgYA4qiI78nfTuN0cD0/s320/IMGH_03708.jpg" width="320" /></a><b>Output Signals</b><br />
<br />
<ul>
<li>Idle Air Stabilizer Valve - See IDLE SPEED.</li>
<li>Fuel Injectors - See FUEL CONTROL.</li>
<li>Ignition Coil Control - See IGNITION SYSTEM.</li>
</ul>
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<b>Fuel Delivery</b><br />
<blockquote>
<b><i>Electric Fuel Pump</i></b><br />
<blockquote>
The fuel pump provides fuel under pressure to the fuel pressure regulator. Power for operation during cranking mode is provided from starter relay via the fuel pump relay. After the engine has started, control of the fuel pump is through the ignition signal. The fuel pump is sealed unit.</blockquote>
<b><i>Fuel Pump Relay</i></b><br />
<blockquote>
When energized by the ignition switch and grounded by the ECU. The fuel pump relay provides battery voltage to the fuel pumps, injectors, idle stabilization control unit, oxygen sensor heating element and the power steering pressure switch.</blockquote>
<b><i>Fuel Pressure Regulator</i></b><br />
<blockquote>
The fuel pressure regulator is a sealed, spring loaded diaphragm with connection for intake manifold vacuum. Fuel pressure is maintained at about 36 psi (2.5 kg/cmý) pressure.<br />
A connection for intake manifold vacuum provides a constant pressure differential which ensures that the amount of fuel injected is solely dependent upon injector open ON time. Excess fuel is returned to fuel tank. No service of pressure regulator is required. The pressure regulator is located on or near fuel rail.</blockquote>
</blockquote>
<b>Fuel Control</b><br />
<blockquote>
Data on engine temperature, engine speed, intake air volume, throttle position, exhaust oxygen content and intake air temperature are used by ECM to determine injection pulse width.<br />
<b><i>Fuel Injectors</i></b><br />
<blockquote>
A fuel rail links the fuel pressure regulator with the fuel injectors. Each cylinder is provided with a solenoid-operated injector which sprays fuel toward backside of each inlet valve. Each injector is energized through the ignition coil and grounded through the ECU to complete the circuit.<br />
Each injector is linked to a resistor (resistor may be external or integral with injector or ECU) to reduce operating voltage to 3 volts and to protect injectors from power surges. The ECU controls length of time each injector is open. The ON time of the injector governs the amount of fuel delivered. The injector delivers 1/2 the amount of fuel required for an operating cycle each time they open (twice per cycle).</blockquote>
</blockquote>
<b>Idle Speed</b><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgStPQlg5SaA_pRlvAQuDZMKmi3W745gkzp7zuTLYue3kstGZ_WQizL3f27jTlkOvoHpKMCDcso8FjWGsO6YVQ7_H9ICEx5duM2Ent7XDO5fRUEoF-er6s7p-nyxgYA4qiI78nfTuN0cD0/s1600/IMGH_03708.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgStPQlg5SaA_pRlvAQuDZMKmi3W745gkzp7zuTLYue3kstGZ_WQizL3f27jTlkOvoHpKMCDcso8FjWGsO6YVQ7_H9ICEx5duM2Ent7XDO5fRUEoF-er6s7p-nyxgYA4qiI78nfTuN0cD0/s320/IMGH_03708.jpg" width="320" /></a><br />
<blockquote>
<b>Idle Stabilization Control Unit</b><br />
The idle stabilization control unit is located in front of the right-hand taillight assembly. If engine idle speed differs from the value stored in the idle stabilization control unit, the idle air stabilizer valve adjusts the volume of air entering the engine at idle. The idle stabilization control unit receives information from the following:<br />
<ul>
<li>Coolant Temperature Sensor</li>
<li>ECU Control Relay</li>
<li>ECU</li>
<li>Oxygen Sensor</li>
<li>Power Steering Oil Pressure Switch</li>
</ul>
</blockquote>
<b>DIGIFANT 2 Ignition System</b><br />
<blockquote>
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjCnqMIDXUu3htOAhVAayCbxT1kBjwT3pRSJFNx6vcnOK73taTVxUSvwaRBxLMzumPqUi_inO7N6TsP4jlRC9vGW3Gn2uNY00jbpIsUvLRmvKG_XVUtBOxuuWtAu0oyMgENm1yGbSQY6js/s1600/IMGH_03711.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjCnqMIDXUu3htOAhVAayCbxT1kBjwT3pRSJFNx6vcnOK73taTVxUSvwaRBxLMzumPqUi_inO7N6TsP4jlRC9vGW3Gn2uNY00jbpIsUvLRmvKG_XVUtBOxuuWtAu0oyMgENm1yGbSQY6js/s320/IMGH_03711.jpg" width="240" /></a><b><i>Electronic Ignition System</i></b><br />
<blockquote>
The Hall Effect sending unit in the distributor uses a shutter window wheel, mounted on the distributor shaft. The shutter blades pass in and out of the air gap of the hall effect sender, resulting in signal pulses. There is one shutter window for each engine cylinder.<br />
Signals from distributor hall sender are sent to the ECU. The ECU sends a switching voltage signal to the ignition coil primary circuit to discharge secondary spark voltage.</blockquote>
<b><i></i></b></blockquote>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEidVL0wkeWi-NxylfnyOF9zFZuW2Pch9j3caVk0ouQy-MVo9IjSFQiH5_bO-wh9AR01cskJgDv2xU_Z4WwxbkCO7Bl4DdrppT6UQ2YcrXOTXlTNOE7YdG4aA8wKagoz3gmPGpnqwTyt2gI/s1600/IMGH_03712.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEidVL0wkeWi-NxylfnyOF9zFZuW2Pch9j3caVk0ouQy-MVo9IjSFQiH5_bO-wh9AR01cskJgDv2xU_Z4WwxbkCO7Bl4DdrppT6UQ2YcrXOTXlTNOE7YdG4aA8wKagoz3gmPGpnqwTyt2gI/s320/IMGH_03712.jpg" width="320" /></a><br />
<blockquote>
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgcn-C5axEEip7z-A7jk003dm267A8c9jgPKoIkK_shem755fXMoeFoArs7Ul9CGGdTyVOWL80mBlccYl2o9JE87Pyd_IxOIU1md_nzua_4WA3ftn3M3GleOdCGqp4oqllqiJav_lEOhGY/s1600/IMGH_03713.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgcn-C5axEEip7z-A7jk003dm267A8c9jgPKoIkK_shem755fXMoeFoArs7Ul9CGGdTyVOWL80mBlccYl2o9JE87Pyd_IxOIU1md_nzua_4WA3ftn3M3GleOdCGqp4oqllqiJav_lEOhGY/s320/IMGH_03713.jpg" width="320" /></a><b><i>DIGIFANT 2 Ignition Timing Control System</i></b><br />
<blockquote>
Signals from distributor hall sender are sent to the ECU, which produces a pulsating signal to the ignition coil. This computed signal from ECU to ignition coil controls ignition timing according to engine load (airflow sensor signal), engine speed (Hall Effect signal) and engine coolant temperature.</blockquote>
</blockquote>
<br />
<br />
<br />
<b>How does</b><b><i> VW DIGIFANT 2 Ignition Timing </i></b><b> electronic spark advance work?</b></div>
<div style="text-align: left;">
</div>
<div style="text-align: left;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjyJwERoPgM7KFNz4USSh5XTCl0-lu61p2VUStL8XDgKaLgSPQ5qekIBkin5kdAwgbdmQqEojgoIDYcBv3Kw93UsNksUyHYSx2lD5fD29jkewKbXGev6bUmATpZoB9pyfn1595QqrjSoW4/s1600/IMGH_03608.jpg" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjyJwERoPgM7KFNz4USSh5XTCl0-lu61p2VUStL8XDgKaLgSPQ5qekIBkin5kdAwgbdmQqEojgoIDYcBv3Kw93UsNksUyHYSx2lD5fD29jkewKbXGev6bUmATpZoB9pyfn1595QqrjSoW4/s320/IMGH_03608.jpg" width="240" /></a><b> </b><i>The compu<b></b>ter reads the signal coming from the trigger wheel in the
distributor - when it sees a pulse, a</i><i>nd the time between each pulse.
Using other system inputs such as throttle position, manifold absolute
pressure, etc., it decides how much sooner to trigger the spark for the
next cylinder coming up (shortens or lengthens the time between coil
firings). It is doing this without actually knowing the crank position,
because you set the "base" timing by taking the advance capability out
of the loop during the timing adjustment activity.</i></div>
<div style="text-align: left;">
</div>
<div style="text-align: left;">
In oversimplified terms, the ECM supplies advance electronically by
delaying or advancing when the module breaks ground and causes the coil
to fire. It basically makes a scillion little time calculations per
second so it knows exactly how many milisenconds to add or subtract from
when the module says "now!". </div>
<div style="text-align: left;">
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<b>Emissions System</b><br />
<br />
<br />
<blockquote>
<b><i>Evaporative Emissions System EURO 1</i></b><br />
<blockquote>
Fuel vapors are collected in the expansion tank. Liquid gasoline collects in expansion tank and flows back to the fuel tank through vent lines. See Fig. 4. When engine is not running, fuel vapors are drawn from tops of the expansion tanks, and flow into carbon canister, where vapors are stored.<br />
After engine is started, the control valve is opened by throttle vacuum. Fresh air is drawn into bottom of the canister. Fuel vapors from the canister are drawn into the intake manifold.</blockquote>
<b><i>Thermostatic Air Cleaner</i></b><br />
<blockquote>
During cold engine operation a regulator flap located inside air cleaner assembly is opened so engine can draw warmed air from around exhaust system. Vacuum from throttle valve operates regulator flap. The regulator flap is controlled by a temperature regulator valve located in upper part of air cleaner assembly. When engine becomes warm, temperature regulator valve should close causing regulator flap to close, stopping warm airflow from around exhaust.</blockquote>
</blockquote>
<b>Self-Diagnostic System</b><br />
<b><i>O2 Sensor Warning Light</i></b><br />
<blockquote>
All vehicles are equipped with an O2 sensor warning light, located on the instrument panel. The light illuminates when a mileage counter reaches 60,000 miles (90,000 miles on Vanagon) indicating recommended O2 sensor replacement and mileage counter reset.</blockquote>
<b><i>Check Engine Light</i></b><br />
<blockquote>
California vehicles are equipped with a CHECK engine light and rocker switch on the instrument panel. The light illuminates when the ignition switch is turned to the ON position (for bulb check) and when engine management systems malfunction during normal engine operation.<br />
<br />
<table cellpadding="0" cellspacing="1" id="tblLayout"><tbody>
<tr><td colspan="3"><h4>
Digifant II Engine Controller:</h4>
</td></tr>
<tr> <td class="tdHead">Pin</td> <td class="tdHead">Function</td> <td class="tdHead">Color- USA Golf</td> <td class="tdHead">Color- CE1 Digifant</td> <td class="tdHead">Color- CE2 Digifant</td> </tr>
<tr> <td class="tdData">1</td> <td class="tdData">Starter Power</td> <td class="tdData">Black/Red</td> <td class="tdData">Red</td> <td class="tdData">Red/Green</td> </tr>
<tr> <td class="tdData">2</td> <td class="tdData">Oxygen Sensor</td> <td class="tdData">Green</td> <td class="tdData">Green</td> <td class="tdData">Green</td> </tr>
<tr> <td class="tdData">3</td> <td class="tdData">Fuel Pump</td> <td class="tdData">Brown/Green</td> <td class="tdData">Red/Yellow</td> <td class="tdData">Red/Yellow</td> </tr>
<tr> <td class="tdData">4</td> <td class="tdData">Knock Sensor</td> <td class="tdData">Violet/White</td> <td class="tdData">Yellow</td> <td class="tdData">Yellow</td> </tr>
<tr> <td class="tdData">5</td> <td class="tdData">Knock Sensor</td> <td class="tdData">Black/Red</td> <td class="tdData">Black</td> <td class="tdData">Black</td> </tr>
<tr> <td class="tdData">6</td> <td class="tdData">Ground for sensors</td> <td class="tdData">Gray/Yellow</td> <td class="tdData">Brown/White</td> <td class="tdData">Brown/White</td> </tr>
<tr> <td class="tdData">7</td> <td class="tdData">Knock Sensor shield</td> <td class="tdData">Braided Wire</td> <td class="tdData">Braided Wire</td> <td class="tdData">Braided Wire</td> </tr>
<tr> <td class="tdData">8</td> <td class="tdData">Distributor Pin 3 (positive)</td> <td class="tdData">Brown/Black</td> <td class="tdData">Red/Black</td> <td class="tdData">Red/Black</td> </tr>
<tr> <td class="tdData">9</td> <td class="tdData">Intake Air Temperature Sensor</td> <td class="tdData">Red/White</td> <td class="tdData">Blue/White</td> <td class="tdData">Blue/White</td> </tr>
<tr> <td class="tdData">10</td> <td class="tdData">Coolant Temperature Sensor</td> <td class="tdData">Blue/Yellow</td> <td class="tdData">Brown/Green</td> <td class="tdData">Brown/Green</td> </tr>
<tr> <td class="tdData">11</td> <td class="tdData">Idle/WOT Switch</td> <td class="tdData">Blue/White</td> <td class="tdData">Red/Blue</td> <td class="tdData">Red/Blue</td> </tr>
<tr> <td class="tdData">12</td> <td class="tdData">Injector Power</td> <td class="tdData">White/Black</td> <td class="tdData">Red</td> <td class="tdData">Brown/Yellow</td> </tr>
<tr> <td class="tdData">13</td> <td class="tdData">Ground</td> <td class="tdData">-</td> <td class="tdData">Brown</td> <td class="tdData">Brown</td> </tr>
<tr> <td class="tdData">14</td> <td class="tdData">Power from Control Unit Relay</td> <td class="tdData">Green/White</td> <td class="tdData">Black/Yellow</td> <td class="tdData">Black/Yellow</td> </tr>
<tr> <td class="tdData">15</td> <td class="tdData">-</td> <td class="tdData">-</td> <td class="tdData">-</td> <td class="tdData">-</td> </tr>
<tr> <td class="tdData">16</td> <td class="tdData">A/C compressor signal</td> <td class="tdData">Brown/Blue</td> <td class="tdData">Green</td> <td class="tdData">Green</td> </tr>
<tr> <td class="tdData">17</td> <td class="tdData">Airflow Sensor Potentiometer</td> <td class="tdData">Gray/Green</td> <td class="tdData">Blue/Black</td> <td class="tdData">Blue/Black</td> </tr>
<tr> <td class="tdData">18</td> <td class="tdData">Distributor Pin 2 (hall sender)</td> <td class="tdData">Green/White</td> <td class="tdData">Green/White</td> <td class="tdData">Green/White</td> </tr>
<tr> <td class="tdData">19</td> <td class="tdData">Ground</td> <td class="tdData">Brown</td> <td class="tdData">Brown/Black</td> <td class="tdData">Brown/Black</td> </tr>
<tr> <td class="tdData">20</td> <td class="tdData">Malfunction Light/Switch</td> <td class="tdData">Blue/Brown</td> <td class="tdData">White/Red</td> <td class="tdData">White/Red</td> </tr>
<tr> <td class="tdData">21</td> <td class="tdData">Airflow Sensor Potentiometer</td> <td class="tdData">White/Yellow</td> <td class="tdData">Blue/Red</td> <td class="tdData">Blue/Red</td> </tr>
<tr> <td class="tdData">22</td> <td class="tdData">Idle Stabilizer Valve</td> <td class="tdData">Brown/Red</td> <td class="tdData">White</td> <td class="tdData">Yellow</td> </tr>
<tr> <td class="tdData">23</td> <td class="tdData">Idle Stabilizer Valve</td> <td class="tdData">Green/Red</td> <td class="tdData">Yellow</td> <td class="tdData">White</td> </tr>
<tr> <td class="tdData">24</td> <td class="tdData">-</td> <td class="tdData">-</td> <td class="tdData">-</td> <td class="tdData">-</td> </tr>
<tr> <td class="tdData">25</td> <td class="tdData">To Ignition Control Unit</td> <td class="tdData">Green/Blue</td> <td class="tdData">Green</td> <td class="tdData">Green</td></tr>
</tbody></table>
</blockquote>
<br />
<blockquote>
<table cellpadding="0" cellspacing="1" id="tblLayout"><tbody>
<tr> </tr>
</tbody></table>
<table cellpadding="0" cellspacing="1" id="tblLayout"> <tbody>
<tr><td colspan="4"><h4>
Ignition Controller (Digifant II only):</h4>
</td></tr>
<tr> <td class="tdHead">Pin</td> <td class="tdHead">Function</td> <td class="tdHead">Color (US Golf)</td> <td class="tdHead">Color (CE1/CE2)</td> </tr>
<tr> <td class="tdData">1</td> <td class="tdData">Coil Pin 1</td> <td class="tdData">Green/Blue</td> <td class="tdData">Red/Black</td> </tr>
<tr> <td class="tdData">2</td> <td class="tdData">Ground</td> <td class="tdData">Brown</td> <td class="tdData">Brown/White</td> </tr>
<tr> <td class="tdData">3</td> <td class="tdData">-</td> <td class="tdData">-</td> <td class="tdData">-</td> </tr>
<tr> <td class="tdData">4</td> <td class="tdData">Start/Run power</td> <td class="tdData">Yellow</td> <td class="tdData">Black</td> </tr>
<tr> <td class="tdData">5</td> <td class="tdData">-</td> <td class="tdData">-</td> <td class="tdData">-</td> </tr>
<tr> <td class="tdData">6</td> <td class="tdData">To Digifant ECU</td> <td class="tdData">Green/Blue</td> <td class="tdData">Green</td> </tr>
<tr> <td class="tdData">7</td> <td class="tdData">-</td> <td class="tdData">-</td> <td class="tdData">-</td> </tr>
</tbody></table>
<table cellpadding="0" cellspacing="1" id="tblLayout"><tbody>
<tr><td colspan="3"><h4>
Digifant I G60 Engine Controller:</h4>
</td></tr>
<tr> <td class="tdHead">Pin</td> <td class="tdHead">Function</td> <td class="tdHead">Color- 1990 G60</td> <td class="tdHead">Color- 1991 G60</td> <td class="tdHead">Color- 1992 G60</td> </tr>
<tr> <td class="tdData">1</td> <td class="tdData">Starter Power</td> <td class="tdData">Red/Green</td> <td class="tdData">Red/Green</td> <td class="tdData">Red/Green</td> </tr>
<tr> <td class="tdData">2</td> <td class="tdData">Oxygen Sensor</td> <td class="tdData">Green</td> <td class="tdData">Violet</td> <td class="tdData">Violet</td> </tr>
<tr> <td class="tdData">3</td> <td class="tdData">Fuel Pump</td> <td class="tdData">Red/Yellow</td> <td class="tdData">Yellow/Blue</td> <td class="tdData">Yellow/Blue</td> </tr>
<tr> <td class="tdData">4</td> <td class="tdData">Knock Sensor</td> <td class="tdData">White</td> <td class="tdData">White</td> <td class="tdData">White</td> </tr>
<tr> <td class="tdData">5</td> <td class="tdData">CO Potentiometer</td> <td class="tdData">Blue</td> <td class="tdData">Blue</td> <td class="tdData">Blue</td> </tr>
<tr> <td class="tdData">6</td> <td class="tdData">Ground for sensors</td> <td class="tdData">Brown/White</td> <td class="tdData">Brown/White</td> <td class="tdData">Brown/White</td> </tr>
<tr> <td class="tdData">7</td> <td class="tdData">Knock Sensor shield and ground</td> <td class="tdData">Braided Wire and Brown</td> <td class="tdData">Black and Yellow</td> <td class="tdData">Black and Yellow</td> </tr>
<tr> <td class="tdData">8</td> <td class="tdData">Distributor Pin 3 (positive)</td> <td class="tdData">Red/Black</td> <td class="tdData">Red/Black</td> <td class="tdData">Red/Black</td> </tr>
<tr> <td class="tdData">9</td> <td class="tdData">Intake Air Temperature Sensor</td> <td class="tdData">Blue/White</td> <td class="tdData">Blue/White</td> <td class="tdData">Blue/White</td> </tr>
<tr> <td class="tdData">10</td> <td class="tdData">Coolant Temperature Sensor</td> <td class="tdData">Brown/Green</td> <td class="tdData">Brown/Green</td> <td class="tdData">Brown/Green</td> </tr>
<tr> <td class="tdData">11</td> <td class="tdData">Idle/WOT Switch</td> <td class="tdData">Red/Blue</td> <td class="tdData">Red/Blue</td> <td class="tdData">Red/Blue</td> </tr>
<tr> <td class="tdData">12</td> <td class="tdData">Injector Power</td> <td class="tdData">Red</td> <td class="tdData">Brown/Yellow</td> <td class="tdData">Brown/Yellow</td> </tr>
<tr> <td class="tdData">13</td> <td class="tdData">Ground</td> <td class="tdData">Brown</td> <td class="tdData">Brown</td> <td class="tdData">Brown</td> </tr>
<tr> <td class="tdData">14</td> <td class="tdData">Power from Control Unit Relay</td> <td class="tdData">Black/Yellow</td> <td class="tdData">Black/Yellow</td> <td class="tdData">Black/Yellow</td> </tr>
<tr> <td class="tdData">15</td> <td class="tdData">Fuel Enrichment Switch</td> <td class="tdData">Blue/Black</td> <td class="tdData">Blue/Black</td> <td class="tdData">Blue/Black</td> </tr>
<tr> <td class="tdData">16</td> <td class="tdData">A/C compressor signal</td> <td class="tdData">Green</td> <td class="tdData">Green</td> <td class="tdData">Green</td> </tr>
<tr> <td class="tdData">17</td> <td class="tdData">Airflow Sensor Potentiometer</td> <td class="tdData">-</td> <td class="tdData">-</td> <td class="tdData">-</td> </tr>
<tr> <td class="tdData">18</td> <td class="tdData">Distributor Pin 2 (hall sender)</td> <td class="tdData">Green/White</td> <td class="tdData">Green/White</td> <td class="tdData">Green/White</td> </tr>
<tr> <td class="tdData">19</td> <td class="tdData">Ground</td> <td class="tdData">Brown/Black</td> <td class="tdData">Brown/White</td> <td class="tdData">Brown/White</td> </tr>
<tr> <td class="tdData">20</td> <td class="tdData">Malfunction Light/Switch</td> <td class="tdData">Yellow</td> <td class="tdData">-</td> <td class="tdData">-</td> </tr>
<tr> <td class="tdData">21</td> <td class="tdData">A/T Controller</td> <td class="tdData">-</td> <td class="tdData">Yellow/Red</td> <td class="tdData">Yellow/Red</td> </tr>
<tr> <td class="tdData">22</td> <td class="tdData">Idle Stabilizer Valve</td> <td class="tdData">White</td> <td class="tdData">White</td> <td class="tdData">White</td> </tr>
<tr> <td class="tdData">23</td> <td class="tdData">Control Unit Relay Turn-On</td> <td class="tdData">Black/White</td> <td class="tdData">-</td> <td class="tdData">-</td> </tr>
<tr> <td class="tdData">24</td> <td class="tdData">Tachometer signal to cluster</td> <td class="tdData">-</td> <td class="tdData">-</td> <td class="tdData">Green/Yellow</td> </tr>
<tr> <td class="tdData">25</td> <td class="tdData">To Ignition Coil Pin 1</td> <td class="tdData">Green</td> <td class="tdData">Green</td> <td class="tdData">Green</td></tr>
</tbody></table>
<br /></blockquote>
<b><u>VW PASSAT - DIGIFANT 2 Idle speed and mixture (COcontent) - adjustment</u></b><br />
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<a 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" 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" width="200" /></a></div>
<br />
1 Run the engine until the oil temperature is<br />
at least 80°C. This should correspond to<br />
normal operating temperature.<br />
2 Switch off all electrical components,<br />
including the air conditioning, where fitted.<br />
Note that the radiator fan must be stationary<br />
during adjustment.<br />
3 For accurate adjustment, the throttle valve<br />
switch and idling stabilisation control valve<br />
m<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgczywhW4yGPk9CrPuOdY64wSix33bq3Li8up2rjBhiIs_RhyqfYDx2xM5BYO_A8d1hgwA6_V_GxWx0itBfRn-x8FKxRdNGONuuX60Jd7I1A81ZKLXm8P2uZfEpgEbd3QgK8alsHe0mDZY/s1600/IMGH_03707.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgczywhW4yGPk9CrPuOdY64wSix33bq3Li8up2rjBhiIs_RhyqfYDx2xM5BYO_A8d1hgwA6_V_GxWx0itBfRn-x8FKxRdNGONuuX60Jd7I1A81ZKLXm8P2uZfEpgEbd3QgK8alsHe0mDZY/s320/IMGH_03707.jpg" width="320" /></a>ust be functioning correctly and the ignition<br />
timing must be correct.<br />
4 With the engine stopped, connect a<br />
tachometer to the engine. Plug one of the<br />
exhaust tailpipes and position the probe of an<br />
exhaust gas analyser in the remaining pipe.<br />
5 Disconnect the crankcase ventilation hose<br />
from the pressure regulating valve on the<br />
valve cover and plug the hose.<br />
6 Run the engine at idle speed. After<br />
approximately one minute, disconnect the<br />
wire from the temperature sender (see<br />
illustration) and quickly increase the engine<br />
speed to 3000 rpm three times.<br />
7 With the engine idling, check the idle speed<br />
and CO content. If necessary, adjust the<br />
screws (see illustration). The CO adjustment<br />
screw is fitted with a tamperproof plug at the<br />
factory. This plug should be prised out before<br />
making an adjustment.<br />
8 Reconnect the temperature sender wire<br />
and again quickly increase the engine speed<br />
to 3000 rpm three times. With the engine<br />
idling, the idle speed and CO content should<br />
be as spec<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjcXF0Z1jPgSBDo_xkvRNXOAteX0oUfBbTgMoyiGiYO5Qh8cHuVepzrFXXyWk9wTAQ3tVALNi54O7MDsrktH79v_xemadnpLIRbzOcYERHcVDQNVeVHJ4_c_DU3b8OrVCVGKD7Hj2NOhf4/s1600/IMGH_03710.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjcXF0Z1jPgSBDo_xkvRNXOAteX0oUfBbTgMoyiGiYO5Qh8cHuVepzrFXXyWk9wTAQ3tVALNi54O7MDsrktH79v_xemadnpLIRbzOcYERHcVDQNVeVHJ4_c_DU3b8OrVCVGKD7Hj2NOhf4/s320/IMGH_03710.jpg" width="320" /></a>ified. If necessary, make any small<br />
corrections required.<br />
9 Fit a new tamperproof plug.<br />
10 Reconnect the crankcase ventilation<br />
hose. Note that if this increases the CO<br />
content, do not alter the adjustment. The<br />
cause is fuel dilution of the engine oil due to<br />
frequent stop/start use. A long fast drive<br />
should reduce the CO content to the correct<br />
level. Alternatively, an oil change will achieve<br />
the same objective.<br />
<br />
<br />
<br />
<br />
<b><u><br /></u></b>
<b><u>VW PASSAT - DIGIFANT 2 </u></b><b><u>Idle speed stabilisation system - testing</u></b><br />
<br />
1 Check that the stabilisation control valve<br />
buzzes <a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgStPQlg5SaA_pRlvAQuDZMKmi3W745gkzp7zuTLYue3kstGZ_WQizL3f27jTlkOvoHpKMCDcso8FjWGsO6YVQ7_H9ICEx5duM2Ent7XDO5fRUEoF-er6s7p-nyxgYA4qiI78nfTuN0cD0/s1600/IMGH_03708.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgStPQlg5SaA_pRlvAQuDZMKmi3W745gkzp7zuTLYue3kstGZ_WQizL3f27jTlkOvoHpKMCDcso8FjWGsO6YVQ7_H9ICEx5duM2Ent7XDO5fRUEoF-er6s7p-nyxgYA4qiI78nfTuN0cD0/s320/IMGH_03708.jpg" width="320" /></a>when the ignition is switched on. If<br />
not, use an ohmmeter to check the continuity<br />
valve after pulling off the connector (see<br />
illustration).<br />
2 Run the engine until the oil temperature is<br />
at least 80°C. This should correspond to<br />
normal operating temperature.<br />
3 Connect a multi-meter to the stabilisation<br />
control valve in series with the existing wiring.<br />
4 All electrical components must be switched<br />
off during the test and power steering (where<br />
fitted) centralised.<br />
5 Run the engine at idle speed. After<br />
approximately one minute, quickly increase<br />
the engine speed to 3000 rpm three times. At<br />
idling speed, the control current should be<br />
approximately 420 ± 30 mA and fluctuating.<br />
With the temperature sender plug disconnected, the current should be<br />
approximately 420 ± 30 mA but constant.<br />
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgczywhW4yGPk9CrPuOdY64wSix33bq3Li8up2rjBhiIs_RhyqfYDx2xM5BYO_A8d1hgwA6_V_GxWx0itBfRn-x8FKxRdNGONuuX60Jd7I1A81ZKLXm8P2uZfEpgEbd3QgK8alsHe0mDZY/s1600/IMGH_03707.jpg" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgczywhW4yGPk9CrPuOdY64wSix33bq3Li8up2rjBhiIs_RhyqfYDx2xM5BYO_A8d1hgwA6_V_GxWx0itBfRn-x8FKxRdNGONuuX60Jd7I1A81ZKLXm8P2uZfEpgEbd3QgK8alsHe0mDZY/s320/IMGH_03707.jpg" width="320" /></a></div>
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" /></a><u><b>VW PASSAT - DIGIFANT 2 Throttle valve switches -testing and adjustment</b></u><br />
<br />
1 There are two throttle valve switches.<br />
Switch 1 monitors the throttle valve closed<br />
position and switch 2 monitors the throttle<br />
valve fully open position (see illustration).<br />
2 Disconnect the supply plug from switch 2<br />
and check that approximately 5 volts is<br />
available across the two terminals with the<br />
ignition switched on. If not, check the wiring<br />
from the control unit.<br />
3 Connect an ohmmeter across the terminals<br />
of switch 2, then slowly open the throttle valve<br />
until the switch points close. The gap at the<br />
throttle lever stop must be 0.20 to 0.60 mm<br />
when the points close. If necessary, adjust the<br />
position of switch 1.<br />
4 A piece of card marked with 10°is required<br />
to check switch 2. Attach the card to the first<br />
stage throttle valve shaft.<br />
<br />
5 Fully open the throttle and align a datum<br />
with 0° on the card. Close the throttle by<br />
approximately 20°, then slowly open it until<br />
switch 2 points close. This should occur at<br />
10° ± 2° before full throttle. If necessary,<br />
adjust the position of switch 2. Note that the<br />
throttle valve lever roller must contact the<br />
sloping part of switch 2.<br />
<br />
<br />
<u><b>VW PASSAT - DIGIFANT 2 Throttle stop - adjustment</b></u>:<br />
<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgczywhW4yGPk9CrPuOdY64wSix33bq3Li8up2rjBhiIs_RhyqfYDx2xM5BYO_A8d1hgwA6_V_GxWx0itBfRn-x8FKxRdNGONuuX60Jd7I1A81ZKLXm8P2uZfEpgEbd3QgK8alsHe0mDZY/s1600/IMGH_03707.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="150" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgczywhW4yGPk9CrPuOdY64wSix33bq3Li8up2rjBhiIs_RhyqfYDx2xM5BYO_A8d1hgwA6_V_GxWx0itBfRn-x8FKxRdNGONuuX60Jd7I1A81ZKLXm8P2uZfEpgEbd3QgK8alsHe0mDZY/s320/IMGH_03707.jpg" width="200" /></a></div>
1 Throttle stop adjustment is initially set at<br />
the factory and should not be tampered with.<br />
However, if it is accidentally disturbed,<br />
proceed as follows.<br />
2 Back off the adjustment screw until a gap<br />
exists between the carrier lever and stop lever<br />
(see illustration).<br />
3 Turn the adjustment screw until the two<br />
levers just make contact, then continue to turn<br />
it a further half-turn. Tighten the locknut.<br />
4 After making an adjustment, readjust the<br />
throttle valve switches, and the idle speed and<br />
mixture.<br />
<br />
<u><b>VW PASSAT - DIGIFANT 2 Fuel injectors - testing:</b></u><br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEimpWO-u5NAjLBGwZGuBd_PCxPOUtZChDXtbPuCzgxNFNGqQGdRJZMAgqIW-kwxYYV_JtM2pvY7aJU1X3H46p3eKMw7zyNHDzwYj5pnY9h2qfrOB8wIaWiPtTVCtLL9CbIn0f8MV5QFia4/s1600/IMGH_05433.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEimpWO-u5NAjLBGwZGuBd_PCxPOUtZChDXtbPuCzgxNFNGqQGdRJZMAgqIW-kwxYYV_JtM2pvY7aJU1X3H46p3eKMw7zyNHDzwYj5pnY9h2qfrOB8wIaWiPtTVCtLL9CbIn0f8MV5QFia4/s320/IMGH_05433.jpg" width="240" /></a><br />
1 carry out<br />
the following electrical tests (see illustration).<br />
2 Disconnect the wiring plug from the conduit<br />
next to the injectors and connect an<br />
ohmmeter across the terminals on the<br />
conduit. The resistance of all four injectors<br />
should be 3.7 to 5.0 ohms. If any number of<br />
injectors are open-circuited, then the<br />
resistance will be as follows:<br />
One injector open-circuited - 5.0 to 6.7 ohms<br />
Two injectors open-circuited - 7.5 to 10.0 ohms<br />
Three injectors open-circuited - 15.0 to 20.0 ohms<br />
3 If necessary, prise off the conduit and<br />
check that each individual injector has a<br />
resistance of 15.0 to 20.0 ohms.<br />
4 Checking the injector spray patterns cannot<br />
be performed as described in Part B of this<br />
Chapter, due to the position of the fuel<br />
distributor. However, the injectors may be<br />
removed together with the fuel distributor and<br />
wiring conduit, and the engine turned on the<br />
starter for a few seconds. Use a suitable<br />
container to catch the fuel.<br />
<br />
<br />
<b><u>VW PASSAT - DIGIFANT 2 Overrun cut-off and full throttle enrichment - testing</u></b>:<br />
<br />
1 Run the engine until the oil temperature is<br />
at least 80°C (normal operating temperature)<br />
then let the en<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgczywhW4yGPk9CrPuOdY64wSix33bq3Li8up2rjBhiIs_RhyqfYDx2xM5BYO_A8d1hgwA6_V_GxWx0itBfRn-x8FKxRdNGONuuX60Jd7I1A81ZKLXm8P2uZfEpgEbd3QgK8alsHe0mDZY/s1600/IMGH_03707.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgczywhW4yGPk9CrPuOdY64wSix33bq3Li8up2rjBhiIs_RhyqfYDx2xM5BYO_A8d1hgwA6_V_GxWx0itBfRn-x8FKxRdNGONuuX60Jd7I1A81ZKLXm8P2uZfEpgEbd3QgK8alsHe0mDZY/s320/IMGH_03707.jpg" width="320" /></a>gine idle.<br />
2 Manually close the full throttle valve switch<br />
2 and hold it closed.<br />
3 Open the throttle until the engine speed is<br />
approximately 2000 rpm. Check that the<br />
engine speed surges, indicating that the<br />
overrun cut-off is functioning.<br />
4 If the engine does not surge, disconnect the<br />
wiring from the temperature sender and<br />
connect a bridging wire between the two<br />
contacts on the plug.<br />
5 Repeat the procedure in paragraphs 2 and<br />
3. If the engine now surges, the temperature<br />
sender is proved faulty. However, if it still<br />
refuses to surge, check the associated wiring<br />
and throttle valve switch 2.<br />
6 If no fault is found, renew the control unit.<br />
<br />
<br />
<u><b>VW PASSAT - DIGIFANT 2 Fuel pumps - testing</b></u>:<br />
<a href="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAjIAAAJCCAIAAABVjLrPAAAgAElEQVR4nOydL0jt7h/HFwwLhgXDgmHB4MDgwODA4MAgwyADgwODA4MDgwyDDIMMgwyDMIMwgzCLDIOMG4QZhBmEGYQZDAuGBcOC4Qmn7Bfe57d7rlfP1fNHvff7vBhf7vd4PO782+d5Pn/eb6aiUCgUCuXbwHz1CVAoFAqF8hMaligUCoXyjaBhiUKhUCjfCBqWKBQKhfKNYMxVkx70oAc96EGPb3IwxWNBD3rQgx70oMc3OWgSj0KhUCjfCBqWKBQKhfKN6CoskWeS53lyleQPedXo1SlRKBQK5b9L52GpLEtnx1GmFYZhpHEpvoh7eFoUCoVC+W/SeViKziOe5wVBYBiGYRh1Vi3LsodnRqFQKJT/IB2GpfwhV2YUhmGYAabJAFM8Fr09OQqFQqH81+goLDUqb99jfoOGJQqFQqF0SSdhKb1NeZ5HKBLHRBqWKBQKhdIrOglL6qyKOKQtaNGPiIYlCoVCofSKD4el8DREPYkf5pPrpHwq67AU/Yj6cYpfS/FYlGVZNar0JsVBCKl/mt1lyVXiHXj1ERwH0XnUekvHh7vnWuuWd+BZ65axbOBQphV9UTeWDXVOFcfELz+kcSk4Dr7wDaJQKP8YHwtL2V0mjAhocHB33aqqWsOSvWnX9ywei/A0DE4CHNaGZa13eKhzqrlq/vFuwoggT8rGiqEtaNa6xQ1xbC9gBhhmgGm9hed5nue5IY4dZLkhDn8I/+jj0T1DnCAIzZPnOG6IQyNl9w/MDDDGstHbz2We563hn0Kh/Hf4QFgihNibNsuyDMMIghAcB9ldFp6FdVgylo08z3FnY9kQR0V+mOeHeVxVX/RH4LIujAj9WMKrs6o0LmkLmr6o64u6MqPIU7I0LqlzKm7p4DCWDXPNtNat4CQIT0P/0DdXTf/QD44Da90KT8NvfsQXMXkm2X2W3WfhWRhfxNl9Rp5JdB51+cjMAKMv6f35fFIolP8cHwhL6U0qjUsIKizLimOiPCnzw3wdaXieV+fU5DqpqqooiuQqic6j6DwKToLgOHB33dYjOAn8Iz++iJPrpOdH+VSmt2l95kVR5Hme3qbkmS7Ae02jomGJQqH0kA+EJf/I/zml9DbWhtW/06V8O2hYolAoPeUDYSk4DjjuZcHmRaDied4/9Pt3upRvBw1LFAqlp3ys5SG9SYPjoPUw18w6JkkT0j/ZjEdpBw1LFAqlp3RrbNHaiZfepH/+Bco/Bg1LFAqlp3QdlsoSaq38MF8UdJz2vwcNSxQKpaf0wAYwvU3tTRsNeJT/HDQsUSiUnkLdaSndQcMShULpKTQsUbqjUfHDPA1LFAqlV9CwROmORoUxamoCSaFQegINS5Ru0Zd0ZUah+vEUCqUn0LBE6RZ9SVemlVoOkUL5hlDl378IGpYo3dGomAFGHBNpKyblO0N3838RNCxRugUy8DQs9Qp6AaX8x6FhidItxopBw1IPoekmyn8cGpYo3WKumTQsUSiUXkHDEuVjFI9Fdp/B1Aq30LBEoVB6CA1L/w7pbdq/drjkKgnPQnvL1uY1eUqWJ+VamZeGJQqF0kNoWPq7ic6j2mREmVaUGaWDByGExBdxcBy8cO8lzwSW8MqMIowIPM+LY6K+pIdnYXKd1CUQGpYoFEoPoWHpbyX6EYmjIsdxPM9zHCeMCMqMwrKsvqj7R/67urkaFXkm0Y9InpLZQZZl2ewuI88kuUqcbUccE/lhHgoO9pYd/YjKp7Isy98L8jQsUSiUHkLD0t+Kf+izLKvNa96B5x147CCbXCXqrMoOsgzDtJ9vLcsyvUndPZcf5lvNhcVRUZ6UBUGQJiRjxQiOg/dkBWlYolAoPYSGpb+P4rFIrhJrw5InZXvTVqaV8qnUF3Vv3yvLUplRsPXx9r3ff7csy+g80pd0bohjfmeA8Y/8+DL+0OgMDUsUCqWH0LD0d5DdZ+Fp6Gw72oKmTCviqMjzvDqrRucRWg/cPddcNcuy1Jd0dVY1V015Um59BPJM3F1XnVVf7JBaYVm2g3OjYYlCofQQGpa+JY2KEFKWZXgWmmumNC7xwzw3xHEcp81r1oZlrpqCIKizKhyBk+tEHBONZYM8E2fHUWaU9DYVRoTsLsPjWRuWMCJwHMe+gTwpWxtWcBK8ejrpbSqOiuqsmud51aiqxi8/fRmWGr8/wJ/JH3L/0Hd33dbD3rSFFvRFnTogUyj/PDQsfRcIIUVRpLdpcBIYKwbP8zzPC4IgjUvagubte9F5VN8ZWbs6LIWnIcpC5JlE55E0LqW3qTQh1Xm87C7zD/34Mu7gxKLziOebGyzUnMw1s7XxwVwzhREhOAmyuwzZxeQ6+VBwii/jerv2yh5ukBXHRHPN7ODkKRTKXwcNS19MdpfFl7F34NlbtjqnsiwrTUjavGaumnWC7hUaFTJydViSJiSe58un0j/yGYYJz0J319Xmte7P0N60ER44jkPVihlgnG0nvUkxUWuumQzDcENcHVQ+JijeqLwDD7/4IsHIsqwyo6Bm1v0ToVAofwU0LH0B2X0WnATWhmWsGNKEJI6J2IV4B15wHKS3aS2g8Ca/hqXkKlFmFI7jwrMQ6TvvwHO2HWlC6v5sox8RogXHcdK4JAgCAoY0LmEDh7AkjorimFjvb4LjoM2GqfUVMJYNYUR4sUPC9uidrYAUCuVfgoalT4IQEv2I9CVdHBMFQeCGOBRLzDUzu8+Kx+LFKOsfSa4SbUHDVTu7z+xNmx/mnW0nf8jlKVlf0rO7rMuwRAjxDjx705bGpTresCzr7rnJdeIf+flDXlWVuWZyHOcdeO6eyww04woKXT8fq1GhkV1f/PUVWNLNVVNf0ut9Es/z3oHXwQtCoVD+DWhY6i9FUfiHPiZeUSuyNixv38vust97Bz5Eepu2KgDZW7axbPA87+42p5Fwrf9APalRlWWZP+TReWStW/wwjxijzqnGiuHuuuFpGBwHyozyYjOH3ZK756Y3aWtxCF0MyrTCDrJ47sKIYCwbiGrNp99o/mlv31NmFHfX7eY1oVAo/wA0LPWL8qn0DjxpXGIHWXlKdnac+CLuYY2kLEttQXN3Xfxv3SjxIhXWvnWtLEvorgYngbvragsaEnSCIIhjojAisIOsf+g3792ooh+RvWW/2MegMuTuuXmeY5gXePueOqvqizp6/Gg6jkKhvAcalvpCdpcZywYqLu6em91nvXz0RmVv2e6uK41L0rhECMnusvAslKfkOixxQ5wyrTg7zluPUT6V/qFvLBvylIyaEH4FshHxRZxcJ+FZyHFccNzsGs/z3N6yjRXjRXANjgOe58PTsKqq1rBkb9p/LpJRKBTKr9Cw1Hvii1ielJkBRp1Ts/us+6xUnuf1BFJ8GfuHPjPws5danpTFUVEYEdAjJ0/J9qYNpYbfyzNFUQQngTKtYBuHHRUSaxAgb91dlU9la2yLL2NlRpHGpRcaEP6hj7kl9Ka3hqVunzmFQvnvQcNSjymKQl/S2UE2OAm6tBktyxLqqN6Bx/O8NCGh44AdZNlBluM4eVJGBQg3ckOcs+MQQl4GwkZVFIW1YSEU4c7CiGCumuFp2FRffS12Ik/obDfDUnqb2pu2PCm/SMdh41U8Fult6mw7dVsdDUsUCqUDaFjqJUVRoMDjH/nv3yRhT0OeCToO8oc8PAvD0xAa3nXXtTAiSBOSOqta61ZwHKDZIX/I7U3b2XGCk+CVjFmjyvPc2XGwMWIHWXlSVmfVd1Z6CCHmmqkv6nhkJPHEUdE/8gkhryboiqKguyUKhdINNCz1EnvL5jjO3XM/tE9KrhPsM/QlXZ6SW0tEGA+y1i13102uko92DSRXSbMRbpg3VgzsaT70COFpWM/GlmXpbDvKtKJMK+aaCQmJ4rHwj/zkKinLMjwNrXWLhiUKhdINNCz1jDzPYQnxzjp/dpcFJ0FwHOhLel3pAdK4pC/q7q4bX8TpbdpZMjC7y8QxkeM4Y8WILztsAowvYnFUrNvQvQNPHBWZAUadVcOzMDgJ1FmVG+KEEUGZVl70Ada9EhQKhfJ+aFjqGfam/Us79WsQQsgziS9iY8WAlg/+i/qQPCU72w52HuT59XrPO4HWgzgmpjcdRrWqqsgzye4yeUp295rjRMlVIo6K2MZxQ80zbz3q0pc0IVFZVQqF0gE0LPWG/CGXxiVxVHzrDtldFhwHtU0fx3H8MC+MCMit1YoJPaBRJVeJOCaKY2IHjekocWX3WXaXQXABjumIMeSZKDNKswed46QJyVhunj+OtzTIKRQK5Z3QsNQbguOA4zh76/VqSnqbQkqOH+bhTBEcB/FF3NR66Cl5nsOQ6U2Z19coiiK5Trx9z1wzjWUDRhK14BAzwEDowVw14R+ozCjBcUD1gSgUSs+hYak32Fs2wzDJ1StWeEVRqHMqM8Bo89pHjV8/TKMKjgNBEN7ZCphcJ+FpqC/pyowijom1oh3DMMq0oi/pwXEAMXJ1TuWGOG1ec3fd4CTo2d6OQqFQfoWGpd6AsPRqs4O1YTEDjCAIn+DOUJalPClrC1q7uk6jSq4SmCRBrI9hmpUhY9mwN+34Is4fcoxM1b9SPpV5npdlSTXrKBRKX6FhqQdk95kyrbAs+2pYMlYMhmFq8bq+Ep6GtQ7Q76DbojnuOsBwQ5w4KupLun/kN21nKRQK5auhYakHZPeZPCUr08qrtZZmWNr7jLCkzWvypPxqdCTPxNl2sDeSJiRzzYzOoy51KCgUCqXndBWWUCFvPawN69X6yr9N+7Dk7XvsIKvMKOntB3oQOqB4LLgh7q0h1vgyRkzSFrQPdUNQKBTKZ9J5WEpv0t9NRRmGUWfV/1o9nBBirVtvJfHKstTmNWaA+UPJp2uQwUuuX1sWNCq8WbVzIIVCoXxPOg9L8NJuKrYNMBiixLagxz4OfwNtWh6qqkpvUigg6Et6/yKTf+Tzw/yrP0quEmaAaVN2olAofz2NN/79t9F5WLI37drax1w1/UM/PA3D07DfqarvibfvsSz7+k6lqqoWfQRj2ehTRcfdc98KS96+h5LSf/PdoVD+C5RPZVP3mZC/WmOlB2FJmVF6eEJ/KfFlLAiCsWy8eY9G5R/5kHjwj9oJFHWMuWbyfLuwpMwo/Z2aolAolK7pxW6J46Aq7R/2TkHnb6MsS3lKFgSh/X3sTZtlWX6Yjy/inp/DH8MS3S1RKJTvT4dhqXwq9UX9RbMDy7JQUevtKX4NjYoQAn888g7KsnT3XI7j/EO/fAOMqcqTMsMw8qTc8xDuH/o8z9c+tq2QZwLv2s/pU6dQKJSO6TAs5Xmuzql1bYnn+Vq3Rp6S+93yUDwWEB34AA95epvWR3wZtz+sDUtf0vUl3dqwzDUT/37rUOfUF54Ov1NrmOYPuTQhoWXx1RDSMeFpyA1xb9lJaAsa3h3aiUehUL4znSfx4otYnVPtTTs4CcKzsBaWrmsnyVXSeoRnobPthGdhcBy4u250HuHfzrbz0UOdVbUFDZnDdx7IsAF++A8hRBCEWucbvnzdH63S2ultWgue9lCRqCgKboizNqxXf5pcJRzHcRzXp8oWhUKh9ISuxmlb6+fZfYZLLcMwzo4TnoXimCiO/jwQDPhhnhvimAGGH+ab/+4IfpjXFrQPHda6FZ6FOILjwDvw6v99cSRXSfQjCs/C+CLO7rOeHL+8cI3KO/Dw3N+KIp2hL+pvqTyUT6UyrSDoUnEHCoXybeml+FC9C0F9JTgJrA3rrcPdc50dJ7vLiseik6MoyDP52PHiWvylff3lU2ltWBzHsSzbQ3Nxe8vmhri3TI/8Qx+5VlpholAo35YOw1JRFOltmt1nze74RhX9iJpa1H1rgP6LIIRkd1n7TUlRFPqiDsnU4CToSZiML2OWZc018y0nJNSfOI77D2pEUSiUj/Il2gidhCXyTMw1k2EYnufVOdXb95xtp3aN44a46Dzq+Yn+XRRFIU1I9pbdvr+gGZkYRhqX4ou4+8hECDFXTY7j2qg5WBsWy7L6kk5N/CgUyjekk7BUliXaun72CIwIdSuavqh/grHQ9ye+iMVR0dqw2r8axWMhT8kMw4hjYk92MOltKowI0rj0lhJS+VSKYyI3xHn7Hi0yUSiU70aHSbzwLGztZ8NMDOITVaeucXdddpB1dpz2V//kKsGLKQhCD1J5jcrb9ziO05f0t+6C0IUpq79aO4tCofx7dN7ykOe5f+SLY6IwIuBwd116jWuFPBN7y2YHWW//DyPG/qHPsizDMNqC1v1es3gs1FmVZdk335FG025DHBXfmnOiUCiUL4HaAPaXsiztLVscE+PLdmpDtS4RM8DoS3r3ynXJdYLMavTj9TofXAHZQZZl2eg8onUmCoXyTaBhqe+UZanMKOKY2F4HD5EJGVF31+2+6hOehgzDKNNv+owUj4Wz7bAsyw1x3oFHIxOFQvkO0LD0GeQPuTQuafPaW20IoCxL+Ff1xhipUVkbFjPAGCvGW4lBQghUXCEPQSMThUL5cmhY+iTyPJcnZWPFaO+DggCGPVP3ffbZfSaOicwA004/t1EFx4E0LrEsK0/J7p5bPpW0Q49CoXwVNCx9Htldpkwr5qrZfs+U3qbQcuWGuO5VxuPLWBgRmAGmfYdkdp+ZqyaMCoURwdqw4ouYirpSKJTPh4alTyW+iPlh/o+RKTgJoByozWtdtj+QZwLHDWlCamOeC5LrxNqwlBmFHWR5nldnVWfb8fa9+CJOrpLe6p1TKBTKq9Cw9KkQQoLjgB1kzTWz/d38I58ZYKCY12XJhxDiHXjMACNNSO+Z2M3zPDgOjGWjHkoTBEEYEcQxUZ1V1VnVP/SDkyD6EdG5aQqF0nNoWPp0GlVwEvDD/B8GhhpVcBwgJHSv/kAIkadkZoBR59R3JQYbFSGkfCqTq8TetOvDWDYEQeB5nhvi4LMF5CnZ2XGcHSe+jH/Rxm18sSQuhUL566Bh6StoVP6R3xxlbXPVxtAryzIM031kKopCW9C4IU4YEbq3Tk+uE//It7dsZUaRp2RpQhJGBJiV8DzPsqw4JupLurFsuHtucpXkeV4UBe2koFAof4SGpa+hLEtz1RQE4a1xV5Dnub6osywrjordl3bqEVpxVAxOgh62g5Nnkt6k8UUcX8ThWejsOO6ea2/a5pqpzqrCiCBPyahUpTcp3T9RKJQ20LD0ZeR5ri1o0oTUvuEtz5sm69rCH8ae3kNRFO6eCzcNa8Pq/gH/QKPK8zy5SoKTQJ1TBUGQxiVrw/oStXwKhfJXQMPSV1KWpTqrKtNK+8gUX8YcxzEDjLPj9OCvNqrsLlPnVJZllRklvuyBocZ7KJ/K9CY1V00kEu1Nu3uNpU+i8evx/1vQG4J9IWQh7U1bmpDcPReHt+9ld9nL362qqlGFZyF+xdqwkuuE7iApfx3kmYRnYfOjfuD1cK1Jw9IXQ54JP8yrc2r7yJRcJWgu6JVhINKDqAOpc2p8Gbef8+0h2V2mL+k8z8uTcnupwC+jUeV5nt1l5ppprprqnMoOsthiavOauWoaK4Y4KkI1/wWoBf7CAIOmSnPVNFfN8DS0N22O49DcKI6JPM+Lo6Kz4yTXSZ7n5VNJoxTlO1AUhbVumaumtW6Za6Z/5DfLw40qPA0x+F/DcVxPVNMqGpa+A/FFLE/K9tYfGsHD0xDjRL3S/C7LMr6MtXkNJhfylOzte9GP6DM2MY0qOo/kKVkQBO/A+1aN5vlD7h14mCxuRppBFg5Vr0ShX+GGOG1B0xY0Y8XAoS/p8pQsjUvSuFQ/AkQI63VAdB7ZW7a+qMuTsjgqaguas+OEp2F6k/Y9y0qhvA1MSvGJZVmWZVkIewYnQe1F/iIy9cQDloalb0CjCo4DcUy0t+w29yqfSnPNZAdZfpjvof5CURTxZWytW/DC4Id5dVbFuh6HvWWHp2H3ehO/k91n+KPW+h/MEj+PRmUsG+wgC5Vbb9/zDrzgOEiuErg1CiOCs+14B5676+pLujqrtgYwboiTJ2V9UTdXTWfHgeNwdp+lN2lyncDTWRx73UyEPJPsLvMPfWfbwcNK45K2oNmbdnASdNzwUj6VwXFgbVjmmhn9iKIfUXpLu04o78Lb935JCQww/qFfVZW+pNcrNnlShpInsNat7jdMNCx9Cwgh1obFDXHtW7ez+0yelBmGUefUHp/AMymKIr1NvX1Pm9d+2RkMMKgGSeOSOqs6Ow4+mj2heCzMVZNl2T/a+H4O1rqF7vbwNGzdNYZnIcdx0riUXP2sA5VlWRRF/pAn14mz4xgrRuvrxrIsz/PKtGJv2ZDJ4Id5ZUb5cy9ioyqKAsFMX9KFEQGvvzwlewfeO5v7k+vEO/DcPVccFVGYZBgGeWA0nphr5jfNoFK+DYSQ5DpRZ9VXwxIWlMVjkT8027IYhpEn5e5bfGlY+jY0KnlSFgShvUQQ1FdhetuvNW+jIoQQQsqyDM9Cd9d1d11n2xEEgR9uDtJyHMeyrDqrWhuWtWHVdZGiKMgz+dCJlWWpTCssy/pHPYt2ndCo/CMfycwXW0NCiDQhCYLQbsvSaL5uRVHgFWuOHg/zeK2YAUYcEz9cFm5UhJDoR+Tuutq8JggCN8RJE5K1bnn7XvFYlOVPXV1CSPFYGCtG0y16gGEHWVTFXsAOshzHYVTAXDXzPP/ou0b575BcJ4IgtIal7D7z9r3mAqtRkWdirDRFYYxlg+6W/inyh1yelOVJuX3GJrvPOI4TBCE8Cz/5UlI+ldGPKDgJrA0LRRRpXBJHRXFU5Id5XHmNZcM78OKL+P2X4DzP1VlVEISeJKY7I7vPpAnp1QQpwlVnViNFUXgHnjQhMQMMqnfJddJxz1LxWISnoblqoiKIjKu9ZYdnYXKVwAoZUYdhGEEQ7C3bP/LNVVNb0OQpWRgR0JGhzqragqbOqdK4hLYXY9kIjgMqzkv5nfwhRwa7Dks1RVH4R76+pGPpw7LsHyQC3gcNS9+L9DZVZ1VjxWhf63b3XKya/6i+2m/S2zS5SpKrJDqP3F3X3rKVaUUal/hhXp6S3V03vU3fs6lPrhJxVBQE4au6xsOzkB/m9SX99x+ZaybP892sAWFRry/p0oQkjUvylGxv2cFJ0HmZp1HFF7F34JlrpjKtMAMMP8wjGjEDDNr8gpNfKljFYxFfxM6OI0/K6AxUZ1V9Sbc3bX1Jxw5YnVP9I//TejIpfwVtwhL6sOpduDQu9aRNnIalb0d8EUvjkr6kt7lgEdLUBVfn1O+We8nzPLvPguNAX2rqU+iL+h87ygghqN90L5reGc6O85b9h7lm6ovt3o4/EpwEPM+XT2V2n6Hqoy/q0oQkjorylOwf+h2XeQgheZ7Hl7F34CEXWvdE/b69K59K/9BHPFPnVCxvxVHR3XP9Q9/asHiex4cq+hFRT0gKSG9TYUR4NSz5R/6LTrzvsltCHQLSnFT0rAc0Ku/A44a4PwzPNipz1WQGmPYB7AtBqcPZcVAR8fa9P348UEo118zPf0b2ls0wzO8bhewukyflLl9khKXWcVqU7tLb1N11UYJCxcjZccqy7CQkNCry3CwHOtuOMq2wgyxSfNF5VJZldB5xQxyqShzHWesWNBIRnKRxKTwLi8fC3rKxc5ImpPA0/Je/0Y0KasJfcOH6/x999U83b2y8vOWTqU+gXRLvsfAOPG1Bq/vFWZbtflnZbVjK7jN9Scdwhr6o25v2d+in+gfQl3QseH//1NYUj4U0IbGDrLvXmym2PpFcJcq0glnU9llHQgg/zAsjf5AK7AcIS7+fXnaf4TvZTWorvox5nm+zJSoeC+wvlWlFHBO1BQ1bqPQ2LYqig4hYFIWxYuDRBEEQR0VuiFPnVPhpKdMK1govWiGUGSW5TvKH3Fq3BEFgBhhzzUxv3pWG/YvAUISz7SCHaawY5poJRcdPOIKTwN1zjWUDV059SQ/Pwug88o983AE/sjas8CyML2J8MD7/cHddXMx/D0vYoLfm6+LLuM7mtXfteQ/dhiV8mX9u4oa4FxltSmcURaEv6vC/aBNyUBH5o+Trl4NVFRo62kcm/9BHB/wnT5Kir0GZVl7cTp4JrKe6nGIWBOFdjfWNKr6Mg+MATQrylIxYEv2I2vsLv0V2n8WXsbfvvSgaxZdxcBKYq6Yyo/DDfP0VFgTB3rRx3TGWDfSUm6vmN/+AvRNCSHQeaQsaRvSwxpfGpbo4B/ERbohDcRSHNC4hO8oP8+KYiBv54aZSfn23f+xwth0sR16EpeKx0Bf1pn/b/7/LRVHUqxxl5uWX6KN0G5aC4+BF46m373X5mBSQ5zm+Eu2riNF5xA/zfxTW+w4kVwlq/m1aDfM8l8YldpD95K688qnZp4459lYwBmssG908/nvD0v/B6FJ8GaOVThqX4BXSbMztEeSZ5A95cpUEx4G5ZmoLGroh5ClZm9fcXddYMZQZBZ2fzo7z18gYvkZ6m5qrJuxX7C07uUogeJ/eptF5lFwl0Y8ovoyzuyy+jJOrJLvPcKS3afQjQrtjepPiRtw/vU3ru/1jR533ehGWkuuknp+VJ2XvwAtOAmvdqqPA1++WCCHFY4HyOw1LPSe+iDFH2T416h/5LMsq08r3T7akNykayttEJnfPZRhGmVY+ucJkb9pYA74I8OFZiCnUbh5cEITft2LvBMPO2V1mrBho6RZGBLR0F48tLlYvBGE/+lcIIc+keCyS6wQ7dcyo1ckZfMa+vPmzE/7vvVk/he+c9P5uvEziNX6qPOCa/8ts3ADT/YKyN5148WVcS7B0HyoprWAzZKy0G1Iry9JcM5kBxjv4C9YE2X2GCv9bkSm+iFHY+Py1OdI1L0aV48sYS+xuHtnZcaRxqSdXw+g8Qi+fOCqyLCtNSFVV5Q+5vdUsk/Sqjy67y9w9V5vXxDEROa5mn955hKLX918GlWWZXCUQlBJHRbpo7oD8IdcWNMSeurakTCvMb7CDrLXxbcSHMHRCw1KfgCkqjQcAACAASURBVHdf+29U/pAr0wrHcd372H4CWLram6+r0zaHxgcYa8P65BOLfkQMw8hTv0w0l08ldL67aefxj3ye591dN76Me7VUzx9ytMZUVZXdZfBdZBiG53l3z+1hzCifyvgydvdctFHgCqXOquaaGZwEyXXyPSVlsb/keZ4f5o1lg7p8dUb5VEKzlWXZeq+c57mxYkBxBlU3dVb19r2efBJoWPpJnuevlmeKxwJJ5Og8wkEIyR/y/CHP7rPoPEK6uXsn8rcoy1Jb0ARBaB9yMNqmTCv9kFXtLYQQe9PmeT48e106ITgOOI6TJ+VPPjEkKFiW9fa91g2TNCFxHNdN2R+tcYIgCCOCvqhDkq77tlU4nvxsx2hUqNvzPA8h894a4eCTH56GmHyC9rw0LqlzqrVuBce9tDzukvgixqAxHcPqnvQ2NVaMF8VRQkhynYSnoX/kRz+iHta2+xWW7E0bJYS/6BAEAa20v9+OBVdTDm6Iq+9c/6gePenTiqx4LMQxURpvJ+tACPEPfTT1fv82/eKxUOdUeep1YUcM2XBD3O8NCP0muUoYhpEmpNa+NTTid9llCts0c82ETQBKRPam/UK8tXgsWgVh/0CjEgSB4zhtQcvus6pR8TzvH/rZfRaehcaKgW4FbV776UnYI8qnEqPT1oYljoksy+KrYawYkE7/KrACgKhScBJ8z53cX8dnxvVfwlLHuYXfw5K1YYmjIvw3fx6C8PKWrz6gLfb7oc6pOH9lWpEmJIxk4UeQLVBmFGVGcXYcb9/DgT6u/iWvs7sMGt5tBmjIM1FmFGaA+WLZ0/cRnATcENd6qnme1x9CbFDe2k71j6IotHmNYZjW7W9PwtJPGlX5VHr7HjbBEAh3d930Js3uMrTDQUQ1PAvzh7x4bFfFwdZTHBXxWr3ctTeq5DoxV03kIZVpBaNITXnWXtFojl4Zywa2UMq0Ar+o7D5zd5vupWXZ1uGw60hWlmVwEiBAGisGVVH6S/klLHW8C0tv0rpl8K0kHnkm//yyRZ6SxTGxfzm08DTkeb59mhTVSH6Y//5FpvKpVGdVjuPqD561Yf3897qFSeHPPzGkEFtXGD0OSy3keR6cBNqCJk/KzfmhAQYTtZiuxayMtW4FJ0FyleR53rGMHvTgodDKDrJ98q0nz8Tdc6UJCcs7aULihjhsp/RF3T/0X7X2gERF53+UkPgi1uY1lmW1ee3fmLL6z9KbJF5zkf6X15a6B43a7m6/rqTkmdib9h+vj9GPSBAEeVL+/lMm2DC9Oqma3qbMAKMvvqKd2m8wmdH6ScbWrX8GRYQQ1ClhPFh3MOd5Hp6F7p5rrVvKjCJPycqMYq6aqGjWv478/jt3P2VZJteJPCW3qe11D7y74M8bnobJdeLuufqiLggCXltkGnvyt/KH3FgxkGZ3th26Sfrb6U1YKoqi7hf8L4el4rFgGEadVfs32VqWpTqr8sN8u8jUqNw9lx1k1Tn1m0cmQog8JWsLWuuNyVWCEpq+qH9JWCLPRJvXWofVpQmpSxHx7k+peCyyu8zb94xlQ51VhREBTrjevidPyVCx+6MrSg3cMcqyzO4z/8gPT8N+XM1f7IHKpzK9TZ0dB2FeHBWtDavLQShv30OqRplR4suvrGlRekXPFMQhSPwfD0uEEKza+lqox970D64WjUpf1L8qCfYhoFX6y0bk/5Z67CCrzChfElkh89i8xjUq2AB+/mm8TqO5u6orRhzHIdEnjoragvaebRO2X9l9ps6paNj5vGJMoykCpC/qTc3yWdU/8sun8v2BH21gKOiiF5FOyP4z9CwsNed+Bxh70+7VY/6NpDcpyq19bVwpHguopbUp12V3mTgm/lGD7sspy/LVqaz4IsZwzOeXJIuigBcRdr3ZXQZVhU8+jXeCpjtElOw+E0dF2CYlV0mbMmd8EctTsrXe9KpHWs9cM8OzML6M84eeNkS8Dcx8YQIpT8r2ph2dR62dL6+S3WX2lo0ZZ2PF6N9sBuVL6FlYCk4CcVSUxqX/eLGxLEtj2eCGuP6u8RvN8cz25hfxZSwIgjwlf+dse1mWPM/bWy9XM96BxzCfXVtKrhNn28FMOyYE/UO/Wc/rTqr104h+RMaKAS9aZUZxtp3gOHi1m6AoivqDUTwW5popT8nypIw+OnPN9I/85Dr5hGEDbJ7sTVuZUeBPaK1b4Vn4ezIcdqjShITWhvDsn7be+K/Ss7BEnkl6m2Z3Gf2U+Ic+O8iaq/1NZpJnAt+2NpGJEOLtexzHGSvfdKVfVRUhRJvXWsMSRpV7HpYIIfFl/JbIQvlUWutW0+4MWtojgjqnQvJLGBG+c2h/AQRY48s4PAsx6iBPyeqs6mw7b24sGlVRFHjlox9R9COyN21lWsHvGsuGf9SzDoU3T5uQPM+jHxFGu3ielyYkfUmPfkQIjRChx9vh7rl/0TtC+RDUnbb3oEWbHWT7HaEJIcayIQhCmyQGplb7OlDVJWVZsiz7y26pUVWNylgxGIZ51cX8oyAgwfMJhzavhadhWZZwPMvuMnVWlSYkeJqxLKstaJjsQXQ0Voy/tJaOwYzkKrE3bVzr+WHe2rCSq6R9mo4QUpZlnuf+oY+2PZ7nxTHRXDWz+4w8Nw30gpPA3XXxvz07Z0LKp9I/8tVZFUJ80oQEoVV+mHe2neKxEw8qyt8CDUt9wd112UH2E4RTs/sM6g9tzA6gEMHz33SSqSxLZoBxtl/u+SCv2U3LBuQSwtNQm9e4IU6elJ1tx9l2lBkFQ0JwxtOXdLjmONsOXHZa26bTm7T9y/sXQZ5J9COyt2xlWkGMiS/ioiiKx+I9BbzgOLA3baQHMT+H4VmonDg7DnkmdRTszcRuo/L2PZ5v2kHJU/L3/Az/dyjL8p2flm6gYakvZHcZz/PGsvEJefnkOoH2TJvPCkbftXntG6pV4rUKT38ZoCnLEsqznQ3W4Ppbz9JxQ5y+qLdW+zB96R/6mGAVRgQoFHj7XmtqKH/IrQ2LH+b/saJ6epNq8xpc1dVZVZlRzDXz/dXQ9CZ191x45XkHXnwRh6ehu+vC6VVb0KDepM6q5qoJh54OvgjlUxmcBNKEBF8fa8NqPUN3z+34kSkdkFwl7q6rL+n4tLi7bv++FDQs9Qt0in/C4o4QYm/Z7OBLO4ZW8odcnVVZlnW2ne9W/DPXTGlCao2pZVniGfHDfAedI9l9htxmq96+OCpa61ZryMnuMmPZwPSMuWr6R76z44SnP8vs0Y8INp3fSoG0S8qy9I989DUwDCONS96B5x144qj4oc8GeSbqrFrrAhNC3N2m6RrDMIIg+Ed+eBb6R74yo4hjojqnOttO9CN6/0IbYr4syxrLxu/DWAirnT0y5UOQZxKehlgf1F8oZoCRJ+U+eXXSsNQviqJgBhhr/TOsGYrHAt/SN2UIGs0uZ3FM/FYbJmyVXs66NSr4lL8Ys30P6HtmBhgos/mHvrVuobrG8815MkJI02x+RHB33eZleohD6UUYEfwj39v3BEHQFrSi+HfKGGVZWhtWbeunzCi43EOiHqKu7q7bVHT907OOL2JoFscXcXqbNuPchBT9iFrTnlB0hVAFXnNzzfT2PUJI+7+izWtQbX91TYC6V3AS4I2GT6O5+q5HpnwIWHf+7q6ENEM/Wq9pWOobjQqW559TligeC3lSVqaVNjmN+DKGOu23yHs0quQ6EUfFXyJlo0LLL/xdOujJrq+5rf2HZVla6xa0dqIfET/MY/PkH/nagiaOivKkDKnT5Drhh5vTqZ/s2t5XsEmqLy4waW1tvy7LEmoRwoiA7Bz067K7rE1gLh6L4CRIb9LisUDK1Fwz8zzXl/S3PvbpTeodeFCPhA08fMo/NEv76pmgZoa6Fz/Mawta/cg0RHVOo3K2nToOKTOKvWXLk3JtR2us9L5UQcNSH0Fz9ouqSf8IT0NhRLA2rLcyTuS5me77Dl15yVWCVNLvGepm5BgTO7iasIOsIAiYJ8WvF0VhbVgsy8pTsrvn4lKY3qbofbC37Ow+I4SYq6a751aNKjwN+yof9ckQQmDPWl9HOI6zt+y3nmD+kPtHPkpEGA9SZhR31w3PwvQ2rS9AhJBWvaI6LOmLelEU9pb9x9UYeSbReeTsOJiyMtdMa8OCkGs3l7k8z8PT0N6ylRkFirT6ou7sOOFZmN6k39+K7LtRlmWdvqv9z4qiqJPk7T0NOoOGpT6S5zlUKT+tMuHsOEiqvHWH4rFQZ1VxTPzCmY/isXB3XaiiIRK0glIZwzCdhXNuiMM1qC5KISyps6o0Lnn7XvQjQpInuUrS27T2foSuKCZ+Xi1m/I1k9xk8L+rVLmLSe/YlZVmmt6m75xrLBvqzmw4vW3Z4GgbHAcx2ox8RrDcQlnief2dYaiW9TeOLGIPMOOxNOzwNu/JdfCzSm9Q/9O0tu3n+45Iyrbh7bvQj+lap7O9M+VTWnZCtCj71hB8NS38bjWan+Kd9B1A8kCfl9pNMXzJgWz6V2KCIoyI7yEoTUnzxymRreBpyQ1zHyhTGiqHNa3UDGNTc0dWqLWh1qa+OOjBaxS3hWQinvn8jLIVnoTgqsizbWgmIL+KPLpJQxcnusvgyrg2iuCEOQQ7VOGfbwWKCGWCKotAX9U4cvxpV+VTmD3lylTg7DuTGpXFJX9K9A6/jLRQhTZVb/9A3V000xwsjgjwl25t2c5lCeQPIFtedLLgxz/OmCQsNS38jyEcZy583jJnepuKYqM236xePziOe570Dr09nBd1oUDwW8WUM/R7Y0Dnbzi/Tl40qvozR6evsOMwAw7KdK/1E55E6q1obFtQB5Cm5vuhgAgki04Ig1K3n/pFPCElvUn1JZwdZmAP1z8Oi7zSq+DJG9p/juGaxbYBpP3b9/gdHbz3LNnux0CyX3WXunos/lN6kEG3qyd+KfkRYafHDvDavOTtOcp2UT+UfHAXffky0/7h7LgRquSGOHWStdcs/9PM877LE9Zkg3ObtecjtLds78KA0mOd5fBm7e254GgYngbVutTmaS4FG5e65KLgiMlnrVu2uxzCMOkfD0t8GJPKYAeYzV9/BccANcdbGm02A5Jnoi7o4Kva2f70sS+w5zFUTqRhIcKLYY6wYryZ2sArO7jNtXhNHRWagqyJqURSYmIH0eDMOVVVVVflDDu3aPM+lCakusCFqYh/Asmx4GsaX8bfoCvk4ZVnCKxLi68aKIU/K6LHu1ZRJnufobDRXzfKpNFdNjuOqqmqGJYZB33nPO32iHxFaVFCI0hd1pOPS21dMBd9J/pCHp6GxbEDGgmEYLJtgZ/WdpwLSmxTaY682yP0O/3/EURFHM6k7xKEDCE2VgiDUd1DnVJTiMF5S1yZb6dPMCQ1LfSf6EfE8/zmd4oA8N4dI2syiwoJdX9R78t0jzyS+iM1Vs6mewHHcEIcr189yzhvg+gVNdJRVu7miYR1grVvavAZ16p+X40YVnoVoaYUlXVVVRVGYqybEeKx1i+O4v1fQAbJ+zazajuMf+Qi0xnLPHCvyhxye7ohJVVUFJwHP81VVpTepvqgr0wrsaK11q0+qzXn+M8sHWyxrw3J33fgy7nh0CXaLzo6jzWtQOYLMkn/of7dJanQ/SuMS3H6dHec9R3gaYoeUXCU43F3X2XGC4wCa8clVAi3E+g7NOYGqqqoqu8usjV8UI/u3/qhoWPoEIEUqjoqf6RtECFGmFXFMfPND839Zlx4kW6oquU6kcUmdU81VEyLc+pLO8/x7Yl75VMYXcXwRCyOCNC51WYdDxwR029C7DEE8ZAWRx7M2rPQmlSak7C6DvR50qcUxUZqQ/j4B0EblHXj6oo7GOZR8kF5jBhh9Se/ZM2pU7q7LDDDmmlkHgDosVf8fUUpvUnVOheuEPCUjm9qPnUf957x9T1/U5UlZmpCUaSU4CTr+rhVFkd6mkDPHplOealep/WTiy1idU7khThwV/UP/MyeIIR3ZOlfLsqy9afejEEDD0mcATfHfZd/6SvlUchynzWtvfkUbFcTiOl7vwGnU2rDEMRFN1dgVJdeJvqhzQ1z7X0fvMuQn2EFWGpd60pYdnoVQHxBHRWfHsbdscVTU5rXq/2EJK31jxWg6/DYq/9CXJ2X/0P92ubtGlT/k3r6X3b822dOo0psUkzp1DanZjzDAMAyjL+o9TLCktylcJ1rfJnVORRKvFci8JleJvWXLUzJClL1p40oKhdyfd34m8Kqwt+z0Ni2fyg8LvzaafzG9SdGMCj8Xa8OKL+IOC1GNijwT5LjC0xBaf81z+3waVVmWMPbkhjh70/6aYaxG5e17rRNLfarD0bD0SaDz55PHJsKzkBtq1xCc57kwInR28cruM1xxoMz9QlO1dRH9KihLND/gA4wyrUTnUU++aTix4DgwV01BEKQJKTgO8Mj5Q65MK+aqSQjxDrzmTrFRJdfJNxxUyvPc2XbkSbm5OB1kzTUzOA6S6yR/yPM8x4SsNCH5h762oAkjAuxUyrI0VgxmgOnhNbQsS3FMFIRfpvrRX/NHg8SiKMKz0Fq3pHEJOUZ9UY8v4vQmTa4TZUbheV6ZUTDMi04Kd8/F0+zsKZRlGf2ItAVNmVb4YV6elO0tO76Ii8fiQx91bUETx0QMvSHwSxPSJ2+eiqLwDjzkxnuYj+0ArIHq9F3/4iINS59EcBJwQ1xzef5ZkGdib9qCILRpbXC2HW6I8w/9j0am4DiAOV75VGrz2nvCEnznovPI3rK1Ba3uMVWmlR5+1cunEqLgKHXoS3p42jSLK4pCnVPVOTW+iDFzgyEbQRC+w4gxyO4yb99DM31zGnTbsbdsfUnHRZbneXlKVqYVaVwylg3IeCN9Wl8p8HnrYVjy9j12kLU37foxm2KMLPv+3XZ2n0XnkbvrNmeJeF4cE7UFDTNqZVkiA2yumcq0gudorBjunhudR52156CXz91zjRVDmVH0Jd1at5xtB4JJ73mE+CJu1VdkGOYTnAFqguMArva9aW7sArhd4xUQR8W+el7TsPRJFI8FP8xb69Ynt59mdxly7m/VbIqiwAXuo6k8b99jGCa7z1ByaA1L2X2W3qSCIGALUjwW0XnUnKmakutoBOwtu+dtitl9Zq6ZaK5DGxKkhvRFneM4juOEEUEQhOAkMFdN2Cx9ZuWvDc62g2o2NpEInPhR+VRm91lylYRnYb1yD04CZVrxDrzWMkOe58ayIY6KPQxL8pQsCL94IaJrRp6SO8t8omkTzhovfkQIwUcINoZ1h5i2oLl7bnKVdPAlIs8ku8/iyxgbUFhpG8uGd+C1iU+wNGud/WIYRp1VP8EUEQ0sSMm6e+6X7+aDkwCfOmFECE/DvqYQOw9L8A9F7780IVkb1t9XK/5EyrJE48Pnz2kiQrQxskuuE2FEeOfwfw388fDlRMasvgjmee4deMqMYq1b6U2KvJm1brV+vSHLllx3col5D4Q0vX+Kx8I/9AVBqAc/oQFRFAXs5r6JZlqt8o6AhAw+P8z/0rPQqOKLGD3fcGh191xrw3L3XLwRUKGVJ2VxTPQP/V49L3ST/uKD/P/2hza69T2BPBM0pGB6CQO8MAP0D/38IW8Ks76fRnO8GlYm4qgIAQjkkNObFC1q8WWMOYrWxmjYyTdlA3lemVaC46D3171Gld1l6MJvDqt+g88nIcTZdqwNKzzrb0yqOg5LyVUijUvMr7As26eW0H+D6Dxqbz/RP9D63OY65R14LMu2US16SaPyD32O4+LLGGJC/DDfGnGNFSM6j8Qx0dlxXsgPc0OcMq184G/98zSaOU+WZTE+4u17/qGPoh02soSQ9DY1VgyYJPlHPtKzzADD83y9plZnVZhL9XL106gwaNz64UlvU2zXPnmZlT/k/qEPJ3i8YsKIgJG4uuPmo2C6Fsle6JHXFZS6kQSZq/rJZveZd+ChY6iHaT1CSP6Q60s6M8Dww/xHV4r/DJ2EJfJMzDWTeQ11Tv12vUzfhjzP4cz9+R+1PM+lcalNpi7P82YX+5+WfvlDHp6FznYz2Gjzmr1p64u6MCK05r6xF0E4/Ck0MCLoi/qnadf+LdSyY3BnsDYsfIkwyyVPycFJYG1Y4qiozqr2pm2tW80c1IrBD/Pw5kCmy1gxOhbIeIv0NpUmJHVOrcNS+VSqsyrHcZ0oDPWI+nNYd8ZLE5K763bz5cruM21Bs7dsd7c5GiwIAvK90sQr353sPlOmFeyius/plU+lt+9J41JT/vw1aa7/CJ2EJbiz4G3T5jXI1NfvYl9LYX812AVDR+Dz/3r0I/ppIPTGHbihdq0+hBD/yMc8POzXoN0Snob5Q26umsKI8OKLVD79/KgYy0ZylVCvtt8pigIpe3VORRGugoHsgsYwjL6km2tmM/14GiozijKj+Ed+epNmd1l9LbY2LHVO7fnLSwhxdhyWZVtHs719D7Oc3+HdhKRscBwgSHejGoX5NjRw1hkg9HoYy8aLQh15Jsayoc6q3oHHDXFdrgbSm9RYMZBIiH5EX15J+lo62i0RYm/azABjb9q4hEXnUV1b/kfyeI3/Hz0lu8sg7NHjx30Pjcrdc5kB5s0VbqPS5rWX7yA0xO6z4Dgoy9I78Mw1E/465VPpH/ncEAdjNywb6wpWdB4Zy4a1YUU/IuizfYdL2PekfCqFEQGybPW1L71N+WEeW8zgOECGKr1N3V03f8jTmxTNJuqcCpUpb9/rR1hC76IyrdQtIZBu4oa477YAzR9yeVJuVbn+KDDaQPNbXUxKrhL8QxwVsXNFscfddeUpOb1Jq0aF/pqO/y4MEvlh3tqw/uMBCXTRiff/S3ZRFM6OAyG/z7EJ7y+N5tAl0vrBcWBv2da61fRK6DpQYfzwS16l7D5TZhRmgHlrfIoQwg/zykzTIM5cMyEil91lb5UQXqRzkZeH1Sk7yGoLWnKV2Js2x3HfoWz7PSHPRF/SrQ0L/k8QwsGCAEYkzXaSRlV/AoURQZlRqqpy91zILNmbdt2B0hsaVfFYQKYT6UFzzXS2HZTiv+fXHB5RHf+6f+hjRBSjb3VYkidl9Jpq8xp6Z5Boze4zdU6VJ2Vr3cLb8SEgV490qDwp02prTbcN4s218P+BzthfDRIjyNG/mFcQRoTuRz6Tq4QdZPWl3ojRfZT4MsZ04VslwPgiFsdEe8smz8RYMexNu30/bp7n+qIOlQd9SQ+OA31Rl8YlLPNhki1NSOwgS3dLb9KokAlXZhRn20muEnVOxe6EPBNz1RTHRCR25EkZgSc8CzFCFP2I9EUd11B2kO3VvDZszlvbmjAP3szHvt3V+bXAEr7jT1p8ESvTCvoO6qIRwlK9LMOiATaS1rrFMIw81UlYQgML5Oo/Wf/l+9NtWPqlyWqAsbc630F/B5Cjh8h0WZb1szOWDWfHkSflnuRJxDFRHBW/SmjLXDM57s1UOGoJ6AJ69dJTFEV8EbcmcAghyXVSV6RgEoHIpMwoiEmw4enDs/lHiC9jbEyVGSW9ScUxsV4711692X3GD/OwcieEwKCvlm7CQur9ax3ILviHPtQ5W38E0VVBEIxlgx/m2UEWA8jZXQavv++WvquBWdeLye73E1/E6qz6e1gSR0XvwHuxm8HMFq4P7q7bZqn3grIs3T0Xze4vhqApoNuwhJnKmtbp3+Q68Q/9+oDXZOstOILjIL1Nw7Pw9x99/gHhbaxVjRUDT8pcNeOLGItHlu3BgtQ/9FmW7fjL0yXlUylNSOKoiAvcK3coS2vD4oY4PPHWHxVFoS/pyOqoc2qbyxOU8LEehIUS/e61IbvP5ElZnVV5ns/zHI1Y+BFKuWjfxygYeSb+oS+Oid6Blz/k5pr5oZpufBkrM8pPH79hHqOHEMzGwJk2r9lbtjTe/JzUSwrIWX3bsFSWJWwaOssxxhcxP8zDoRhhiR1kg5MAzodQnrW3ms6BkAthGEadVdFZ/p6XJbvL1FkVCpCQ2uvgPP95ulZ5aDRrS7Xzh7lmVo3KP/Kb4xQchzIDRitgusWybPNGjsNgWv3T1rv9fmPfj/+fVbOnmWEEQXB3XUxI4BYkmruZwSyfSvg3f7JEXlU1BSizu4xlWW3hbavARgWLBIxzBscBDMcwv2Kumc3u8LcfoZaVVOdUZ8f5Rxph+gb8OGqfglra3NlxINiDaVZn21GmlTzP6/cRgV+ekv9QKm9UeZ7bmzYEjfhhHu0VTaGjHcdYMZof8gFGEARIIWjzWut1s3gsrHWLHfyA2tDnY6wY9TXHWDGcHQftOe8JAK+EJZZ9OQwzwLAsCy/2Zs/eAMOyrCAI7ZoAG1VZltDr4jjO3XP/yoDUqMgzwdHXv9NhJ150HkH3sL6xNtaFlCH8tYKTwN1z/SPf2XaCkwCHvWUbK4a379mbdnAc1Le/OFp/5fMPY9lQ51RpQoICpjQhSeMSJsxbw1VnbTNY/3JD3KdaoDaq9Cb1D33YEWEB7u65bYJrepOaayY0BaCmirVhfBkLIwLLssbKy67ZmuKxCE9DWsV9P96Bp86qxWPBDXEYp2+6KtykEFlwd10kqRAVEMnEUfEPvWeNpiBLvdLih/nwLHzx0SXPBI3O+Ar7R76756a3Ke5GnglSi0hnffN5mvA0RGuGOCaiFQsCieFZmN6kbZLwr+6WovOI+Q00p0AfHZFGHHtTwIU8k/A0xGQF0qF9e+r9onwq48sYHlfGsqEv6cFJ0L+mwU7CUngaYvsPJeaqqsqyRNKZ+QqF3X6AL2R2n6ETKb6M0YyEnHstfa3OqZ0NIaU3KT/Mf4LiQ/FYwPLL2rAgf2mtW8FJgC8eroDtHwHVb3vTlqdkaEgXj0V8EePSmd6myVXyza08/wqSq0QYEeLLGEsfOOkhAtVOkuhYwWqmLEsIKbX/CKGM/0LVDQOb9WYdEoKYRZOnZGlc0uY1ZVpRphV8wr19TxwTjRXjezbgvQXWYfaWba6Z6EEVR0Vj2XhLqvXV3RJaHF/AvqYktAAAIABJREFU87y9aZurJhpV8N9XzyG7y8xVE/pG0DXu//PuMUVRoCCN584OsljitE/jd0MnYck/9OvzwzQZGoJx41f1mPUKZN7FMRHZEmfHYQYYY9lAFkWelJ1tx1g2fpbTxjoZQiKEoCTQv48pYqo0IQmCoM1r3r4H+4bmUrcWvHl3+1ae58izY5eMlkVtXhNGBIx0KDO9FAL/r1GWpTwlSxMS5M+tDav+HiEsaQsaZAjSmzS9TY1lo7Uz4lVaHUVRnYovYv/QR8oaRSNnx5EmJHlKNlYMY8UQR0VxTIQfirvnogEP2gd/r4ALIQRrKf/IR3EUJSh9Uff2vfp1RlhKb9LWsORsO+qsKk/J2IRJE5I0IUU/ImvDwnsRnUf8MG+svHT3KB4LZ9vBjs3etPst7donkNoRBKHebbeizqr9eF6dhKXisagVzvHO/fz3IPuZqu/9oCk+tmywLCuNS7XyGDvIYnuRXCVoi4D6CzfEdVY4wSzqh6f/Gk0R0jaJFLS0No1tlvTkKnndV61RWRsW+uWaP/3T1g1dSQhLcKQ1V00Y/+hLOsdx7u7X9HH8G0BUty5w8jzvbDvQ10FFlud5juOsdQtSQ96B1+YtqyWf8SWtt/XpbQqVo+A4UKYVjuNgqo21RXQeZXeZMq042w4ye9KElFz9O91iMAwsigL+T6iAQkQjvoih/WOuNYUeWJZ1d12YV2GvUxQFwnN8GfuHPgIPz/O/1NsaVXwZI78njooYuf3weT7/4Wv+OZRP5c8r/ACjzWtQ08CKnBlg+uEI01HLQ6Pyj3wYdrXCcdzvS4a/F3PNxIUA323UUetnKk/K8pQMq+/OHr8oCvTkvLdzulGhBq4v6VAJgoLy77/u7rmoAfzxITEKww6y7q6b3WV/TNHUYaksS5SpWsOqPCnDho7SOY3KP/L9Ix+ORLWngzwlQ6EVBuQQfGr/SP6RD+1XdU6tc30wOmEYRp6SzVUTLX/FYyGOiu6uWxQFrobmqqnOqtD1kcalvyt39yH0Jb1eUqNrFHP0rS1OTZurYZ4f5vG9g72IIAhYvLbGpOwus9YtZoARx8SOL9nJVSKOicKIYCwbwXGQ3WdfFZ+gjFVnwnAj7LbrDVPPZz8678RLb1Ks4/CFMdfMr3Wp6jmEEG/fwxO0NqzgOPCPfGPFqLMiHMchP9bxn3D3XDS2vefOyVWizLwsEkBDMzj5ZWAlz/PsLnvnAi27zzDTh/aT9ju/5CrR5jWsGe0tW1/UoXwDMNf1rr9KeQfFYxFfxvFlnN52styOziOO4+wt2zvwfkpf32W1z7130MxfNT8wVRUcB9a6hX8YK0ZZlmh9/se+2jXkmdSajcqMgjQd+k5/6g8NcfC5iC9i78Azlg15SmZZlmVZND7UF2VYqIijIpoAO+6zLcsS3efGsoGGI2lcstatL0kDRj9+dnzUuogYofuOYQnAmgwdq/8keIL1syPPBGo62oKmLWjWRlefFbRdiWN/1u0mz6QeuYc3EmS4sIGTxl+2mXzAxwgWFUOcOCr6h357/1zvwEP3HcKSNC61xlR5Uv7FkofypZRlKY1L0oSkTCv2po0m2ObPGhWse9FMpS/qSMyGZyE/zFdVld1n/qGvL+nCiMAOsv9qWKr3juwg+2Jnk1wlxrKhLWitQoVVVUFzKDqPwrOw6fZUVRU0+Bc0ZO1aJ706wD/00fFflmV2l4Wnob1l8/wr5atPAJKAoD6B4DioU0fGstHzoiN1p+0EpKfLsnzXpb+t6qu9ZcNbRRgRhBFBHBPNVTM8DV+802gIhKtmcp0oMwoK4NDN/N3DOL1NP7Drb1TReQQDm1/SNY3qxYoPTbEYg4eGW+vfRT/Ie/8opf+g5UGZVvRF3d60xTGxburFTDcaK7AhqKrmeFP+kGsLGjJayozyIfGIvwvvwEMlAg0gv/ysUZFnUpbvGE9sVPAbE0YEjEl1c0rpbSqMCP6R3/r9JYT4hz7P8/KkjM3ch7YBUPkrn8rkKonOI7hHYgCAEIIH9w688DSsf+TuuZj2bRW7YVlWnpRRRa5jVT9kAb5dWEI18qvPolsIIXmep7cpbLnhzRqehdl9VhRFnv8sCOGiIAiCvWl7Bx705dBO6h/5uBshhOd5cVRUppXgJFDnVMjNubtu1aikCUmZUbp/0ZoWrsN89CN6tT8wz3NlRsG3F/2KkGjDfhFdTNKE5Ow4GFwrigK1ii5PrF/0QSH+u1EUBd4UYUTI85wb4uo9QfFYKNMKM8AkV4m1bqmzKq5B6BS3t2xj2WAHv0yL5BMoy7JWchEEoYMpnNq1D6613U8ZI6koT8mwoYkv4uw+q1eoEJzE/vWdvmWEEAy3MG1BQ83LG1kWwkgw/Hz1F/s0DvTtwtJfT6NKb1Nnx0GzIjfEoaMU5Wv4qYijIlSfcX93z20dESfPJLlOrA2LH+Yxu1pbVquzanAcSONSdp/BfC++jNlB9tV2vuAk+GiCsTnjMshq81pwEvyUp3zI8by0ea2p5L9qmqsmBNxwH//I5zhOX9Khg4eKI4qO3oFXluV3m9horoX/aWCZAZPvPM/NVbPV1gRj0c6OAxfB6EeUXCfWupVcJ9A0EgThHw5LyXVS7wPkKfmjv57nub1l4+V199wuN0nV/3UOIWJUC5P/LvWU57mxYrAsyw/zfwylzo4jjAjoRWpzwCf+xY112QxGa1jE/MJAXzJ4FQ1LPSf6EcErU5lRvH3P2rCQ+ILlJfL1aDev8/XpbYrZyRcbi/AsxMZInpQhCYFdl7FsIHfn7rpwann10ylPyXXnzPvJH3J704a/H74YwXGA7byxYqBODrvS5iJxRvGPfFiiNUcR8zy9TTEf4x/6sKcrHgv/yG/1nI7Oo+j89W0ZpVc07QFnVf/QN9dMvI/Rj8hcM9FJgQxwnudwasdvwXQV3kL/7BvUqPRFvZYZ++icRrP/aJBV59ToR7euAgACx5DFgXeGMCKYqyaE/FvT6XAT5TgOPQhvRUQYe8pTck+M7fOH3D/y9UW9jkr8MN+nOUUalnqJuWryPC+NS+FZ6Ow42kLTnQVAJyI8DTHPr86pCCdlWUJrztl+KfqQP+RQdWJZFopB/qEvjAj2po223TbNb/aWXc8YfQikJtDRwAw0Gw7FURESREg5chyHCQ+IhsEz5vfzx6NBP7BVl8zZdvCaiKOiPCl7Bx5URz96qpQ/gla69CbleR6OLfhH+VQiLDEMA68/da7ZUpXdZ862829PRifXCTrcxFHxQ/L25VNprpn8MM/zfA/XVYQQJE6Rc9OXdIxL53mO4cK69FU+leqcqi1oqPy9VUWOfkTiqCiNSz2UoyTPpG7AYwaY/rls07DUGzDqwbIs1pgYdMDMQfFYYAA2PAu1BY3n+eAkgK1R7S7RLL1CJXPHaU2+5XkuT8nQTbHWreg8ksYlcUz0D/3wLOR5/q0uKfJMhBGh1eu6gyeFAimmhuFPUeedf+7oB5rp6Q/k1hsVISS5Stw9F3kGYURAZUtb0Kx1y1q3/CP/H+7w/DTyh1yZUYKTAGaMqFlifVA+lVj0kGeCmmXxWBSPhb1l60vfwhC9LzSq5CqBIrixbLx/pB3uzOKoCAHi3hZNk+sEGRR9SRcEITqP9EUd/UfxZVyPRpFnguIfrNwxTKkv6eFpCM9cgNhWb6d6QlmW6qxaf+Xbt+x2CQ1LPYA8E3vLZlkWnbjShGSumW8tNtEsUBsHIAJByAfJBHlK1ua11n23d+ChINkqno/8jDgmvnnhblRwFO3Jc4zOo+A4MNdMfVHXF3Vn2zFWDGlCEsdEcUyUJiRvv1sFz+KxiM4j/9DXF3UMGvM8/5keCt+3O6MLyDOxN200eWrzGjrFsYfGJolhGO/A0+a1WuZAGBHqkaZ/D2jOMgyjzWvavAYnkfa/gsYBfUlnWVadU6PzqLfDreVTqc6qxrKBBv0X9bzmjMr/T16ZVrR5Dc2T4WmI9w5CFUjSprcpVnjBcdDDVZ25ajYXoCyrL+p9rcvSsNQ1jSo8DdGeAE+m4Dho/6mFuY61bmnzGso/5Jlo8xraouD3qs6pdVIL23b0C9WdEZDtaj8n5B/6P3srfj3n6DxqKnx3+sHFFyC5SpKrJL3tsVRrcpWgHfEz9QX+1f1BdpcZy4YyrdT69+qcCkk3VFawonJ2HO/AQ9npq0+5XxSPhb6oN5/vtgO1uvbfVhjSQ+LB2rD6kWqGdQ62SvKUjA7eV7JzjcpYNrCoRYsKFq/lUxkcB+qsCmk+eUrmhrgXLebd05wvHmD0Jb1/2uGAhqVuKctSmVawy8a1/j2fhvAsVGYUc9Xkhjh80NGFCfGeoii0ea1Vkzi7z5q7pf9fpqF41v6qnd1l8pT84iqDeAaPq6az2ab9rRx0kqsEauXZ3ZdprvxjlE8lWlGSq8TZdmo9LWfHSa6S5DopHovPsdL5QrD4gzdScwxoSm7frYo2BCTnm9qSvQbKT9q85h/50AyDVC56nSAw1jyZ21QQBGvDwhiGs+3Ym7a5ZmJxmd03vYOZAcbZdnr+xYFoyOvL3F5Dw1K3/I+96wWJ3o/DC4YFw4JhwbBgcGBwYHBgcGCQYZCBwYHBgcGBQYZBhkGGQYZBmEGYQZhFhkGGQZhBmEGYQZjBsGBYMHyDYeHKfuHZO+d56vnv9Xx/9zBefM/zbne3+36+n8/n+TyPf+izLFvybl+up+X5E7FU0BzMNRMmsLiPMCxwHIfvSZ7nHMdVBdz8IUeVzz/0wcfjB/k3ZT9QpalzgpObpFSL6KHKdhFFgRkojAjmqtmmYdr3Ib1NhRFBnf32HVn7QHfwp8/i69AoymHwlgK+/yjyh1yektGjxfQr08e8ol4BVjS2bt9qMQXDX6Q70oSEGSOIXqqzKs4T1AYYBzvbDsgpmIRFNLI2LAxBUz2UPCV/08f616Rju2HpI0jTtCr4mKumPCW/VP9J0zQ8C51tBwqPdR0jZ9uRJ2UMTuMWfA2qUISrsKrhunsuRVHOtuMdeCiOP+eUP4ez7eiLOu4GGnc5cLCgwdoLUugsy1aFY2Va+Uxx75PIsszddf/5iaIu/h4aRbVk80O8u+eCQ/RiAbxRBCeBOqcinfru7VF4GiI3oigKBsGwvIJlSXKd2Js2ZDkh7mBv2s8XHGPFgG6sOvvEV4gQ8vmBqr+Pblh6H8g9AdFOmVEgygIxTfwWFg/hWYg9BVSC4I+O1BsyDVjxoc1MURQ/yCNPh0DkEybopFxxaeLLmGEYZUaBrrM6qzZp/7SEf+RXXy0IMVAUJQwL5J5ABdzdc9PbFIy7imnDDXD25hdMCLYPQkiXd9fF16NRBMcBxFVxVYO5oM6pLSsN6CRhCsLasP5Cyk7uib1pV8NAyITkSVmZVpwdJzwLIZVibVjurkvuCbjj1b4tvU3hPwISR9N31j/0YYn3u4JTNyy9A9DPxmSSMCIgua7zOOFeww1w0oSEOW1tXoOrWNEoFe/5QR4kvTzP5clSRqgyc0vTtNrsYJShcjBKb1O4KJUufDcJdlWvL+XoJAXHASjsuPRRJbc3bZj61J/d2XbgAM2ybDth76sQnATWhvUPNza6+BFURojagmZv2fwQX8akVst0cBKAAgqpi79XuW0UGA4Rx0RoToZnob6kY3ACZFrwBtPbVBgW6qqy8CWBIt/zbysGH2GM4uw4v8WKsBuW2gWiAsY+kGrA3bVSGGL7WaqHwg80TWPKpxqVjy6i/CEn90QYESo9U3lKhqfWSx6j/pFf7YyyuwwtzWoHh7mlNz1dtHnNWDYqNrA6q+Z5jkwOc+CP3IpGARUJck9guoEN5rdS1Mg9kSYka93qFu66+DI0SgNoqCE42w785imKahmTsiyDaokwInw5/7uds6V6KEzcg/eESUcQVdAAc/dcOOdiwh1FlOQmQVXD2rBe2kGioqPOqvDuMpYN7JI7Gf9CWMIMII5vWkDhNR5fxU1LJ7RbKgdbVOTKylujcLYdZUbBGHmlbAgKHP5cnpL1RZ3jWmxzANQfEIcwSVcPS0VRoEf6+rcoOo9gwIFzMFdNDFqZa2Z4FoJdU961UUgTUhUjo/NInpSpHkqefLF59ik0Sq5gXVuv0/E/EHj91cgfcljBVeZk8JJG91SZeUIkyx/y7C7z9j1Ym1fCK38Z2V2GYKNMK8ay4Ww75qrZpBgEalVwXLofRRcRISQ4CR53tI3idQ5LcpM42w7cBZUZJTqPOnYi4veFJZioevse1NetDUuakKpDmVGCky/b7CTXCXL5liPNhBB+iEeRDYmLMCIoM0qpZ1o9yE1irplo27D9LARbcUEgLFWUh+eoh6WiKKwNC1dkdQc8bzvDPQhLdC+NGSNtXoOPX12dAcN69Ys1vU21Ba19r8L2gc6WMCyos62r/J2Jdt1MuvgONIr4KnZ3XXvLxrrc9Hv4rfCDfKWZDTsYVDWk8adC+43C3XMhbSeNSz9ItIFDLiw9Uamje+mmGSn/0IcpNl4XBF+kcclcMxGKCCHhWfjmSyD3xNl2oCUBGfIOTJ5+TViKr2J7y1bnVLCH1TkVxVZ3z0WIksYlfoi3NixhRPiS8Wb/0BdHRX1Jf+mTjs4jjuMQlpLrhB/i8X3gB/nKo7pCcpNA/SE8C7HrKYqiUmJ98VVfxvqi3hSW6lJU5J7gCn79taRpaiwbCEv2lo1sCeMRysyju66+pDcZJqECAMGV15/iXUCjix/knW3nF8WkLn4QsJCADjJFUfwQL0/JkBJGywTC2/wQbywbIBNJ41J4GibXibfvsf3sk2u7UUBekmVZfUn/waYL5ApBgqVp2tqwwtMQrDxpXIL0A5zVqpiExkF4GqJzZqwYKMtH51F4FsKq9PUnRaalLWhoO/1NLZV20PFhqVEExwFEbtRZFdZVKNbhqO6WZRkIlOaaKYwIpVPWSxZ8jQIDaM6O42w3H2DNsf2sOqu+IlgJv4mSktAowtOQYRhI21Vmr9VOJMsyaVzy9j3oi6DUAG2rV7QU0YNtCktNXyEM8BvLBq7Olo8DxS1c0Nq8hoKkMqNYG1Y9KggjQlMMji4ifUk3VgyMXr50nu9Ccp0oMwpEVrqZRxevgxDiH/no/9O9tDavReeRf+Qby4Y8JdM0jdEimFhio4OaBHhr5aM0CnFM5Ad5/C+5SbQFDQqBwUnws0QbzC1VuZ2758pTMvbW5pqJVI/jOKghcxzn7XvSuIQ7V/EM8RW3IAdqp4JCCDFWDMjHvHsf/53V7M4NS2ma2ps2Eltn22maRX3+c3qbIoREFxE/xKNWW6l3h6chDBqKonB2HAh7I7OBqlvT0Y7wwZOwBDSK7C7DhASMs3CVQJOUG+DC0xB0oKIoguPgTbv0ehGPEIKpo6byt7VhwbYS0pO4Z3OG1yiqsERRVHwVYxyv6eme1yqhg4en5gY47+ANXaW30SggpvdbSEFd/AwaRZZl3r5XVwT29p8ZbTSK6CKq0gjvoBxKrZe/UN3iB3mUi719D7rAxrLRISPbxrIhjomolmM843Gr2ijSNDVXTXFU5Id4fEMhv1u35mP6GBzV24UZ/zRNX4lPGOrHe/smc6pCnucYNWH7v0uyskPDUnwZo1jnH/lNexlyT7QFDVwadD4wrx6cBLgRYYnpY+wtG6Y+wXEAs9S6jEdwHMDR7sNAWNKX9KaLOzqPICKizqmVzxj1R+tFGBacHQecN1BuXnuK40CelEthTdiJPgtLaZrygzy06fAC/UMfVcQ6TUOekjmOg5oWKIL2ph2dR6+8A+SeqLMqeqp5nuuLOtvPurvuZ940ck/qeipddPEc5J44Ow6GXkF9Lr1TnwqyQYQennjimCiOida65e173r5X9fOji0idUyGyZW1Y4qhI99LypNyBth2EEMzdt2lF4R142ryGwz/0sdCZqybGTsoBRI5T59TgOIiv4ucvOcsybUHDglCtM2+gUaAiWpVePvBK30THhaX8IYcOh7PttCSK+Ie+PCXbmzYhJLlJQNdGQcxYNgqUyyYkdfbdDnjvBcIS28/qi0/6T5ADR38LbUlsYeARieFZ0M3rskAt0CicHcdYLktzlW7QS2GpuiW7y3A+aGips6q+pMtTsjQuwaDP3rKVGYVhGH6Q15d0b99r2T8DE6/aFpB7oi/qlcb+exFfxt8qht/Fv4E8z41lA/rxHMdhTMfddZ1tByqr+NaU/dFBHgJx0DAtxUp6KIz7ONsOBNG1BQ3mZ+KoaG/Z/3Y7M8uy8DS01i1lRim5iH2MMCKIo2LzIEqjSG6S4CQoxcymZHfXfb2kGZ6F2PSjIPRN3+iOC0swInrFJgRBSBgRMNOKAyZ1EHYDjwAh6luRP+QQAeKH+CfJbKMwlg1ugIPUUMVApXvp8qU1CmfHEUffcI3MH3Jj2ahku6KLiOqhmphyRauwVIHcE2vdwtaJpun6eZJ7klwnpc1lH2OsGM8jk7VhNZEpMGNUZ0m0ieQmwRDGe/+wi/8byD3BYoor0zvwyoWyUchTMsMw9qaN/jHLsuaaqS/pwkhpxoH9KMZ0MDYLAUkkBCV7qMNYZ9+FRgGnR3vLFsfEqneFGcEqMULCxA/x2LlyA5wwLLwUbPKHHBRH2K29aZXwYXRWWMruMmFYaEo+KhBCkD8yFfoYlDhxQHsULaW/UyZCURtNo/rtyGy4Ac7esv0jH98iGKIURUHuiTAstPRyfYJGkVw/augFJwGGAdE6qua0QAJ8scgLw72LyN603T23eZ/YKKBcQvfSUPjPsuwxGWrV1UyuE9jstvn1Tq4TeVJ+yUK3iy6aQO4J5v9KbeyiKIoivU1RD4dLJMuy9pad3WUoLFsbpWA2RmKLogiOA5ZlrQ0LDRtUL/63/BooujrbDsdxdC8YfzQU0YwVA7OJTB9TMrYoqq7MWX8QeUqme2lU8IwV4/9CebA3bWlCatkMByeNZVl5UrbWLe/AC8/CpmwjuUm8A69yOfsLgJ8xRVH60rMuUaMwVgzwf8RRUZ1VETnyh9xat8RR0Vq3Xs+W6sjzHEai/qEfX8Z18To4KH9mMg4CEGw/C5qJNCG9ntaAZPGSMsUjGiXJXplROo2B+qvxb0s0EULYflZf0s01E55D5J5kd5m2oEkTEtvP4vbiz/QCesaoFmDmtGgU/pGPfT0yqo6dG/3LyPPc3XW1Ba20EagxJrBygnwBI+ymv7U3bSRJyGWdHSc4Dr7JeqazwlJJB3gGeADDfeQvbHkIIXCgefOe8VVc+sZyXMtGZZZlFRMBj2yumQzDaAsa5ubaPKX8IUcfy9lxmi4ptCuj849LeJF7AjWKLMugk/9G96hRYO7v9Ro9KE/PKSFdfBL/dmskz3N1VpXGJW6AM1fN5CapxBKzLMMOj9yTPM/9Qx+XlrvnYrYhuUmUGcXZdlDGEEaE+pBfFxVQwFdnVWFYkCefeN9gyWrKDR6npv5wjPEzpNS+POp3VljiBriWr1AcFUuZ7e+uCzcK/8hXphVugBNGhEo84hVugjqrVonL6yPWiEl0L61MK8KwYG/Z7b8cuFpggrguZVSS/XoojuMwkPSulwskNwn2RyjiKdPKm53M6CLiB/mXvvOQ1OM4zt1ra3I+f8jD0/B1WmAX/x+4e24VlqKLSBr/U0FpFNAX9o/87C6rquJZlhkrBsjQwrAALcdfpEz6U4Adezv7b3vLLsmQz0DT9Nv9iHeig8ISzBmf357cJO0Ikn4J0jQVhoXHUYk/uwOWZV/iUKS3aXV/ZVohhLSc3iX3xFwzaZqGYsIro69F0ewZWBSFuWoyDCNNSNXknTwpQ9PeWDFA96Bp+skQVdtAMoqiXJqmGPJ9/U9Q90PC1xR40ERlGMY/bJa6eOmhYPPM9DFl2vd/sqfr4jnC07CikEEpv6oYh6chGiTYPpprZlEURaNAZRutZWfbaf01/D40ijzPyR/Uf+5kJNcJKI7WuvXSYW/ZRVGYq2a1InIDHJQ8q3WPpumvLSx3UFhydpyWjXH/0H/dR/ILAQadNFFSuule2lq3SkWGQb5lK6jks0IQZZAHzQFiIQBsJYVhgekrx3tf1woihBgrhrf/mK/4Rz7dS4tjIqRaKYpiGKZK4MDbhr6cttB6jCB/yOvWhU3nL0/KlU55nufWuiWOiXWuTsshj/A0BMcPOijlrY1SiqJpAvolhKehOCrCQtfdczFyIU1I3dmm/zPS21QcEzmO44f4NE2NFaPeyHR3XYZhwMETR8X0NkUtAdSGyvzsLwBUAgzLw/KmLKpPyS0Tix8HNq8wDKQoiqkB+uIVL7+CMCLg48AjcBxXVvgbBbrdQOUS9yXooLCELuXzpTO5TliWbdJq+yaIYyIGSDF/Z2/Z3r5nbVjmmvmK/USapvAWw2wEP8QrM4o0IUnjEpT6oIbCD/HwFntlvc7zHCO31XNldxl0wOwtW1vQcBHwgzzeKHfPhWsZwzAg1D5/TAgISeNSORv79NkJIVDiqm5JbhJlWkFczO6yUijv2TnnD7m2oGFMpC7kCnUldU59M65kdxlm8uvNEijNCCMCBn7D0/Df7vB38RyEEHVONZaN4CQwV800TQkh/pHvbDvpbYp5QWVG8Y98hmGi80hf1DFzA0r0t55b/pDHV3F0Htmbtr6kC8NCtcRjpPeVw1gxjGVDnVWNZcNcNXFoC5qx8vjfbz2cHcfessOzECR7d9ctjz0XdqYgMuBnHGiNV2FJGH7UJ/P2vSos1bfRn0cHhSVCCNvPtiQOSOOSOCZ+e6e3UcBWGcZZ8VUcX8bVPLM0IfmH/kt1WBjoganC9rPKjKLOqsqMoswomD6Dt55/5L/e/sE8k7tXMjtA26N7aWFYiK9iqDxQFAX5ovgqLiUbRkXQZ9W55iHi6CKqLilsdpoK7oQQhmlORqPzyDvwCCH6ov6KE5K372GrVe+95Q+5f+gjJL8+L+xsO/wg/5xekec5vKKRfZqrJkxF25H56uLfADakriCeAAAgAElEQVSCaZrSNK1MKxBR1Bf1LMuqMXbUMNxdN7lJkpvE3XWNZeP7RraDk8DddeUpWRgWKvUWVJ69Ay84CXAarxxFUdbz65u8zt91od9cvd5yqLTx2FanKOpryc8dFJaKosCoV1GUtdrqdmvDomnaXDW/9+kbBfb+CE7o2xvLhjQuoW3D9DHagpZlWet0p1GkaYpWP2rcQFWBhaRV00VZ/3N31y11jht/btlzuQGO6qHQmYQNYBWWguOA6WMwJ4stW5Oaank99VCoK8KdtikCgfgE67/qr8KzENOvTfJiTUhuEmT6z8nxcJdn+hgsJc//lhCizWuvNEvzhxzkH4xZUBRVtbi7+OcRnAQcx3kHHq5tfoivBAgqQbbSQXxBQy82voxBKP+qc0CLyN60IUle1STkSdlYNqx1K03TSlHl30a9t1RV/B65V8PC1xKkOyssBSeBOCpiMpnpY+p6hcq08nlBtjcBl2JoNyC/hlQ+bIFQgoNQMXqGLR8kvoohvaXOqvwgX1dUBLQFDTYn+CwJIZhL5wf5+l4vvoyhmoxXXdkA4spwtp2qp1Xd2HRKwUlA9VDWejls6B14VA/1fBLW3XXrkhPegacv6dndE2r7S9AX9VcoiOltCh2p559afBWLY+JLCRC5JyjWIwFl+hgYdwojQvvDXl38XkBCjKZpdVY1Voz4Kn6csrgn/BDPsiycW+Eabq1bmMD9VPLRKMg9SW/T8Cy01i1UShiGgfaBOqf+b3dFENZp1a6imD7my9+WzgpLhBA44+UPuTj2xIUIQqXgPnxfNS+6iKqpIGvdCk/DioEtDAuweKFpGhoN2rz2UkXV2/eEEQFjgO6eW+62nsYnboAz10xnx9HmNbSj6uWs6DyCQqW28JjHoGjW8uKAkdKT4kCei6OiOCZWVTvU4p8T02EchQhBCDFXTf/Qh9Pam+9YeBbSva8xAAkhWCmarl3/yJfGW8/tpmmqzqrypKzOqsKIgHK8t+85Ow5qev/bcf3/FYLjQF/StQUNZHFugHO2HWfHgdQbTdPiqIhxcjBlzDXzYysDnEWdHcdat6BlDKsIeVLWF/Uu0RyAm0HFBKaosqpUdRy+EJ0VloqiQNruH/nhaRhfxe7eH0ZWowhOAvRptHntuyJTo4gvYwhqQRwXnlrunutsO9K4BOoz1HSwU9CXWhSpCCG4cxVR4svYP/SNZaMeVyBaYa6awXFQTzjCsxA89aaR2yzLnG2nsqhAmIRJx/MOUP6QU1SNjNAo7E2bempuW51bJTeS3qZwHpPGpTbrxdKEJE/Jb5YymnQO/SMf+4+iUaBmWL519wQej5CPdHddtBCiiwiyEZDmbOfEuvgX0CiQvqBcQVEUP8jbm7a763r7XnhWrhKwv3vXAxNCvH3PWDGq1izTx0gTEniw4VnYHQNvQnKd+Ee+sWLIUzLYszDv/vIn6riwlN1lyrQijUuElOa+1eIIpjXY2+Ko2Kb8+weQXCfKtMIwjDwla/Matud5nkODzlwzg+PA2XaqLUNL2+/0NhVGhHKu4g/yhzy5SZLr8oDdRtPnipFAqodqoqgBwXHAMAzbzwbHATjf0CN/fnE0hSUw+sRR8fmXDSKwCEvWhmWtW8ayoc23q3qHFLNNWXFrw1Jn1fgyzh9yhKL8IQc/AmZO0I+HGZV34KHBxjBMpdfpbDuQO2vr5Lr4V4BLPblOPim3Gl/GqF5gghDfX3iQt/w+dtEEyEF9q55Tx4WlAn5FQzyYb3CqJ4RUwQnqcHQvzXEc5Bq/pdvUKMLTEHXtl/orWEPh6tTyDultqswo1rrV1ghOo8iyTJvXMMD7fN4WcRpjp+3QMdM0pShKnpST66Rimbeck43OI5qmIW0uT8qgG7XP+EzTlO6lXye+1+8sTUgcx4VnYfUCyT2BYAzMDOEZI0/J0IpFJaf+4NqCxvQxf2fCuotfjD9LR3qb2pu2OCrSNA2JZ4iZlfqZ32m02sUH0IlhqShKpyl+kNcX9ewuszftun9S/pDbW7YwIqC4aW/Z2H3/4Am/hDRN9SWdH+L9Qz+5TlpuMcB8q7+ipnJtmqbegQcfSX6IfzNg5HkeX8aVZSe6YjRN64t6ywAZHAegPETnkTgqevtevSP1JsDFaJmHvQRzzYRpVv1ZIJtvbVhw1sF7lVwn2KA8+ftGoS/q0oTUpYx38RxQwfePfGvDkqdklmWZPoYf4lFXd3acN+c0uvhZdGhYKhCZWJYf4nGFVSW7ek3PWDHQn+SHeG2hXVfHvwxCiLvrypOyMq2os6q9ZYenIQ5v3zNXzdIxlqLYfha/jS/j6j74W6RQ2oKGFsvrT2dv2hjdVaYVdU5FL8pcNVu2f/I8V+dUhAFpXHK2HWvDMpaNd4X54DhAXbHdP2gU8VWszWtIzlCrrBiA8WVcRbjwNGypaQtti7dVZbv4fwBGzOFpaK6ZyrQCezO2nwWZ2z/02xRf7qIT0LlhqWgU3oHHcZw8JWd3GVZJ78Crk74wcW2sGOCHsP2sMq105jqV3WXhWWiumihhlQZRf+gP/CDv7rmgPgfHATfAVSZSKFdqC1p8Gb9JK4guImFEwJ9E51GWZXBNjC6il8IMtMmdbSdNU26AS64TcVRsqeP+CuKrWBgW9CX9XcUQck+w+RDHRHfXRTZpb9rKtAL3YQhJmKtmy4cl90SekvlBvkuU+j8jPA0xhI5vDRrP9qYdnUfxVZzddXtFvw8dHJaKoigKb9/jB3mWZcOzEGQ8qPLkD/nj1dYoYHKFVR6Odh0649YoG4bo21MURdM0UpNKn7SagVWmFZDUn7zYF5DnubPjQFVWX9TbHe5pFMq0IowIqBMq0wqUCT+wr4QQyweWAOQ9TB8DUjjGmTGPrMwowUnwSm0wuU74Qf7Lp/m66FA0ivwhJ4RkWeYf+eqsWnqBsiyc0TGu/lzpuIvfhU4PSwUmliYkhmEeuQONwt11m1RG0ttUHBVZlhVGBLTNf+Z020GjMNfKqWlj2SgaRXQe6Us62GX5Q67Na2XDvz2kt6m+pGOS412attBxCU9DTIz5Rz4/xLfz1mV3WXASBCdBxRU010yqh/pwhy88K4VfoXQJTQ2oIr0eciAw/5KWRBf/AECCDU9DWARhxpzjyhFXZ8fpTlj/Y/gFYakoCqgIcwOcOCo62052l6VpWl2LeZ6naQqZVGlCMldNY8VgGKZjHVHzhxwyQpA4StNUGpfkSZnpY+AZww/y7fdpyjE3hnmfr2Ce+0e+OCpCdBzmv96Bxw1wbz5IdB6BQE9RlDKtIHzCef0zxBPobrEsG5wE5J5AdakdnzEIPpmrZmfSXrr4GJLrxN1zoRQuT8rliOuUbKwY7q4bnoXd4u2/it8RloqiyPM8OAmEEYFhGFghYOHOH3Jj2TDXTH6QR3tfnpKhXdSxBGJyTyoaQp7n3oGnzCil1MJF5B14kOt/83GyLLM3bZTUEa3bPAHolLP9LAaT8zxHLMeU+xtPepeJoyKoCmBqYE72k9lS8Scs8UM8mPf4oDHSr81rr+yI8zyHrmvTxG4XvxEwAdLmNcjQ0TQN8XvvwIsvu72i/wV+TVgCCCHBSQD9U1ClzTVTHBXNVZNlWUxrY+NP9VAv+VB8Fp+eciD3BBU8jArpi7q+pPtHPsuy2V2mzCjtuPlBoadkN7xFz3v8q9vU2XY4joOKDwpfKJN6+54wLLxJubbWLZZlCSHxZQyhJhiFGcvGB8PSnzOHXjummEGwzLIMeuQgFmK6tvyTpk+hUdibNtvP/k27nS6+AI0if8izu8zasKCvCD43wzDqrAo9oUq/qotOxxe19H5ZWAKg21apoIqjojqnylOytqCps2pwEvCDPNIm78BLbpJP0h8gbRddRNA7sTdtd8/9zCOTewKJ1eA4wLgoP8TzQ7w6p0YX0ZtM6/whD04Ctp9lWbZ9LYaiKNLbVBqXOI4zlo06j8A/8uVJGTp+bz4IiBhFrRsEkT19SX8vE68oiuA4sDft9DZFqhdfxWWHiaKUaaWe/+lLOhiJwUmgL+n2pg3VvugiqjiKyozCsixMe993Hl38RWDEFTU6bV6D0D7bz/JDPJqjXQfIzkGWZdnd4/FSqprdZd6BZ66Z0Xm7W+RX8CvDEgBXSmVGKdnhLGutW+aaKU/KbD9rbVj2lq3OqdK4BJG3D6hl5HkeXUTavAZPP21eM5YN2JHBeUyb1z5gywi5HYqi3D0XinCYrsDIkTTxmhhdepsaywb6vY/ZQ3uvxVwzK3P0+u3KtAK5dOQ9r0OZVvxDH7YUiB/hWZhcJ+KY+F4hYWhP2Ju2NC5VTI3oItIWNMgvyVOyf+hXskPunotB/WYN4z+GT8g1+SFeX9TtLTs6j7rthw4BBhXCs9DdddU5FWMS/CAvT8r6kg4h8K4GXachuU7kKVmakHBg8/r8buSeVJ47JWv6c/jFYQnIssw78LQFDXxr7LysDavyjAhOAmvdksYleUq2Nqz2p5rQtZLGJX1R9/a95Cap78HzPI/OI2vd+ogJUKPw9j2mj4ESeXqbwn+zaBTCsPAKES66iFCflMal91rLpGnK9rPPNY3yh1wYEZxtR56S23H2VKYVbV7Tl3S0x6QJCQqqHMe91xjU2XH4Qd5at4QRAZsyfUmHKBGGbXGVm2t/6P6NIrlOlBkFRi/4kqhzqrVhVeEH5JdqGgyZtLFi+Id+d9X7ATSK+DK2Nix5UuaHeJQxhBHBWDG8Ay+6iD4pcNfFt8Ldc5t2gfKk/PxuleEOII6Kz+/zLvz6sATkD3mapv6RjyW+eeXNcxCa1TkVtTL/0H/zy6DOqeKo+MogavFH5keelN8bmfI89w/9iuqqzCj2lq3Nay+Zl+R57u658B9ytp0WZOi3Ol5ghTzfyODNsTdtZUZppyYJDgICAzfAxVcxLK7bVxwH0ttUmpDMNZMb4JwdB4mOOCZW50AIKd09/kwH4wVGFxH8DGGEYywbTa01Qkr5WmPF4Id4qoeCnTzbX063ONtOd7SlTeBjgq8EqLDGivHGB90oN4vliCvL0r00P8TrS3pXDvV3oazr9LwWcp677TAM88nn/UfCUvvA4C1mMK11C6tq030wOSQMC22VgBqFs+3wQ++gdD95rjzHXhK9ImPFeP74YJDTNC2OiU2sdyQWcJiGxR+E5poWDnJPhGFBnpTr8YwQgnIZuSfavNZmZE1vU3FM5Ad5abyUpIPl0rvmpYqi8A48aUIylg1+iMcgmjKtPC+0knsCNxCappUZBRGIH+QxeysMCxzHIe+0N+3WkoN3mXfgafMaP8iXyhowIB7k9SU9PA3xdnUXyucghEBQEYZ4mP5mGIYf4usXGOZbk5skOA4gzk330vA1h/ZHZwqvdNEm6hX7prCEXUt5bfwx3OmGpQ8iz3OYjKHIg3oCFibIJdTdWgkh4Wno7rnV4R148VVcLYL5Q+5sO8Kw8JlWbXwVPw9s+UPu7XtwVDLXzOfLrrfv1fcyFVCX8w689DZNbhJtXqNpuu6ykVwn2ryGYiASvveW4IDwLAQ1/13sDwR+9IFg1KvMKK+UpBHDUJdzdhyo1lIUhVVPnpKRVL3+EtApdHddiOmB3V49jrFiuHtufBl3++0VnB2H6WMQafBGgcDJcZy+pKdpGpwE6O+KYyLWI36I1+Y1a90KjoPulOs/g2r8vx6W0OYobx8TK2P1blj6LGDQrs6qGCwNT8NysLTW2XP33PoShj2jMCLoi3o9Mqmzal3m/PNIbhJjxYBuRctUBvp19VCEHnJFZsPMBzItdVatmivOtoMGJipjzrZjrn3E8jU8DWFf/d7tcHaX8YO8Mq0gV/P2PW1eez2wpWmKtIlhGGFYoGlampDKmMRxoJW3L/SAoq6z7RgrRrXdQ3ySxiVzzfQP/+8i02C0YqJZW9Aq30tUg6GCioYuRIHNNRPbu58+8S6+Hi3DUngWVuW76CLyj/xuWPpKZFmWXCew+WH7WXVOreclaKHTvbQ8KWsLmrag8UM8RVFUD6XMKFWLIjwL2X72q/bayU2CFV9beHGS1Fgxyh4PxyEJYPoYGET5h762oFWrrbVu1Zdsc830j/wsK62qYG/4rtNDGofOTZMKVDuA+Y06p4LOoC/qTX6JrZ80z5PrxD/03V03voox1YTyEQYt33saxZ/WWnwZB8eBsWIIIwI+WRQGsQcMToL/G+M8viqNUYRhgRvg1Dk1uU7wccM6j6Iotp+11i2oLZB70u3V/cNoEZYaBXYqFEVBTLkblr4HjSJNU1gy12/Guy+OidUUJwan8BnU99Qw+f7kWeQPORThOI57hZqR3WXypIyLwD/ynR2nkhsvKeCNIk1Tb/+P0dnTV/rx08vzNE2hUy6OipgIfu8jsP2suWaqs2p8FecPuTwpf9fs87vQKF8daPpoRNG9NEgTxrJhbVjRRYRw+G+vwuFpOZTGD/ElQ6FRcAOcMCwYy0ap7/4jtJFGAV3jNE3dXddYMV46nB3HP/S9A6/lb2GXbm/Z9qZd/ReHf+iHZyHGdMw109l24ssYd/u9hzgqgkAL3ylugKNpGnpObD9LvwDkvii5PwlLjcLasCreE3rwVViie+lPdhO7YekJoKzT1ONBWNIX9fqN/pGPBLYelqwNS5vXPnMC8WWszWtsPytNSK+X5v3D8gSEYQFO8+aaaawYyI0+cw4vIblOwtPQWDboXhrNmI9RrsPTkGVZY9lQZhRyTwgh3ADXmV1x/9CH0QaSBnzr2H4WzMngJKi3GP8lWOtWVQdWphV3z0UyCgHvoij+8swycmK4ZSozSjUk0Bo9FExE+UH+sfDeS2Mtxu38II8VufrvbzyQ0MtTsjKtSOOSMq1UBwhB4qhYvxGHNCGJYy1uf363cglqFI89pFGxQPmuj6nq3u6u6x/5WHzw/pc8l4/uWrph6QnS25Qf4pvq4whL0rgUnoXlcRpi+yCMPLFUCE9DaVz68LP7h74wIoCP9+Zi5+66IJUZy0Z4FsIvETPz7fudtwmQ/SDNLk/JYDB++NG0BQ2dLYgWgu7V4UNFsJiz1i1j2ZAnZfQaEZ6hkVPqWP8rKRTm6upLvTwlm2umsWx4B55/5MtTH0xwCSHBcRCehtFF1I5/mH/km2smWBXVbCI6wda61fKwN23/yI/Oo+g8sjbKGzGx6+w4uD06j8LTsLrbLz1gKIWrrmnFgBddy68VVDba+aTwyHmeV5NJ4qgIF7TXtgUUhTz7w3vNblh6glfCEtVDcX+AtJeCelAN0UX0sbBE7gnYDdBKaGcf6u66mB+yt2z/0Aepgelj6qM/L6FJ0jTP85dm7JPrRJ1V0fqGPeDn/SOEEcHZcfghHusasqXf0iove1FXMWzsxTER30+6lwZp3lgxguPgt6dQGB5osfT0UOCFfkyhP38oNYIxQwY1y6bFyzvwnG1HnVVRa0IoQlzEtHV0EaW3aYcaqv2jqPeWIKH5RlCiKKaP+XBlvhuWnuD1sFSvuuIbi71Ddc/gOHh3WGoU0Dyle2l9SW//y+buuTgHDCpJ4xJcoutf8vwhR6286Q/5Ib5+S3Qe0b20vWk3cc8IIVCDLYXGv6KhEp6GoBc/skUahb1lCyNCeBZCouazz/G3kOd5/pCTe+If+uaaCXsRGBjCns5cNd09lxDyY52YTyDPc3VWbbHe9FAMw0DO8b0IT0OapqERnNwk+qLOcRzdSzN9THXQNE330ngbpQnJ3rRRKW3HDLOLb0IT5cE/9JVpBRQh5g/qehBoHn94c9YNS0+QpqkwLDQN0MhTMtVDafOat+9VR+XUXk+YrHVLnmohzvESyD2xt2yUwp0d531iQrcphPWkCQlDtd6+19SOStNUnVObRMHVOVVfqvXJGoW5anID3HPt8OQ64TiunTFhQkibl6C1YZmrpjj2pIGXP+TurqvMKNKEZG1YTaOav2sx8vY9iF3xgzzWXIqiOI5T59TSJeg66fCKZYU8zxGH+CEerTW6l9YWtI8tN3meQzCi2vZhrKLaXHMcxw/x0P74H7IfOxktCeJP0CjsLRv3oXvpTxKSu2HpCcg9gZNQ/UaEpaYb84ccQ5112p4yrcBh9k1gnleZUeheWl/U4Yz+3rN191xsz611q2WxGL419UeGYET9oskfcpZl1Vm1aa3JskydU987J/sK0ts0OAlKwSGOqz8dIQT8rueqURhefu/GPLvL8BpRc/uRwIZ2lLPt1Gt9FEWh1oduR4e3oxCW6F4aCv1YlT48JBuehlSNVl4URZZlxrIhjomYeeo6+3Us3g5LSIV7aapLEP96NAp70zaWn+iZtgxLKHDVw1KaphzHtbMRhm0dKuyPOqTvBxwulGmFH+TFMRHq5vVn4Qf5pjAZnob6kl5/dd6Bx/Qx1exRfBX7h769ZcuTsjgqfp63Te5JeBpCYBCdOZiN1u+TXCfqnNqSRhFdREjv3hVaMCcbX8YY5/oMQePzIPcEwjzICMXRx3aUMCLIUzJEGjtQEwGUX26AU2YUCD0o08qHY3yVGKEPp86q9pbtbDste1TkngQnXZ2IToF/6LMsyw/ykOpviTRNS/eGTzOBu2GpGfFVLE1I9a8KwpK+qOd/ANVXdJgqCoC5arZTwYuvYiRJELj7/EYeimTegccP8kwfA03M5DqBH1LTFxvtkPot3AAnjok4DWfHKU3Y+hioen9yL5/cJOKoyLKsvqgHx4G1YaGMUwVLBCRpXBLHxPgqbik4G1/FwrBQBcjkJtEWNGfHSW6Slg0bSHjZm7a1YRnLhjqrvmN1++bcBb0okCYwTYKrCL0otp9VphVv3ytf108nUvamjSKeMCxgGkGd+7iOiblq0r20tWEFJwFmcvGqOY5TZ1V3z4WaeP6Qo/UoDAvvKol38X3I8zzLsjeHprEWfX5NazcsEUKSmyS+inHU6Vj1238XAeklUX0oe1avpTJKeE41KdkEjcI/8sXRNyhwSG4wLdEku/BVwH6cG+CwiPBD/PNPBFdYmqZIjKpUCZsdaUJ606C2HRBC3D1XnpL5QR4PiOVGW9CqKaX8IRfHRAxpQkBInVPNVRPE1iYuCcdx+Dm9Td1dF38iDAvo+dUtGeOrWBwToT4OQ/o3SkONolK2fsVV5JuQ3CTurmuumsKwwA/yFfFMmpD0RT2+jJOb5PP7g48Bkyg0TbMsiyjyGVt6Z8ehKAruZVQPhVaou+vqS3rlj47cEcpGdC9N0/SXXI1d/C60F5YahblqPs4x9FDqnIpVNTwLqy8SRVHagvYxDZiOAlytjBUDK11wHIhjojAi1A+YWWBfEJ6F0oT0ugZPdB7pSzrDMOKYGJx8RGu8fcAgURwT66rb0UUE6q2xYmDUDh8ZN8B9+UeWZRnMZJUZxd1zw7PQP/LjqxheTcKwUL1vwogA46j4Mnb3XH1Jx3QUrPycHSc4CcDa4ga4+lNUf2IsG8KIII6J+pKOa9Ldc6VxCeXN6CIq87CXAYNEBLDPl8U/gyzL4L2rTCvCiFBp/MiTsrVRip/+TSIApJiqIMGy7GfKoYSQ+hryhDKa5/6hr81rsBOTJ2U0MyqhgS6+HY2icwxH2g1LpVbYH1Rb4KoVVlaNabpJueeXIrqIhGEBLuZFUSTXjxlhmS/+Wcrjyxhr4iuZIjjZYDH9taZucp1Y6xbKejCa4od4eUqWp2Rnx4FwC9PHaAufkqV4Dlh1SBOSf+SXcf0kkCdliMbqi7q2UBq9OzuOOqs2rbNgCri7rjqrcgMcx3HylIxtgbvraguauWY2kQPxJ/DMzR9yPAWM5sBXfJ1MSAhBagI7q07YV5F7Amqls+NAJhVRQRwV1VlVW9D8Iz88Db+7OPE4t/9nB/OZR8vzHEZZ+qIO+df6+WMro81r+qIuDAvOtiOOicKw8OkX0UV7+H1hqSii86iuok3TNEb0s7usEuwDnpCPfzPgI1c6urYa2UnT0mjO2XZeKt9lWaYv6gzDsCz7A5zXRhGdR6AbYI0m949MbnvTpnqod1vrvgU0555khI0iTVNrw4JWirPj4GYoR5T8q1YtojRNo/NIW9Aw1IWeOU3TZaydVZ1tp7IHBLK7TBgWgpNAnpKzuwzMw8qtuCXsLVsal8xVE7qCX66R8UmgHZXcJNFFpM6qMNZi+hiWZbkBTp6SnW3nmxpRWZaVqsQU9SWXSnQRsf2sOCZK4xLLsnVCDeTwMdXED/HWhoVt0zcpaXXRyXgP5aFR2Ft2RQF8pGQ0HoUd/6WwVBQFIcQ/9KUJCUuAsWzgwHYPSjwvFRngqg4fIHlK/skp0VZrVnKTYDf6tdPyKIhpCy1cKuLLWJ1VtXmteitAAkTTAqZN3r5XdpVqJ+wf+UgUzDXT3XVBmgA1o+ILyFOyvWXHVzESU/AdSh7HtvO6S6GxbCAJQ4osDAvf0fb7GvwRC3Z2HGvdgh4P3kMo37t7bmn/+kUboCzLtHmNG+C+ZPsChx6mj0Hvs75W+Ec+5jHDszA6j8RRsdTWem6M2cW/jvcx8YKTAJ2kKlsCovOoUkX8l8JSheA4MFdNOCphbQWx9aU9OApo3ADHD/LWutWBg4EQWzTXzK/dZZN78pI7lL1lC8MCmknVnc1VE9tn0B2x49HmNXSVkpskf8itdQukarqXhm0H1MD8I99cNaUJqW6fyg1wcNqtCnfZXSaOidq8lt6m3oEXnUd1Yh4hBLqxUJ5NrhNugJMn5d8y8RpdRP6hr86q5fvAspCJ0hd1TO/+ZU3VN4GBAZxznW1c+ZwGxwHIEeB9/JYPoosvxAfDEsdx9SrNPx+W2gf05cA1Ah+soxaFEo3CWrc47ut1u/1DH6pZz3+FnkE9LAGgtvNDfF28hKIoKARaG1Z0Hrl7LqykhGEB62/151mWQdDTWDHQgzHXTHPNrJ4lPAvFMTG+jJPrBFkU3AqsdQsC4XjkclitUWgLGqTNv/ad+W5U74O1YalzKpwS2X5WGpe0Bc3esjSyxHIAACAASURBVMPTsHOzQAzzbdkMw0DVm6IoYVjozi39P/HBsFRRHoBuWCrRKKx1C9V/a93qWPvtLMuYPua9M6rtAFaKLX+lL+psP8txXFNYyvMc7unavIZ6UZX30L00JJ/9Ix/lKXFM5DhOHGsxap7neXgWchwXnUfurou4kmUZWlBVUgj55OQ6gdYq289q85qxYqDKl+c5P8R/wNiwo0DuSXqbRheRs+2A+ogQxQ/xyrRib9qvDEX+IAgh1rqFy8DZcTr269PFd+NrwlKappV7N8IS5qq+CjAhBcg9qf4tbyGk/nSlMuZDXj9IhfvmO+O3Tff/wBGdR/KkTNN0qY3907OQrwB0/+/o7cP7oOWvYJ77nGScP+TCsIByIqZ984fc3rK5AQ6zltKEBEdE/8iHqvRLhR19UVdmFP/Ir+igEM8FpaL6pKqPJr6K+UEeY2p4TMjZPeFQZJmz43gHXnm1dAZVqV00iupdtTdtEA2YPgZaqNwAh80Tue+Y19WoHV10AF5UyG0UTYvwF35kXxOWkpukYpAjLFX+HF8C2LA+bqJpuuoloJJe9/uCEo8yrVStIHVW5Yd4cVTkh3iO45rurEwr/BAvT8r1+3/gwBe+mp7pWCAMiGPid9Sp0OxpeR2XkgEU1RSW4quY47hHedxGkdwkwUkQXUTxZazMKKBE0720NCFhaKzlmZN7ArKDuWZWA7zCsKDMKMFJYG/a1ScFJdDkJrE2LG6Ag3JgURRZlrH9bJPeUpqm8FjiB3lpQjKWDf/QD06CTuCRfwzRRWSumaDswwedpml9UXf33OAk+NUvrYsvBEhb6pyqLWjunlunvOYPubPjVIUNiqKEEcE78L5qc/NdRbz4MrY2rB85jBXDXDX1Rb3pdn1Jl8YlY9lAoQB+jlC++ZIDDmlf8ql8K4LjgO6lv0nOABerf+Q/v0CT6wRXSEUQB6x1i2EYKBpgmwyXOVAP3D03uoi0BQ3TwcKw4O65rbU59j2mjwGhPLvLsixzd122nxWGBX3pycWgL+rSuIRIg5IREsdXKpBFUaA2aG1YyoxC03RLtuHvApzinG3HXDOlcamcAOmh5CnZXDWdbafD21FdfCtKouwfMH0MaETIvEHJroPtZ90990si0z/YW0Lj+jnRIH/I09sU7xrqeChfpLfplxydUgZ5C8qMwrLsNy03GTShR0VpQipVzv6A3BNlWsHlm1wn2V0GvYnSMYGm+UEe4/3unuvte8FxoEwrmPbN7jKkUPFl/NL7DE1CZ9vBaLM2r0njElS6my4GXAnevocKHhjhyXUiDAtgVzo7jjwp40Brqh6BsiwLT8Po/Av0DDsFjQK9KKSVMEyhe2mO48RRUZ6UrXXrF/lgdfElsLfsJhYS9rJN4aopMn3JdfJFvaXbsrdE99L21r+g8vCvIjwLoQf6fU8B8yd70+YGOG6AQxqEjg4KYizLOjuOf+SjwwHps0cj1B4K08cIb+psW9qgWZYp00p0HkFGyNv3pHGp0jzM85wQYm1Y7u5jpPQPfX6QN1YMZUYpisJat+Du4ew4OKXyX5rGAC8U9spQ1CiSm8Testtqy/+uNkmj3LS5e66xYsA5BU59LFuKQoG43+0A/dsAh8hYflT6MFdNqKhU+ZO372VZVtcA+rznQPFl2dJFhGnwf0Z86N9Eo7A2LKaP+Us730bhbDvylAxNVXfXrdQc8jw3Vgx9UcfqFp1HZSKFq2uIt9YteVJmWVaakOoyrC8BA5jRRQThc3VWdXZK9h0kYrHx54f48tJtFMirlBkF3HE4Ezo7DtVDCSMC3iJ3z7U3bXQfYURirBhZlpmrJuT+nqSDhDzvyoRnoblqwqMh6xhxl3chuUmgPSiOiuChoB0Fvlx0Ef3el9bFm8iyrB6WyD2ppKsrAQ54mf5YWIJ2yPOwBFWxbrbU4YBGuDwp/80VhBCCHrswIkgTEpZ70BOqyxpRCukIxpvkKRkGgJBdgFEFAluLk28U9qYN/0ZYyItjYtXnQ4UZ/4U/vb6oZ1mmzCjOjiNPyYQQjPqCWCGMCM+VO7K7LDwNw9MwTVOc5PNXmtwkxrLxRH+vUUABFgu6PCUbK4Z/5EcX0a/s2TQKEOvNNRPGE5X3Ll5acBz81pfWxQsghFQNGhTxYOaJGgPuUFHS6N6vUXx/X1jKH3Jn21Gmlec+7d6BB1+v7kXZsQiOg7rj318GBFWRT2R3GbIi2CahCGxv2WAz+0c+UiV1TkW5T1vQIGItjor+oY96YPXIhBB1TjVWDGVaQRcKVEy0lJKbBPRI0M/4Qd7ZdjDSgIwtu8s4jkMhkabpN1NJZUZ5iVsfXUTShFQXQClgA3id+Ie+u+eCwo4Irc6q9qbtH/m/sRSWZVl8GWN6V5lRQJfAaBR0b91d92fdF7v4EtSN7RGW8jyHwBXu4B/5VatJnpS/hMb5bhtAlOlbKBc0iq+lrnfxtYBaHcdxP+hLnVwn8NKtqKV0L43iGNVDPQqqNgpyT2BhhdDlbDvIeJRpRZ1Tm0TzsrsM2uRIBKEaTvVQ/BCfXCflFZvn3r5nbVhodPmHvjKtGMtGcBJYG1bV1npFOg+7QswnWOvWS+M1ENZzth2MWEnjkr1lB8cBzhkTeOltaiwb6pwKgyU4N/6wg0Pjg0f1isLT0FwzIXZXfrIsKwwL9pYNa5XPH4QQ/8iPL2OYoWB3Qu4JyrDV3cBJeelB0jQF3RmPhp005g5hz+hsO/aWHZ1H/qEfnob2lv2LjnLfMyzg8qsf5qqJr16bBwb+yD2pPtPn9N3kOgFBhoJQ6stfn3eh6077fwEsi0o19J9AfBlzHAeunb1pOzsO7DZgAIgrW5vXynZ6URR/5MAxUhOeheSeWOsWTdNNGXl0HgkjAlIf5IKwN8RjCiOCvqjrS3rdwg4EM3VWDU4CPDvDMFU7qiWS64SmaW6Ag/QczGTVWTW6iLA4ViRPZUZRZhRxTCzFZLFMYzZo10Unpiw2NIrkOnF2HGPFaOLN/02UO+Ie6rPHK3h6TwStSmz3vU8B/kWno5/lOA5aSpDXQjYJqczyh6HHH9h+lmXZ8p7PHgo7GLafhY8o/rB65KajeuT3HYPlhY0DavrwemZZ9nlYyrJMm9eqz1eZUb6qVNYNS/8X2Ft2k5LhX0WjNPmF55O5arq7rrvrYk/q7rnagqZMKzDn1pfKGSZCiDKtGCtGnufmqqkv6f6hjxyo6ZGlcQndTTj0kHsCyl99YRRHRXhlefseDIKhHY71DiyjV15BqZVHSFEU4Wn4eM4jgjKjyFN/qO0HnjKtBMdBdpcFx4G1bqG39OgQQVHSuKTOqu6u6x/6nUC8zvMcXlZ/7YCrobfv4SN474H5gQ4/4CwcnoXQkSmKAjPjmEspiqKqd4EyGl/GyKrzPG96qOgiyh9yjCWkaVpO+MH0pBUb6GOVNEJIdB49edI8J4SIY+LzbCnLMm1Bqy7pL4xJRTcs/V/QKIRhQZ6Uf6zz1yiwE7Q2LGfHAUNBGBGEYQE9HhifYwqbH+SFYcHasJLrxNl28GXG/FCWZc3Nm0YBgSKwVKtfoQyozqlVKsb2sxCJoGlaGBEQltDOlafkN6neKCc23UgIia/i6DyyNiyIiTB9TBMhKH/Ik+skuoiQFQnDQr2GiQqeu+tWgvSoQ3aiwu9Pw9609UUdOfGjLEgX34n8Ia/KdFVYepInURTbz36t0Hs3LP0vgAm4HxTojK9i1NOcbcfddZ0dB+zq+Cp2d11lWoGzHzyT0tvU3rLZflYcFcueQVFUVTJn26kriMdXMTx20XXHcBIOZ8epNB1gh6otaNKEhHqavqijcsX0Me1Ea6aP0eY1d9dtvRVtlAKp6pwqT8kvBZU8z9M0TW/T8CyseBwoIVYis/KkbG/ZP9gC/FnEl7G76wbHQT0PAImU7We1BQ2xn+O4Hyx7/n+QP+QY3qjCEmbV6zVbsJC+EN2w9D9Ao4AB+Q9KMud5jloZFhSO41C/VmdVEIuzu8zb94RhAdO+SEFYllVn1fgqhqJolmVpmsLdvHpkZ9th+hh7yzZWDNTh5SkZhOzHo/aMKNDDeFAYERiGaXPSQp6Sq9FaaUKy1q3oPHouUimOiizLchwHny105lvjj45qeBbam7a370EJ6fmfIFS3fAzoskMXPL6M36Un6+w47q5bytd2ALK7TJlW2P4/YrI0rS/q8B9BkZYQEpwEwoiA33ID3JdMyXTxCggh1bSsuWpiGAP/rYjj1dQ5N8B9SRbbDUv/PsKzkGVZc+1bRPDaRaOgaRojq3me53nuH/rOtqPOqeDmiWOisWygvK4taMKwAANWfog310x5SuYHebafhSxe/bUExwHLsuKoCKKBMqNgzNM/9JsO/BY6repc6b/ePl0+voq1BY0f5PVFXZlWUBusQoJ/6KMKJ0/K0oSE+GeumuD+tfP44LW3VKGFJ++Tiag/yO4yeE2hgyWOicqMYqwY/qH/SjAriiLLMmlccnYcc9X0D31wrtp8K74VINNjNAqMGKyA4VmIsTNoGEJ9wFgxuuzfb0UTQTy7y9DEfQnqnPr5schuWPrHkT/k2oJG0/TPykIj9Wm5sBaNIjgOjBVDGBFgq+of+u6uKwwLLMvyQzwmNMOz0Fq3nG3n+TSMu+uWrIeXj6qdA6M5MI6MFeNdazEMgcQxURwV67Jg2E5yA1x0HiU3iblmWhuWuWpC6O/N2mmapsFxoC/p3AD30vkEx4EwIgTHAZZsUBNLnnT1OLepd+BBlZgf4jEdZW1Y/pH/vCSY3qb8EO/uubDihXRT+2/F30F8GUMLyt1109sU6u/I7TCRLU/9XLv0/4E8z7EDYPqY4CSATiuE55+D47iXlJTfhW5Y+scRX8XCiKBMKz+7qUSe8co2Cn3+8DREVuRsO/FlDN5qOwM95J6kryK+isOzsH6USn3vRHKTCMMCP8Src6o6p4pjItVDsSzLMIw8KSMnC8/CiiYuT8lvsh+1eQ2JIEVR4pgI2vpzhpW9ZcuTMvI89KKQZUoTEvSNqj/JH/LkJonOo/A0tDYseVLmh/immRL/yIecLnzoxVGxE233GoW5ZkoTUnqbQoq3Ctv5Q469SNdV/buR3WX4vlT0v+Q6ic6jpi/U833Sh9ENS/84IFf14/P2/CDfvuiqsWzQvbS+qDMMA3vAzkF4FsKHEKXI/CHP7jJj2RBGBAQneHCEp6E4KupLujwpv37+eZ6zLGusGMl1gsCDAiDTxxjLBqa1MIqb3CTSuBSehdXdSpVbioI+BcMw0rgUnpZ/UvaoGiWN+Ml60SjEURFm6t6Bl6ZpE3uwJZKbRJlR0jQtx2O/H+SeMH2Ms+Mk1wk/1HyG6Dl1w9K/h25Y+peR3WXimCgMC51QwYMgHnKX1+9fWWCgLPZ3TrJNoN31mJfkubFsODtOfBnHlzGsNJDQYJjjTYlIcA7r70me5+FpqC1o8EBi+hjQ2aEPW//b5Drx9j15SpbGJX6Qf1JXHBbUORVqBc/7RhjdtzYsY9mAyUg7YclYNiAwJo6Kf2fcSl/UxVER2rhNkk4FEr5uWPoX0Q1L/zIgYYBx1J86BzS3qB5KHBPlSRlrqLlmQpLnJWlwbUFj+1n/0G/52x+EtW4xfUwl+EbuCXxvwTXwj3xCiLFsyFOyOCZqC9qbnQ+Q4+PLuOVbEZ6FkEYVhgWqh2opEVsUpVqEf+jDnkMcEyv7ZpBE1FkV1EGUWfxDH8K45poJ02t+kH9J6K8CqoVQ0xBHv8XduA5yTzD1nN1l6qz6PPx0w9K/im5Y+nfRKCDL/bODhxiZgiRrfBUHJ4F/5KuzqjQusf0smNZNKwtE7dRZtaPKd/5RSedD+1cYFioOXpZl3r7HcVxZLG2UvoXtLNwlM2Lo0ZG95d2sDYvupSHO9PoDknuCxhLe52pEH3w2TFXzQ7wyrfiHvr1lY5IfHuqvLfGNguM4b98z18z4KmZZ9rvHhmCjk6apt+8p0wreTEJIeFr2BcE/7BACYRdfiM+FpUaBkYvy2LK7niudg+g8QofmZxd3e9OWJqTsLkMv5rHbcU+ii8jasKD+YG8+as/DvuurZB+/BN6+h6EohmHqHKTSIZDjWJb9WA8PU/QMw4AoD6KgPCUj8apmmPRFHQ0kYVjw9r3XxqGePjiMRUDPw3BJKba0ZiJ/wj3jy9hcNWGyDMa5vWWHp2H1kbl7Lj/EeweevqTDyAb/bRkVsrsMVlVNorrvgrlqGstGURTOtgM2I4rSkGsDSQTOjR98gi46FR8PS+SeqHNqE02Q47jwLOyoTe7/FsaywXHcz+pSQ+eRpmms6eKYqC/q2oJWX77zPEcPHyoPWZbZWzbDMB0lcyCMCOpcSdkITgKO4zAaTPVQ2rxmbVjylMwwjHfgpbfpm6aFTUCyAg5Ck021OCqaqyYGivEUeGp1Vn2xoPcWrHWLZdnwNLTWrSdvcqPwj3zEkuA4cHddaVwqe1SbtjQh2Zu2u+ciSQLVEPoaTZvR6CIqdUVZlmVZa8NKb9P3rgnpbSqMCE2dOWfH4TjOXDOj86jKAvUlPbnulKGrLr4EHwxLKKA3fYWqL9ITJc0ufgKEEJZlhRHhZ08Dw3fqnBocB8FJUDnIaQta0z0JIc62ww1wyrQijUt1KvCPI3/IhWGhPn5krVvSuOQdeNDCAT8bHrj8IK/Na8624x147TNNIK7DMIwwLNSZC4CxbEQXkX/oawtaJY4uTUgfeznGsqHMKMlN0iQIHZwEwrDQNFsG3z91VoXDZ92AA9NO3r7XFHL8Q9/etIOTIDgJ7C0bCrzO9mvq7M8BxuOTzlyjkCYkbV5D1OcHeYyFCSMCeJ7OthOcBD/L7uniS/DBsBSehtWXh+lj5Cm5UmumaboDO9X/N7h7LsMwqIH8IBCW7E27viSRe/JSyAlPQ0z1m2tm5xSEo4uI4zjYpeMWaULCRp4Q4h14qGgp04p34MHxlhvgUJdrc5WE0bs8KUPC2d601Tm12vZh8VWmleAkKMNSD/Ux2Q5CiDwl60u6u+fWuW3o51kbVsvgASmN6Dx6LJo1Cm/fA1+8/iqMFaOpQUXuibPjwPy3/ZjhH/rCiPDkOmkUTB8DXkaapmjI+Ud+fBW7e66+pItjYmVCaG/axrLh7XtddaLfiA+GJf/QL4NQLx2cBOSeONsORCcpivpBSdAuAGVGoXvp91aTvhwo4kFUmx/k4fjQNMQK0wp1TkWpB+zqDrmEcGHrizrdS9O9NKTKoUpeP8Msy5wdB0JEWZapcyoEchiGqYzhX0d0EXED3ON+rlF62kbnEWpllaetPCVjL/ixDxf6PdF5pM6p9aqGf+RzHAcetrPt+Ed+PSTAtNDasKpYiMJj1f+DRq06qzJ9TEuPUDhtt79hhSFI/aG8fY8f5HGLt+9RPZQ89TgTVrkRmqumMCyghYa2n7VudZUg/gZauWJ+DB8MS8FxgK1cNSPp7XvdsNQhQPPjh0Xw/sDesh8JAr1lvx22sNVikVwnmK9ydhwY6P18HbhRKDMKCAjw9GT6GIZhypdAUaVJWm3tTm9TfpC31i2YdOQPublqShNSO99V78BDvwf/ja9iaUKie2ljxQhPQ2PZMNdMcfSRU9fmbHLLJ0LHURwViz/iGlC/RQWyOth+VhqX/CMf/GzvwMPJ4HH0JV0al5D9pLcp/OzZftZYeTlBf8+aZa6aTV0rOBTjQcRRke59Uc8wPAsrby2YMnTaUPYvAnTxcTQVOZCk6kt6aSvTQ1E9lDKtfF7594NhKcsya92qb7jsTRuBiuljWkufdfFXkD/k0EfokEFUNAkoitIXdXvLlqdkYbgUJBbHRLi1FkVB7om1YWGT+9yb+e8DtTIU65LrJLlO7E3bP/LdXVdf1KUJCcVGZVpx91x8XfOHHCpzyXWiLWjgjzWbFj5F/pBHF1F0EcmTMvqyELvLsiy+jKEJy/az7q5bNAprw1LnVGlCUqaVD4btRmGumdq8pi/pqEmaayYsP6ANUb8vvK+w4rD9LLYO1a9Ytpwqi69i6Fmkt6k4Jn6Jz2SWZUis6zeWUvGbNrj4sK5vmZnh1eF/5qrJ9rPqXJew9xGgfVhthuQpuRqjTq6Tl/yIP09W+pq5pTRNYRRPUVR3kuBnAZkWdU7tELcC+LVI42V/nhASX8b2pl2JcIujIhagLMuwZ/9xqaSiKGuJ3ACnL+lwbILGubPjhKdheBYGJwHiE8aJ4M2B9gl6MKiDSePSK8UDFKaEkSc0B47jlBnFWDb8I9/b97gBzlh+tLrP7rIPf7LknigzirPtQB4Jhk9VIIEmISxQqwphcp1gNNg/9Eu7HULkSRl6ExC20Bd1ck+8A08al76kXFZGuKdhKb6Mm9ZBlmWhnxSeho/P2yikcakaDZanZH1RtzaelFLjq9hcM/Fi6yeMd6BD9nOdAHfPbeK1yVMyfuVsO88DEsMw4pjYEWEJUl2ob8DKrCgK/9CH0PK7Dm1ekydlbKuNZQNmbuaqKY1LzrZjrpmVw1t1VHf78sPb98KzsH5LdBGFZ2F0EXkHXnwVg0SLA4Oi7p5b17uMr+L2e7zRefR5Mnee58aKQfVQ7fs1fDeS60QYEZ5/1ck9CU4CJFIsyyrTijgmCiNCJ/BlkusENufRRZTdZeltGl/WLGj/9Mm8Aw+2s/wQj5eAgJrnObkn8FJS51RtQXspkBjLBkyDIKhalcExrotxKJqm31Qwavd13STKjOIf+vKUnFwnqEPiV6h3YcAZTSZEJghB2Zs21PaKovAOPOi64l3Sl3Q4NBrLhjAs2Fu2t++9MpabZZl/9IZVfMuwVBRFcBJo86WRI9VDSeOSPCnDQIsf4kGmd3acula9OCbKU3J9ZwAtdqqHwvAT/hC+JFDH4Aa6BoMlSse/GlD7LWrFebafVWdVLF/xVfwlohufDUtpmlY1GZqmK+pXfBmba6Y4JrLvQn/5L8dx+Bc/YBNd/YB5uvot5T3//G3d9q0Svvw7R/3VPP8vwzBQ2KwaFY8H0PvZA5M0nZOwegfeK57K7m65HcM+q0PYveAFCMOCuWo+HmtmeBqmaZrdZahuwYXd2/fS29TetDmO0xa0NE3tTTu+iiHjDW5YS3FulKqcHafyA5QmJKy2dC+Ngom37+ERYHXTvsVfS4SnoTgmmqumtW5FF5EwLJThoVHYm7Y4KsJDxDvwuIFy4i27y8DvF0aEPM/BGHR2HHJPQB3ES8uyrOJiVBe2tqDBCuHJOZyFIMGzLKvOquaqCSZ9qUhbFMXLYQmnSggRhgVrw6rUclEB1pd0PDLDMMqMEp6GwUlA07QwItRJ7bAL0hY0WEHi8qN7aeTuGFjmBjiMi334rf530CiS66TyTa/CUmXCJI1LyXVSSgN/ET4VlvKHvDIupCjqu+nIhJDkOsEUetlrTdN6wpjcJPXlzzvwcMSXcfXzDx7WhqUtaOaqqUwr5qqpzWvylPzlhzqr/qzaUBNQr3uJNga6mjavhadhh1Qdi6Ig9wSzq0/e20kZbrYgUodnYXQe6Ys6XH/cPRdVeGfbEYYFfpDH1AQSiJYvLTgOGIbxD/0yLyEEvI/8IUdCQ/fSUFMVR0V+kKd6KHFUBFvkIw38RgH3W3lSDo4DfVHnOM4/Ku2u0QKUJiRlRuEH+YrMHV/F4pjo7XvI+TD4jPFeYVioX2lQmTKWDfTJSvRQ8qTsHXh4B5BUSRMSvOERACoKiTqruntucBKEpyHMpVq+jic6T63eVcQnGBNjvKz6LbYCFEXBrxnfQaaPUaYVMEogxYv4xA1wP85l7RCYa2ZTWKoMzFiWxbJjrBhwwvz8031C5YEQa92qqr3SuNT9CLtoRuMPperlKlZVre4coB+mLz2VUWgUyU3i7rnmmglfQdjgogTH9rMowcGNxt11Ydb3fPWsVJewPmKgx96yIb7wyMC+J8hgxFHR3XXDs1CdU+VJWRwTOe4jZuGYTLI3bW1eg8ESVhn/yC+K0rsdFHB7y8b2LrsrmU24MTqP+EHe2XGcHYcfapZ2zR9y5HYtWw76og4tc/AtkSAm1wnUy4wVA1NHYHOJoyLDMMFxANGjpmfR5rU3mHV/Hjk8C5/n3/6RjyoL3UtzAxw/yCM3xXm6ey5YlzBE7pyqw8/ilbBUxw/bAOYPubVuoWQESpK2oHn7nnfgtXQw6+L/CdR2MO4Dt/Kma6NpM9shCE9DaVx6pYaTpml4GqpzKgvDjqvYP/JROXh9t0juCfpJzV/oHgpqe8r0kwHV+CpWphWO4/RFXRwTIeQDRfAPvCi2n4VtLvxGq96APCU72059CQaZUBgROI6DUgNGnfRF3Tvw4ILRcqsRX8Ugv9VfnDQhSRMSP8irc6owIrRoLDUKNKvKNtuUjMQrOo+4gcfEKM9zZ8eBne57X36FPM+9A0+dU+ufArYUoMizLMsPlSMBzo7z41WW9x7mmomluOlQ51QMYMBk680jPAuri9lcMzGW93pYQvL0+fX/4+O0jwyNHgo5b9Xe6KgR/S5+DI2ydSRPycayYSwb2OnD3a5oFNh9d+Coo7PttKN+BHo3woY2r5USO6/eH4QUe9NObhLUnNM0hRsFwzBoL/JDfHASVN8gNIFQVcuyLH/I9SWd7Wff+6KQe0GJnOljwtPQP/Sxp6R7aXvThk4r4O65IAeyLGutW8aKYa6Z3ABnb9mQLnxlR5znOWIYy7JYHKAmhUzoba52o8gfcjAX4suYYRhn20EPCanMF5Bi/lgjxlexvWVzHIewBCYF5HeB/9i7XpDo3Th+wbDwhgXDgmHB4MDgwODA4MAgwyADgwODA4MDgwyDDIMMgwyDMIMwgzCLDIMMgzCDMIMwgzCDYcGwYFgwPOHKfuFz7zzP0/fOO/W83z48vNx73t/d9nyf5/v9fD+f7yxLd2tQf6imHxtGkfi3xZcqFhDGpoEjU4Sl4DIwNg332IUxCip2QOdNAp8JS7gwV7fV+wAAIABJREFU3iOtVyoVZUEpN0wl0EFCD9LKgqIuqRB2c49cFEusHcvYMLQVrQdXMMiwtZrAqeZIAVEU9XE7EQSwKYoCB4xhGGFSUJdUOFKnjynqItARF6dEdByjuuOdeOljCs1A58BhGKZd3iYaYEGsKso2CKtoGUblSV1SUV5ihpjKQI0iD7lufpyXZiVzu1m3UDPE97G9bwuTQjHkeblFHgHaoYpdizQrCRMCPUh/UZN48pCAdKMuqa+279XcOXTaHeFV+IlndTi8Ew9kYHR5v3yY689/mOISMDYN7EOKsNSA9DEt5v/Of6NP7paSJDG3TX1dLwaaG3D7kyXZEn0H78RjGEZf140NA6pl4pRobBgFQaBBLq8XkKapNCNxI1zhVRheN09YFXAOHRDPPl6NxXcxTdOgIwcXgXfq4SLClC1Oi/q6juSJc+DIczJFUfK87B65zoGTPWWo5iK1wjCMtdMGazy+jyHmDb8ofV0Pr8KCHxhcBNauVX85OwdOcBHUqtl/zXaxqWr6HZOHBH3BXTTl8899JP3AkQPp8YuKPYQQ98g1NoyfVdzvWRibBlRPezosvQV8z7r1aiX6APF9rC6r9CCNFah/5kc3kb1vYxWM2nhPkQbzvEaVRvuOPCfL87I8J4NrZ26bb6UQ8BRjw5BmpX9mI6ObCLUceU6GM4Vz4EBvO7wOjU0DGxdpRjI2DUiGs8OsMCG87frix/kGA/WPEV6FNE0j8slzsjwn19aRa7p75L6XdUEHT9EBIk6LTcMzIQSEBW6UE6dEZVGx9+ymnPh2kT1laBB0j91voGt34g7V32igPNj7trKgWDvWS5Zvw+jFsFSiRAPg841VNjq3hAnB3rPju7iWEJgUujJ5dRFoHjK3TexOsiyDAKi1Y2mrNeE4lOJf5q9qLkwIrbgfISwhR6+tauqSij5chmH4cV5b0cLrML6LIbPLDDHeqYeaP6xA4DoBy3Psutooy1VzfV2vrzpoq5qxaSBdiSSesqiAbgeanH/mM0NMeBWC786P8+91lZFn8iqlP1DB55dmpfA6LCf6PkB9WIpuI7B74KMGIn491aDzi7oMSyW+BP65D/6LNCN5J150G8EuCC52MLLrQbJD9pQxDGPv29DBS5IE8QlzK0S2oAUgzUrhVQjHcZTl//ni4VVIURT6QIs747vY3rPlORleGEjx+ed+rXFqRgJnTFlQEMPQ+PlBW8/HQLcsNjcsy6Lz1DlwrB0Lze8sy/JjPLyjjA3D3DbR4ftxpzP6zyqVCjfKKQsK+tlrAXhFK2nWvx31YQnqiE1ZBTVl/Z8iiJco8U8wDIPSPYwG5DkZyjTaqkbTdEPXS48guAxQ54fKgzwvS7OSutRoFOSf+4W7nbVr1avdvItqrq1q0qz03vyePCTwakIezzv1IF5XqVToQTq+jwkhsGLqypWfV/PopuZUBCc9MBq0VU2ek9FXC7eLFzGI9wHWNUR9qD+UtqLhV8ZeWVlQekS/o8TnUIQldBn65z78VupjEsMw4Ex2/nZlWCrxVdDXdYQldVnV1/SiOdTcMlEy6bUMXp7nSZJApC66iaCDh+7Rt+t9WDHx4zzyGP+cdgkhSJ19/LA0TZ0DhxvhWJZFNQtbkC5SCd4iuo3CqxA1f9A9+HFeWVDQP+QeuS3ONWhaEiaFQssH6BH53RKfBrxy2GG2oClC29Det80tExLG3qnXLaGWMiy9C+fQsfdt9KNgmV+u+NqCtWuhf15f14UJgRCSJIl36kGITJqRekdtqAB5Ju9xjQokD0ltkq3m9r5N/aH4sX+b04fXIT1It9RzU83hgQTRNnqwO4mRVgDVO4hZaCuatqIV6kRtvMJjGt/FmMgqlQo/xgcXQQ+2AZRoA9UclktNfsdq3vULuQxLjciyDLKbkAizdi1rx7J2LHaYZVlWWVCi26jMlbcCiMiB3YQajL6uK4sKWna6pYrdXZBnglpu0QLsHDjQSC0eAwFWpLbQdlqYtH4AqKKYWyZaaLMs+wfvq5pjWkc2vxtfrk20YzYKvdSGOSu6jehBmh1mISNUokSLKMPSK/jnvrKgCBNCTbbrNZKHBFKV4pRYsuE/BnkmaJVHLwjYDf65zzCMuqz2rFEkIaQQPmgQowRxAzNvfBeL0yI/xsMm9Z/ZyPQxFSYEiqJqxq8MI8/J6rJq79vRzburHKyEWol5P4xqbu1aoJv753790UBHF8SKfvADlvhdKMPSC7wTjxvhjA3j45CTPqbQ/y4j0wcApQ1cLxDJIHLKsuzPG6J/COfQoWlaXVYhXQo5ahCgYXWB+j8s9SqVirL4b3k6mGTae3Z4FYZXoXfiQXAIfj/o62qoHsEP6YtEDbqM6ktJHCKB7tGLZLixYaDE+Al52RL/T5RhqQbogzkHTitJcEKIc+CU/KKPYe/b/DhfNDSoSypN08pirwtTwWyp6PaHbRIMZyt//Q70NT1NU3leFiaFVsgI0qxU+PMWQK8oTiR6kC48hPBX79SDVGh3v91XgBACNSn3yAV1kB/nX/RVn4mxacAjtBUafYkSZVjK8zyPbiLYB7xN3DmHTs2WpgHVHNqjPVi37xX8Ld2j246maZZlezZ9VyC8CuX5JoJ4hJDgIqhl9gYqNE1zo1wrKhXhdQiWRyGFp61qLyZM1RxkEHVZhY8l2qGURYWiqF5mCqBeSJ6Jf+4XXMHgIoBN1KtLCc28FMWybOc6niX6HmVYyvNqbm6Z6lITQbP4LoZGDj/ehGqVpqkwIfRm/01PIX1MvRPPPXJ/geBYNbd2rA8MLc0tE4xnaVZqkfQMhz1tRXOPXPfIhXEDVEEbgl+SJDAPVBYUGNl1+nW+DGmaqksqqm7o8cLlo6/pzFBzGVnITLQYy0v8n1GGpZo9WpNVfDW3dmp+9RRFNZ2DnANHmPwHn7jEb0I1RxNG0z/CXFVZVILLoHWJCoSlhnwvIaR5bbKam1smmn56k6wI+Gd+pVIRp0QYQVF/KGVRMbdMepAWpxvTlTVUc2OzVmfq8fpiiZ9FGZZy78Rr6sSRPWX1bmZNlTGzLEPW5Vs+aYkvB1RH3yvOJ0miLCrt7vni+5gf58VpUVlQ4MD2tnspTVMIliOhB+vYf2or/CCSh6Sww4DvDvZJlUoFtkxN2YnkmRgbBvWH6s1m6hI9gv99WKrm2qrWtPfeP/fRNVJLPow077Q3Nowu+JKV6A1kWVYZqIDFbu1Y5JkQ8tJd5J/74pTY9nz615CpUueWyQ6zxoaRJEntxau5c+DUGumPXHaYlWalXuaGZE8ZrElgmseNcsqi4p/7kCCiKOo9Xju4eXBvKrmsvwLwYKyNumJnmqbo6bR2LGvX6uIOuAxLubllvi3DEkLUJbUyUNFWNfJMoOrWNKlibptlWOob6Gs6PUjDIEqYFIQJQVlQzG0zuonIM3GP3Q9E7T6AtWvBeZYf5yFABztUZohRFpTwOkQESh4SaDNXBiq9fFKBeodACzEIbUVDPxZ83ysDlY/brbDUEyaFUpSox5FlWb0/+otSSTVH3b1AF3fAZVhqHpaCiwCy7eDgOYdOpVJRl9W3zKgyLPUT+DGeYRhj07D3bHvPhiMffF21FQ1qs5942fguhu8U/pskibVrKQsKrNUoilKX1fA6BNkPFJterr6AbseP8eqSCr9deU6GEC0I9NqK9o/PX1dnKiNTLyNN08pr1AhB1Rxnb4EuNk2XYal5WIJ3vTAhgCuVJAm6Kd+m+8uw1E+w920Yv8LIFTaAxqbhn/mQT/0cwR3yFg1rySzL/HMfm/LKQIUb5ey9moK4d+L1MjVcWVToQTq6jdDUBVV4+H3AsqSVrgn0M8GqvKwz9SzIM9FWNaiZvApLee6f++aWCVWUMix1FdVcW9H09VeE4PQxRS4Fnfn2nl2j5A1UCgHdAvK8XIalPkE1t3YtZoiBtGj2lEFbVpgU2GGWH+c/naYARa3pn7Iss/fsWoaEpmma9s97WkEufUzh/FT/If0zH+rjEFhqUe+8YEDw43wZmXoW5JmkaSpOiThL68urMJuHw0UZlrqHaq6v6+rSq+ycf+YzDINiQMMGVp6T6wvRkFArr6g+QPKQCJMCPUgzDMONcMwQI0wK+roeXATukQv/vSIL1y7gU/7eX91jF62m+pres93ZiNNpmpJnghmKHqTleTm4CJIksfdtlmXhe6uv6w218Y+hr+uVv7anX/oVSnSCgrYjz8v13RHIBEDssQxLXUN8H4vTYnFACSHaioajb2wYyqKCgeYMfuxV0h+8ox/64CW6CXQXidOitqoFl4Fz6Fg7lrKg8OM8P8Zzo5y1Y31OaworzQ+uWHlOFqfEHpeld49caVbix3l1WYXsrDQridMiN8qBJm5um+qyKs/LWZaZ2yYyn/Fd3AqfEOqCZZ2pl1GEJXVJrV88ISz13G6JEPKBCnLvI8sybUWz92qS4eFVCOZJwyEOr0Nk9sxts/bEp0ycFkuZr/5AfBfzYzzLstKMJM1K0oykrWr2vo2OnE7qH96pxwwx6rJqbpnBRZM+XHqQ7n1JVrgMm1umOC0ikaCv6d6pF1wG9p4No3RmiKEoijwT/8xXl1WYPVo7/yaJgG4OBoR/5gcXQVsjvo/h3Bheh+0+txwfjPolxW8KS+SZ4IxsyG79LrhHLjfKYd7BUWaH2cZ0SjW392yarhmMZlmmr+n8GP9743GJV6jmYNwZG4a9b4fXIaKROCXaezY7zH5OzgMVY3aYVRYVeV4uJMOLeiQyxr3cOZvneXgVMkOMuWXm1Tx9TKObCM1JLMvK87Jz4KACh2OFp2RZTWGdH+Nb2QOhoZj6Q0EYsK2BpCvLsgiN5ejWqD8ti7CkrWivyoo9F5aquTRT+6yVgcovltOu5qASIcYQ8k5mHD6M1RxpCnG61FD5JsBCEKULZUHxTr00TbMs6y41wDlwGIaR52VxStRWNZRSrF0Lu2dl4d8GFm+RJIk4JbLDrLaq+Wd+8pA4h448JzMMI0wI/rmPVGE3v8YXwNw26UG6fqGGBi9tRVOXVHaYpQfpykBFW9FgYJqmKWTRjQ2DH+fNLbOlt6nm0Aw0t00QkXC7R0b6mIbXYXgdNtzvnXpQT4cTSofDP/NBBMWwdizv1PvBr1z8OC9h6bX4QG+FJUKIc+gUjRctskJ7FvApkGal4DL4eNuXJIm+pnMjXIsuGCU6BCEE1kTmtol2H2FC4EY5aUay92z/zI/v49YV6j6ANCs1EBP8cx/rj4aaYutI01Sek6k/lDgtssMsP8ZLsxL6ouR5GZdPj7tXILKK02KxCCDPhB/npRmpliqo5s6hoy6r2EJpq1p4HVq7VngVIscgzUpd+YFK/CCKsNTQUd5DYamISfhAn2t97zWkj6m1a6F+28TmuZrHd7G9b6P2UOrgfQ9gbcWNcvVK7elj6p/79p6trWjitChOicqCYu/ZQQdGc1CiEyYF99hFR06e58FlwDCMvq5/elsc38fqksqNcv6Z7x67WAtLMxI3wqEdpFKp9LQGTzXHlc6P89aOhY/qn/s0Tb/tLI7vY3lOpgfp+u4u79SjafoXiMeX+BBFWBImhPrLoYfCUnQTFcoT7DDbP+dcNXePXMioiNMihrltgivFjXL4bx/E4O9BfNfZPqaaOwcOP8Y3tIvFdzHyeBA2LZpmuBFOmpE+ZzUCJh43wgkTAjfCoUyiLqnilNhiF85bhNchP8bTNA0TPGFCEKdFc8uM72J9Xa8M1EwFe3fP/beRq0jU82O8OC1yIxw9SDf9ZfH4opikr+v8GF+pVJqamZX4Rej13RIhpPBIrlQqsPbKsqx3r652EFwGwqSgrWrGpqGt1pS+IEjjnXqoLZVoBVhTo4hibBjhVdhWO0ue5/Fd3OgpV83dY5cZYqg/FE3TRX8r1CSzpwz5vc+sk6o57L3hj45VYWWg8ulepfyvORM/zmurmnPgaCsaN8rRNE0P0uqyCmUH98jt2TMKVoTSrBTfx9lTVm/qiLx9cBE0/Kb8GF+4yOtrOk3Txoahr+v8OP+rk/wloMzbu7Wl8Dos9kn1rabKgvLrG0urOZL+Jb+uQxBCGIYRJgXn0IFyGrYL6pLqnXrYRX0couAHoS6/8srDngaKNdDP5Ua54q/JQ8KP8Z1cHu6RK0wI7DDLDDG40cmVBnEQxCEwArxTzzl0sLETJoReTt8FlwE9SKNWFN+/tB+laeqdeNqKxo/z4KyqS2p0EyGzyjCMc1gTaRWnRGaIyfPcPXbpQbrkB/1qmFsm5AUaTDKjmwj6Q10U3v1MWCpUKN5Cmqmp8adpGl6H4dX3jeQhqX9HJF7IM4nv4oZHpo8pISS+i+P7OH1Mk4ek+JN/5qNxMs/z8DosZo2mhxtMMLxpfBenj2n6mOId3064xStkTxncxGtveh2maZqmKXhf4XUY3UbpYwombjGSpPb47CmLbqLoJkKdP01rj8TXLAideJdWjhuenmVZ9pSlj2lxf4drW1Rl6gmmwWXgHrnItikLijQr6eu6f+aH1+FL4PnLxXIOHGFCKDQJ6w8jN8qhO9U9drlRrjJQwW4jyzLwQoUJ4dNpN3yG6DYKLgLn0OlQViq6jehBWpwS1WVVWVC0FY0f4/lxHu1QzBBj7Vo9u1XSVjRosIL5rS6p1q5VVN3yPM+eMu/EM7dMcUrEY7hRjqKo4uCDooYbyDf82Jcp0TGi20iakcQp8W2S3N63jQ2jk8puAz4TluoleaRZSZ6XuZFanamQPUeZF4oU3zOQvXn576QAZh18BOqHOCXKczIkznBFFX/C/o8b5eR5mRvlhAkBep38GF8T7qwb0owkz8l4U36cF6dEcUrEO+Kw1I/iFcRpUZ6TUcDgRjjUq8B0Qs88P8bjE+IFMYoPKc1IEB1AoQKvJk6Jta85yr36bC0cNzxdmpFwzhX3138Fe99ud12vrWg03VwFLkmS6DZCUosf53EEjE0DcxySfog30qzU0NMHrg3LssXnhJ5hlmXmlgkro7e6hT8F8kykWYkepItiVXgVgnEO7Ut5rkf35WgVl+fkNE3RrGpumzg5pVmp4XxIHpLoJrL3bfxq4VWIb4rFWXwfSzMSO8z2eG9WiX8ieUiSh+QbkrFthyX32C2S78amkT1lWZbZ+zZsnostnn/u62t6jwxpRkLCQZgUoCHUTfyhsEjsBGheoyhKnBb1NV2el+lBWlvV0NFZ/0huhMMy9r0PI81I4K/XP4Wm6U4+Hk3TLMu2vnWIbiIwzT5+GHkm2K06B444LTIMQ9O0sqhg45gkibFp4AigxTW+i/NqTgjxTj19TXePXGx8yTMpMgzGptE7+480Tak/lL6mJ0mC/XGaps6hE16HlYEKPUg7hz1KBEgfU2FSoGlaXVKDiwAHOU1TXNfcKMeyrDgleice9ut5nsOrAucwaoowM2SGGGVR6eV0ZYleQ9thyd63i7AEL6L8b8a/aUGsRB8gvo+5UQ7sg39zFqo5hDu72KrinXrWroW9oHPoIIFZrNrMbRM8MXlO7ineDWQLzC2z6KzKnjJ5Xq4MVMC37uVuHrRbIQJRfyhlQYluoySpLZbD69DYMLhRDj5S7rGLTmF6kLb3bOT37H1bnBLdY7eXv2aJHkTbYck78eqpSuF1SJ6JtWsVfbWf80kr0eOI72JhQqBp+p+RKUkSaUb6il0LISS8Dp0Dx9q10KWUZVl0E+HcE6fEXiPuw7ULgjrSjOQcOsFlgLbT3twkFYC8rDwvQ/ESPRLMEMOP8fq67p140W2EeqR75GorGhTzQEIpfV5KdIi2w1L2VPPQBUuHH+cLk02QxX+pBnD2lHWxZNeXCK/DIjJ98LDgMmCGmK9uN06SJH1MUbeA3Qvs7b/0TdtFeBViq4Grg/pD4QD2/tItvAq5Ea7eHjN7yrxTz9g0+HGeGWL4cV5dUt0jt+aT+ZCgLsgOd3OXXOL/ic9QHux9GzmTt1AWlR5fBr4H58CR5+Rf+uG/Deljqi6r8NRpujWBLci3UZ/BqER7UG8q3EQ3EdgftStkoMKybO8XWqxdi6Kotz8xIQS0T21FQ1MtN8JZu1Z8H4dXIQx2f+QDl+gnfLKdFlm72sU2UOvMkOd/7bRezZVF5XPqAP87VHN1WaUoqqniVPKQUBTVqjRnl4BGOmmmF8NSntdkq6xdS5qVhAmh96UUsS3+x/Gs5uhAUJdVboSj/lDQgOi1PGqJ34jPS7XGd7F34imLiraqeSdedBP9opgE0ZriA/vn/qf9sP+PqObaisYMMcaG0dAhpC6r3Cj3rVTgaq4sKJVKpWyC7gqSJCnUhuCo1LQPrx6EEHFKpCiqMC0rUaIT/L/caZMksXYsY8PQVjT4vBkbhrFhiNOiNCuVk1rryLJMW9WoP5Q0KxWRKU1TdpgVp8QvqvFkT5lz4ASXr0uA1RxaRL3cmvqLAHcPfV1XFhRxSgRp0Nwy/XP/vZ0QIQR9bx11MZco8Rf/m7BUzb1TD8aa/BivLqlQ4SwqZGjRKPVRWkf2lGmrGvpUMGG5x+6X1vOThwQiRvULCO/Eg/BJ7xdsfgW4UU6YFAgh2VOWJElwERibBjfKgYbX9Bohz6SttrYSvwnVPLwKnUPHOXQ+KHOgz/0nxYd6HOQv6u/MnjLIMRSCoUCW1QQoUb9lhhj32O3x1H/vgBCiLqvo4S0Y5EU3W9cPY5Zl6pJaqVReVuXVHAoj6vLnBVVLFIBakrVrvfrtqjl5JuFVCOs/tKWb2yZa6Qkh5rbJsmzjLrZEX0Caleo76/lx/m2xgzwTqAFwI1xXIlNfhaUkSdwjV1lUMKLbqLi6wquQoqiP/dbi+xhebWVTeltA8+zbZmpzywwugugm6iITwT12GYbRVmrvAi8fhmFKcn9X4J16FEUxDKOv6d6J93YCyrIsuAiURQWyKdwopywq/BgvTHzGUb5E76MwMAKYocZrLX1MpVkJq8NuGWv1T1iK72KIDJlbprllqksqN8LZezbqHMqCIkwK/6QJYSsK59OSAdEqqrl/5uO8rD9l3WNXX9OVRUVb0YwNwz1yOz+kkGrlRmqq4eFVyI/x7DBb1gW7gjRNIVsFPVxxSoQp+NuFRZIkkICSZqTKQKUMS/2K4DLQVrWCBdMQlpKHBKol0FLQ1/SPrb1bRJ+EpewpUxYUY9OAkLZ/5qdpikZLY8Mwt0x6kG7ww34X1dzcNimKKlWU2kA19898Zogp6kwAISR5SILLoFCx6/CsLdKGuDbg3t2gtF+iEwQXQWWgwgwx6pLqnXjyvMyP88Kk0DRHB0YrtN6//6OW+B4QQux9G73Sr8JSNbd2LGhRVgYqyqLSrfaAPglL7pELF1F9XU8eElhOaKsaYjgOHBxCWZaFQ4y5bdayfG/oW5jsGIYpGRCtoJYprdasEMRpsemu6K0HYM0IeIhB0xjsPP6J6CaCji3+G1wE/WOO/D6im0iel9Vl1dw24/v4C+0oq7m9Z6NUwDCMPC8Hl4Fz4MAHvVa1rb56PMuyRVr1f4Usy3q0Va7bqKmeDrzaLbnHbqFgQg92J30H9ElYMjYMeU7OsixJkuwpcw6d7Cnzz33oJEHt2Dlw/HPfO/GcA8fcMuGeIM1I+roOga/i1WqW8AOl7Oy/kTwk0oxU1DkRmfgx3j/3P543/TOfZVk4/1J/rVKUBcU5dGBe9cHT4VrUa1JDX4c0TeGcYmwYMCdkh1ltVYOqevqYdjeHGd/HcDovIEwK1q4VXodQxlMWlPA6hBOYtWPRNG3tWPX2YH08sqeaM1nvjOJKIc/kZR6r5ri/K8yjQoz7JSxVX5WdUD2BmG/nb9cnYck5cCDhZe/ZzoHjHrn2nu2dePQgTdN0vbRXPdI0DS4CdVkVJgRtVUOaAvEM3PHC/rlEU2RZBgfSYltJCDG3TDjNf7DXhGWfNCt5p55/7ls7Vj1fH8lAc8vEtNsQfuL7GAJI/xNGcpIksBAsZp/oJsJBk+dlYVIQp0V5XkZHVxfmIOyWGEaYEIqKQk3xcph9mYkGKrD7giAhN8Lhv30/Cte03hnGpmHtWtaupa1o6pJq7VjWrmVsGuaWae1a+pqOv35iFHvBt2HJP/Pfis/BNrrzC7NPwlKapsqCwo/x4rQIn5jKX0/3fzqtQZfa3rNRnLf3bH6ch6LSL5Wd/TbADBsOpC+o1nZC4nQTI0sgfUwZhqk/fckzie9jsCTq5z5+nIeZhXfiGRuGsqgIkwLDMNjL9v2GiTwTfU2X5+SmMT5NU3j+wliSHWbledneszvJLBFClEVFXVbjuzi4COw9GxaU2ooG50Z5TpbnZGVBcY9cDOQqyvGlgx/n4e2JDevbkPAVKBw1G8IStu8F/1aYFOolUlmWTTsrMvVJWMr/+mm+HJuBirqkChNCq16l1b86pDSNQwzb0xLvIbqNhEnB2rGarNCreXARFH1gb5/rn/nSrNR0aQ9vwPg+NrdMrA8qlQpN08XvUkCYFPq++Oceu8LEK7pB+pjq6zqceZVFBWU8pJXi+9jYNJghBnWgzyF7ypghxjlwav+v5mmapo81dyvyTJDFarAMrt1Zji8baZoWt5Mkie/jbxjFr9wQlvxzHw4SuBLVZRWtn/gvRXXqEN0/YSnPc0KIvq5jq+QcOHk1r//9kocEP+3Hr2DtWLCv7QrTsV+RZRmaV2rLomrNF05b1YxNA4bZ4VWI0pF77CIB5Z/5SKjq63pLxMhqHt/H+roOMwV6kGaHWW6EUxYUfU2vVCofN6L9blRz78Rjhhjn0CnuQ1aAoih6kGZZFg2MLz121RzO8Z0IbXinHjvMfrUvSYnfhYawhH5BBCF9Ta85Q16FhRmsOCV28nZ9FZbyOi6jOC06Bw4SIPw4z4/z6rKqr+vGpgE3tvcSHeSZqEsqM8T0fYKoE4Cs5R7V4k10G/HjL0Vymq7ZgYN1gsgU38fOoYOKaKthqQ7xfQzfv9p/72KGYcQp8eN1xu/FNwWxAAAgAElEQVRF0wQpLBa5Uc7cMuO7WJqVKpUKHkMIcY9cepCmB+lOBBfkeVmYEPr1qJb4HD4IS+aWiUkgvnthypRhqRHkmXinHvaY0qyEaoQwKajLqjwvY0I0t019XXcOm1gMpGkqz8uVSqUMS+8hvo+ZIUZf14uj5x65OGWFSaE4L0HTx+obVOOi1CROiR2aX2RPmbKg0DTdl/Kg0W3Ej/GVgUpD9ZgQYu/Z7DDLj/PynMyNcPwYj0ymf+4j1y9MCp1s9GmaZodZ/9x/7/xHIbZUxf1foSEshddhYf3KjXLukeuf+dBuxp3KQkdksT4MSwA7zKKHxjl0opsouom8E09b1eR5mWVZfoxXFhR7334blrxTD8LYpTLeexCnRG6Uq19Qg1LPj/HOoYPJ8SVoVfNaJvoPBY84c9uk6S7w6JxDh/6XVe4vhbVrQQRLX9PRL1xk1cgzie9ibVXT13T/zEdURk8r5ogOpTRQw2MYhh/j4e/X8ABj01AWlPLq+F+hISwRQop8XaVSgVJiUWoqut0/jf4MSzhq6rLaePFUa+VZa8eC17u2qiUPSc0uoZpnWSbPyRRFlbn15qjmxoZBD9JvHZWSh0Rb1dAeK8/JDZNjeBXi3FWXVIZhuBGu8+V2+piK0yJFUX02RSZJgt0kembJM0EbAz/Gq8uqc+DE93H2lBXfOnvKkEHlx5rIaLYLuIQoCwrku1iWVRYVe99OHhLyTMLrkB/n7f1yt/T/QngVgtHADDFIEeOKrrzFQKdbpbxfw5K9Z7dyiYbXobKgoMmGYRjnwIluI3QLlrn1pvBOPWaI+ZzYT3ARFCusbrUc6es6RVHv9aX9UrjHbnPSwV9eiTwng1eCu50Dp1KpMAzTleOgLCrIwcIA0Dl0tBWNH+cpikLZiR4sGyf+d8ieMn1dhzJvfTOTOCUWRabKQAWNBJ0vE/swLGER3dhM8x6qOXjkOLBQcX9hx5aoQ5qm8pxcKxq1iGoe38W1GF/Ng4tAmpE6548WQJWrn7qeYan3z4VReB3Gd3GWZc6hg0Aiz8mdC+HEdzFoqFDpgoGFd+oFl4G1Y4H7q6/rZdn1/4nwOmw4x9I0hWiOuWVaO1Z3Grr7Miz5Z74w0WpHi3fimdumf+YXC3l2uHSOaYZqbmwY/DjfVnoTCdL6WSx9TJHo+8BSrC1IsxIzxPSNLB55Juxwq5Z6hBDvxENYgpdYh+8eXoXUH6oyUGGHWX1NRx6PYRh+nEdTYOtXVokSn0a/haUsy2Cj0GLQhvSkc+AUcq7mtlnmzd/CP/MpijI2jdafgt8CqVRCSBGcCsmigl/eCew9u5+EiNI05cf4NuiF1TxNUyT9u5DEq+bilIi+KIZhIIkrz8uFwlCZvivxDei3sBTdRuK02NbaOb6LzS2TG+WoP1SHrOU+hjApiFNi62kiQoixaYB6l+c5EtPFX4PLADqtRactnhLfxcFlEF6HbeUJaZpWFpU+WEwQQqDH2tazoE4mviPc3hbSNKUHaSw+gssAPMDCuaDPqCUlehb9FZaqub1vq8tqW7lv/8yX52XqDyXPyX0wtX0RGIZptVyX53meu8duQd1Gl8MrMSc4B45yDMO4Ry4CEjRe0WSmrWitJ4u0FY0f49+SA38d0ELb7heBgUuHaveEkOJCqM+vFv1h5dVR4tvQV2EJPkntFi2i20hdUiuVinfaJ4mgr0Bb1SCIsyETlWWZsqBIs1JjDb/64m0BJQ5UNfwzP7qJ1GVVmBRatK4Pr8I+IKpkTxnIDm09C7W6mqxGBwivwkIAlB/njU3DO/EIIVmWqUuqsqCUZs0lvg19FZaCy0CYENpNNTiHDhpv/yeOXp9DfVgSp0RhUnCP/xr3vV5EZ1lm7VhF+d3es6k/VPOaRDUPLoMXgmmlgqI6jByVBUVdVlv5bEmSsMNsV6hoPwhsldqd/eGk/EoZ71MowhLk2ymKommaZVl9TacoqkjGlijxDeifsEQIkWalTzCPcWF3ixjWl4jvYnqQfjlE1Ty8CtE8Cy5+dBsVm6H0MS3SUOF1yLKsuW1+sFYoJkToC9CDND/GB5eBuW1yI9x7z6oH6ljMEPN783iQvBImhbbyz8lDTdyhc9t47IrQsd+wUKhUKizLlgS8Et+G/glL3qnHj/Ht+nykjykzxEgzUocGIf2N4CJgmCaTfvaUBReBd+JpK9pbVn36mCqLijQr/XMh7516UNfVVjXv1JPnZHFa5Md4YUJo8RP6Zz49SBeqkb8O3onHsmy7iyr32IXoS1dESYxNA9x098iFkmS9k0iHScISJVpH/4QleJe19ZTCJqAk4H0M98hlhph2n2VsGCz7D4uE8DqEvg62O+aWmT6m2AGwLNu6slaSJHDq/I1hiTwTaVbix/i2EnEgI4C33ZXPoK1oymJN7A6ujNCPwBaqbzrDSvQ++iQsQRSn3TyDf+YjgV52Y3yMz4UlboSzdqwP4oR36nEjnLqspo+pc+hApRAmQ5VKpb0unGqurWgURf1GAQL/3KcoSl/T24qpIHpUYC3WOao5vMrqd73OgcOyrH/mJw/Jb4z3JX4p+iIsVXN9TW8izPohYEdNUVSH1iD/B7hHbn3X0Ueo5ojx0W3UYIveAO/UY1mWpmmsJ7hRjh1mqT+UsWnA9r7dGn5wGTBDTFsNv72A8Cqkabo+jZw+psamYe/bSZK8G2WrubllgjXXLf1Ga8eqDFQqAxWWZa0dy9wy8cG68uIlfjGquXfq6Ws6hrVjFcQcNLfpa7qxYehrunfidWX50g9hCeY07UqpwzOtMlDpUIP9/wD3yK1vWkoekvgubkp7I88EBRKUPd57wTRNmSGGG+XsfdvatQpHO4iE0jT9OUcfcVr8Xf6NaZpKsxI7zNanyLKnzDlwCnsw79SLbqKGJVeWZdhTdtH6qNaiVCcLzY1yfWlnVaItRLdRYYgOKItKlmXZU4bLlqZpaNh3K9n7+8NSNTe3zXZb3LMs01a1cqvUIrRVreiNje9iaUYSJgR1SX17zLMsg2P3x2EJqvjmthlcBv6ZL81IsMOQZiRpRrJ2rc/tAMwts0Nv1u8EeSbwOH+P6RDdRO6Ra26b5pbZsAiAsgPLst0t+cR3MfgO8rxsbBq/5UiW+FLU285CoY0ZYpIkIYSY2yb1pyZVhb92ZZX/68MSeSbKgmJsGm2tGWFpU6lUykJuK6g3kzW3TXVJDS4CZUGRZqSG6TJ7yuR5Of9XWIrvYoqijA0DQqvI3aVpmj6maZp+WuQmTVPqD9Uu8+VHAJ9ZepD+d0mpmqdpWv+Y5CHB6lVb7dREIH1M3WPXOXS8U6/4KbEQLotJJWr42xBSyFBVBipYkmZZFt1EzoFTkDbLsJTn6HIfbVs72T/3KwMVfqxrefn+Rn1YkudkYVLIq3mSJNKM1MAaz7IMIkPuscuy7HsvSAhB6QKNSsZGe6uKD4Buqt53cUyShBvhpFkpSZIsy8Lr0N63Wzkb4/tYmBCYIUZb0TrMsCFrR1EUmmfpQZof571Tr4xJJZqgmhubRrFnepUpqeaFXXpXssq/Piy5R267VVlCCCxou5iX72MQQoRJoQhLILw5B07ykMjzcoMUW5ZlSPdZO9bHNkjkmbhHrjwvd7cH1t63qT+UtfsRA/DHgeBN07SxYdh7diGs8M+kGWjc0ozUFdVUfAyGYSoDFege8eM8HNPNbdM/99sd4VWYPCTxfYzb8X2cPCRdH1mWpY9pcRuHpf4QFbfLZsTuwtw2m4el/CUslbulPM9zY8NoNyzFdzHDMNwo93tFAb4TKHgWYSm+j/kxnvpDCZMChFbrHxzfx6iUSDNSu0rYXUH2lHGjXC8LEWVPGSz1XjBQkWaktwWkt4AfaBfdeLMs8049YVKgB2lpVlIWlfoW2nZBD9LChFCrftO0MCFAeLe7Q11SpRkJt5VFxdg01CXV2DQw6m/jJCz+291hbpn2ng3OZHARBJcvwz/3rV3LPXaDy8A9cuv/1PsjeUiK2w1s2FbCUlfkcv6PYcnesyuVirai/SLK1g8CJhT1ZfnoJjI2DWVB0df1hrxTcBn8bFiCijxN92L7J46bOCWiPgzFOe/E8049c9tsZZHknXjilNh1dhwWE9qqVtDwuBHO3rf9M79HhrFhKAuKuqTq67qyoHz1KOI0P8bz43x9wR9gWbYyUMFcTP2h2GH21WBZiqIYhmGHWXqQbvxrbw9+nK+/XT9JthKWupKo+PVhydwy4SdLnkltEPLRcanmzBDDDDElL7xFICw1TIWw9XubSsIiMf/BsPRXZK8n8njVnBAS38f2vo0ZCpbkwqTgn/vZU0YIQRqN+kPRNP1PRyv32P26xixCSPaUpY+pe+Q6B05PlV1r59szebnxlQOkj9qNLMuyLH2N7Knxnu/AY2rv2dFtFN/FaG6zdq3oNsL+LE1T79QzNozPDXVZZYdZcUpEHxIyImVY+iSyp4wf4xFpmCGGZVnkQ97ji1u7FkVR0mzZJNgqwuuQHWaFCSG6iYps/ntwj100gYpTYsEp/2YkSSLNStKM9FO7YUJI8pBENxHqQFg4c6Ocvq6jJlc8MsuyhpX4WxlATIu4Ic/LP3VUS5RoJSx1RZfy14el/K9gKIZ34qnLKj/GN03Bk2ciTAh94M3znUArkjwvCxOCOCUqi4q1Y4XXYXwXNy28E0LsfZsb+cnSHRYf3y96Hd/F7rGrr+v8GE9RFD/OSzOSuW16p17TdVJ0E7EsywwxINehJFP/ABBD8EWi24gb5cqwVOKn0EpYKmQVO0E/hKUGEEKim0iYFLgRriEy+ec+M8TwY3wbntwl8jzP8+wpi24iVEHkeVmalYQJQZ6X3SMXCQQ8jBBi7VrKolLvhv798M98Zojp0LC1dZBn4hw62qrGj/NoLVSXVefAiW6jj+tA5JnYe7Y4JXKjHD1IM0NMQ+bTO/EKep66rHIjXNniWuKn0EpY6kqzRx+GpTzP7X0bejn1kSnLMnVZrVQqn/BkKvGCag6GrnfioUmIYRiWZdUl1d6zzW2TH+P9s65RxT4HQog4JdKDbQvrtYdq7p/56pLKDrM0TVMUhc7uplp278kBE0KSJLH3bGvHatiAolERF7mxYXTe4IXiBIZ75NYsHH+8Alfil6CVsNSuNmlTfDYsVfP0MY3vY4zgIgivw+K/P1ssDa9CzIzpYypMCiBE5OhDnBRomi63St1ENQ+vQnPLFKdEJKO+NhK0DGPDoP50P1uLkBzdRsqiwgwxUKAXJgXv5EUl4e1TtBWtPTf0ah5cBsVuD26KHapXoPEcVS5ulONGOEjlKguKe+z+s2pYokRhdFKoPBSQZqSfD0vpY1poa76FsqD82Cleze09u3BAh4AbO8w6B465bbLDbFdSnyWaIrwKe2fpHV6HNE3L83JXiA8QWbH3bHVJ5cd4hmH4cV6el+19++MwnD1l2qomTAptVdqim0hdUnEOp48p2nTa9VNvAAQdlEXFOXQw7H3b3Da1FU2cFiFy6B677wXXEiXIM0ELgTgtNuw9rF2LpukPBB7bwifDEnYeCEJQLqlUKqjZomzb4SX0aUDsztx6cemO72JlUal1GwyzP1vzKPGdQAdGh8yL9DEF46NgMRibhnfqRbdRKwEPIkwfGHw0ecc0tXatF4PEDYNl2Q5LSmma0oN0wcKQZiRpVpJmJeh0OAcOamPsMCvPye6xW+6cSjRBNfdOPHvPxslZjyRJ3GPXPXK7kir7ZFgihLhHrrqsqsuqtqLJczJy6zWS66TwU2uu8Drkx/lGobanLLqJwG8uY9L/B+6RWxmo1FtytI4kSZxDhx/nuRGO+kPJc7K+ptcoDC2fQrCfkOfktlRwcOXjXbxTjx1m7T27wy2+d+oh+w9GBrgVcBVRl1WWZeF3BYkHepBWFhXnwHEOHO+0jYBaokRX0Bnl4W/JlBBS5BYrA93Rn/gECCHKovJTXZwleg1ZllF/KGVBaWUFh2bSJEnAbqdpGl366rJaWxu2v6DJnrK2rN9zeAD+5TWkaUr9ofQ1ve03bkA1l2akykBFnBK1FU1f16UZCUQVRKD0MXUOHGFCQGMvenvhRlYZqEDLFZ9EX9f1dd05dJIkSR/TLMvqu1DLNV+JrqA7TLz4PoYQVqVSkWakn7IOQxdnD6rOlPgZVHNj0+BGuA9OiSzL4vvYO/XMLVOYECoDFWaIEadFa8d6jzvXOmph6TIo3ujjAImYhMuHPBNxWuTH+c4TD5AxrFQq3AjHjXDitCjPy+qyau/Z+rquLCpFeSxJEu/EK4ayqMhzMoY4JeLp3AiHvAj1hxKnRHleLoa1a3mnHkbBgYIxT4dfocT/Ct0JSzWn10qlMlApND1/ANU8uonKtHiJAsFlUKlU7P03UvHVPL6LYQIrTAgoiEqzkrlleqdet04h/8wvwlKSJMaGoa1q9p7ddP+UZZm5ZSJCkGdi7VjcKNcVqn14FUKoDRqj2qpmbBrKoiJOicKkUPO6/hfSNA2vQgx7zza3TGPDgGqqOCWKUyI7zNbznthhFmqq0oyEdzS3TKiXBpdB7zuPlPhBdCEspWkqz8k4F7kRrhSTL9E7wEZBnHohDoXXoXvkitMiN8qBqoM6Sngddr0gamwawqRQBLnkIQmvQ+/EM7dMcVpUl9XgIih2EuljGt1ECJ/+uc+y7OeqYm+BsAQuO8pICCTGhuEcOPqaLk6JsHZsj7X4t4MtSZIkSaLbqBBbCS4Cc9tUFhVlUZFmpUIBlh6sfQaWZcUpUZyuDX1dd49cjDITWKILYQmWetgqoU0kvo+VRQX5AVx+DMPQgzQ3yiGpzY1y5pb5DcPet+192zvxkiTBPd6Jlz1lWZbFdzHkCbIS/YskSZQFpVKpRLeRd+qBmwMmKzvMmltmLcX0NVOhsWmI0+Lb+wkhsIWVZqW3qcL4LuZGOWPD6JamXxGWwqsQ9B9zu9Znxgwx6rLqHrvWjsWP8wzDGBuGc+h04a2rOSE1ZdUsy7KnLHvK4ru4MIbQVjT6LxiGwRRB0zQzxNCDNIa+ruOydY/c+ku1ptlKmogFl+gDdBqWkAHHUqgwyQ6vQySjGwb8V5A64EY4fpwHhVeYFPgxXpgUaqu5EQ45h58CqEq4XZvC3qC4cuD5TVEUmiuRDsIT3+vrKvEzGKhwI5w8LzsHzvf0/GqrWtOw9BGqub6mC5NC55WtAghLTalA4XUoz8v8OK8sKFCNwhJTmpW+Oe2RZZl/7rtHrr1v108axRVXbwSFBkQMGBqFV2F0GyUP2LklPSV/XqJddBqW/HO/OFfglv0BsizD6oYQEt1GUNGPbiLyTMC7Da/C4DKIbqPwOvxBIyzvxPPPfdxGTrzB5guuQsg5BBeBvWdbu5Z/7juHjrFpOAdOcBngdjmMv+ZstZTOjFS4tymLijApKAu1+UVf040NAwUJLGtqxYlZCY/sZIhTorVj4WTr8JxvHfwY3y6PLrgI6EG6rT6nfwIKgR9QveP72Nw2uVGOH+NBvbN2u5M/7BzFFWdum/WnU/HLYv1HURTLsvw4j2CmLCrYZlk7lnfqFVWx71fvLfEJdBqWCgIeM8T0iOrMPxHfxyAatbIehO3KN3yq/kaRxkmSJL6PMzg1PNXIaRjIpIG+BVfs4jYe2eH4/m/NDDW6974H8kywwDe3TH6M7+5i39q1KgOVf1TOqnl0E8G+vfMe5K9Glr2cD/65j8vZ3rfVZRWcwHq7EGaIKTiE0ObAMLfNgnP401+oxCt0FJai26heOPZX5HmTh0RZUJDLZlmWHWa5UU5b1awdy9qx7D0bcpll2rpE52CGmEKLhTwTe99+T/0kuonwSHPLFCYbLZc6BBQ2WZbFSR7dRk3LaTDWoiiqCXHxV6Cavxj3PWXJXwQXAdqtigGOO3qzMIqqAYxIcKAwIZA6vIjb/sbj0wmquXfiFYel2HSmaQpR7Kbj02vBjsKSOFWrKnGjP2mu8zmkaeqdeGhlhyUBCl2IWBRF0YM0jn6WZbWVZjWHK2UZsUr8E9BXxW1CiDgt0jT9nmRDcBGAd2dsNGdJdAL/3Ad7G0VQlNm0VQ1yxrUZtprbezb1h5Ln5e6+e8+CPBP/3McMYO/Z8pzMj/EYNQrG6/IwN8pB1wbDOXSi2wij3kK2L5Mr9r5dfzRYtrafdg6dyvuQ5+XsU70WHYWlGi98oNJF1tDPAjkB/9w3Ng19XUc0im4iNJqkjyk65PV1HRw/e9/2z/zoJorv4//dAqrEh3AOHWboLwnoKqQHaVBDhQnhbZkneUjQ3iRMCl/R+eef+VDTL7jaiFLChOAcOGmaJg8JVpml2hAhBJMAFqzaysuQZiSsX4viBSBOizWlwRlJW9WKycE78SB79s1Fza7D2rEKbTkA8vbeiddw/8+HJdB4tBXtp4RZvxk4X9EUCaVLcFtBI1QWFSyjrB3LP/N/S6WtxBehPiy5xy49SGPGdw4dYVJ4tYip1gr7eZ4zQ4xz+CXWydFtBAeyV2FpUmCHWXjMI0r96tnzqwFPEwzn0MFOy9g05LmaMWZR1ADoQbrYgSkLirqsaquac+j4Z75/5gcXwW9hDCYPCczVGsIS+hyMTUNf02tTYt26x9qxPrdY75TygB6gDl/kd6HWioE+jPs4vnsZ+poOmwCGYZAMQZsInoIFVC1tUm6t+h3ynFyk47IsYxhGnBbzau6degzD1J8A5JmY2+ZXh6U8z/NqniSJtWtpKxr07mrCd39RbpU+AagpgldcPyH4Zz4mBBSzccArA5WiTwuiizX7q1EOTc3WjlVr7u6xiQI0kyIy4WQGiikxTdPCWYIf4z/d5NCf7rQFXkqgb/CFv/froigaNrOnTJqRuBGOGaqdkfw4r61q+ppubpvJQ4JRy033zLlY4tNoSMepyyqa29AV9zYshdehe+w2RKyvQjXPssw79axdS5gQ2GFWnC7FJL8MdUSJ5CGxdi0MfV1nh1mMWl/xXwoGRVE1ndw/lLqkyvOyvqbra7p36tUmise0fir7pmp3NVeXVESdpqaU/rlf2BsZm5+XzO7PsJQ+pugcgunG26EsKtau5Z/539/HEF6FhZylvWcri4qyoGBlzY/x8rxsbBgFc71+JxrfxaVF2y9CY5WomuvrujAhCBNCg3kSeSag4blHbtGTXuJ/hWJO8E4999jV13VlQVEWFH6ML7ZTrxqKWbaYzSBR6B677rHrn/vBReCdeMFFEN1E2LehOu6deHgMHuYeu3gY3hEP8049PDi8CuE5/upT1oUlaVZq+ArkmWgrGv7KMEwnco79FZaquX/mm9umNCuhLZwf4wvdLYyioxOrE2FCgMCJd+q1ZUDQXZBngs5inD1Ffr9IPfvnvjAhyPNy4SxQiI+VIoQ9iOQhgcLWq3urta6shv1Q9pShFb0MSyUaEN1E4XWIYe/ZIF6rS2oxocGdsr6ahYQhM8TwYzyWQdwoxwwx9VGtUNZmhhg8HQ+jKAoPBieZG+VezYp1YUmea2RsRre1vje8WidFyj4JS2B7i1MiuN3CpACbHOx260f2V1zSP/f1Nb3GqBmoQEZImBCkWcncNnutFJk+puF1aO/b6pKKAUEzZojhRjmcfDXrtkPHP/fLwvXPIrgMoF9lbpv/3OPCWD3Pc2jIfssHLPFJJA9JYTlvbBq4ra/phRU9GA1f+hkwiWEkDwlCF9hYxfzQMIxNI7gI1OXmf/1gvHIpqk/iLb1O4lVze88uxFE7VBn+9WEJzQdIzkJ3Ev2wLSXoq7ViXXgVqksq1PAggkf9oehBWp6T/bOanGtP1HvqfBdhvJZlmbVjmdumuW3y4/wrZb8hBmV2Y9OoRdleqqD2Oap5dBPJczKCk7qkeqfeeycSeSbeqQcvzU4y8iW6CFxiaZpGt5GxYcjzcmHsW3+JNdwoBDOhPItELsTpv6NmXP1w/PMB7z2r7vWLsET9oRrqo4WPREPp9BP4xWGJEBJehfK8TFGUMCFYO1YX6n7VPLwKrR0L+pUF3ZMb5ew9G90MGMFlEN/FyUPSm0TE9DFFKtnYNNRlFWEJwj/1D4tuopevcx+jmtprO8XfjvguNrdNyBNLM5K9Z4fXYYNVZpZlxobBj/Ml7+DHkTwk7rGrr+lg0LHDLD/OSzOSNCu5R+6/dQOqOeo31o6FmjEWzfCWDK/ClxbmX4e6sFQZqNR/i/AqfOGFdyyo+FvDUpqm1o4F1RBj0+h6fSVNU3vfrufgcyPcixT6pMCybNGuZO1aP2XI2yHcY1ddVsUpETQQfDXQLjDMbdM79YLL4Jd+wd5B+pgGF4G9bysLijApiNNiYSFBCNHXdXFKbKBClPg+/LWFNDYMYUJApsTYMNwjN7wKIUkOIengMrD37eICeTuwyCtaObF6do9cc9sUp0VxSpRmJX1N/8FK9ufxfliCfQzIDp3zyH5lWAqvQ2VBoWlaW9HC67C7dZQkSfR1HYGHYRhlQTE2DP/MD69CtM5hyPNyocaBPkRr95O9Yz+LLMuwSYpuazsne88GC0iel9lhFvVPYUKQZiR1SS3bhDsEWtncYxfTH9zw+HE+uAh+4/nTB4jvY21V48f4t3sacOhBkqoZ7gyzDT2zDYDSJjZYcP4tFs0wS7R2LGFC4EY4dUnton3Jd+CdsJQ8JAzDFAy9zifk3xaWqjUdF2aIeSmZdOmVyTMxNgx4kalLqrltgh1n7VryvFz0GxWoVaHQYfBXWr8wGP3FqOYoXBUtcjD4gJkpjjkWj3g4IcQ79VDfsnat4rkv0pYlmiHLao585rbZm6ngPkc1Tx4SfV0HdUhb1WpuO2nqnXjaisaNcIVpJDxKjA3DPXbT9xFehcamgZpu4cqGJkVjw4BMPiEETWPChMCP8fa+/Wt+/WquLv+tLVEvtSXnwCnIDl2he/ymsJRlmbVr0TTNj/Mt+gW0iCRJrB0LrDZlUYluouQhCS4CZVHhx3l+jNdWNOfQaYHSBXkAACAASURBVJpWdo9cY9Pgx3hk/BiGcQ66Ye75i1DNnQMHXZkFPxAt6xjukQuGa3wXFwyiUu62xE+BEAKfXG6E48d4dVnNq3maptFNpK/r4OVix6OtaP55R/Osc+gYG7X5gfpD6Wu6f+ZjbUeeCaYdfoyHFkyXvt8Xwj1y3xLEa5rdAxV5Xu5Kb+WvCUtZlmmrGvWHkmak7tY5oFEGLi9yWea2iW27uW22qFuVZZl34ulrOlZYxubvsPnoLtB3VQxjw0CXVc20bUKQ52VlUYGupb6uo7yfpmlJsijxbSDPxNq1uBEOPCbscpxDR5qVwL9VFhRQG7p4CWdZBhoFP8YzQ4w8L7vHLk57LH+5Ec7atXq/Xz59TGFqVb9G90492HV2qzj6S8JSNbd2LcSkLtY20sfU2rEYhpFmJDB0jU2DH+elWck79Vp/o8LDLc9zdL1hCm4xfEa3kXPgQDsLZpreqfdr9vUtgDyTQisM7eXusWvv2ziJw6vwZeNfzZVFBXKW3qkHdv5PfvQS/YUkSdQllR6k9TUdE2t0E9XI30OMuWX65/4XLpKqeXQTOYcOOizlORmXQPaU+Wc+Ov17n/YCKbWGO8Hj7VYg/w1hqZprKxozxGgrWhdjUngdilMiPUijeTa+j8UpkRli7H37M+fla0Ho8CpkGEaYED7SVq/m8X2Mxliarqlg1XSxaJpl2d/qxtY6qnn+t0GkuEdf00E5Kawaa9aio1whJhZehWXVqkR7qObBZQAuXHARYKmES576Q4HN+23KctD1QLawkMeN72N8vP9hoqUBvR6Wark7ioI6S7fgn/ksy4rTIjoc7T2bG+HMLbOLM110E6HE8pYuSZ5JeB3qa3rNG3dFCy6DWjn0mTgHDjfKQa6xYbP8/0I1D69Ce8/GqBcHQ8SSZqTi4KCMXP/cLMvKy7sEkGWZuqRSFKUsKJB6cY/cykCFYRiQdH7gM1VzsB64Ea5whgyvQlBe/+dp7Z4OSxBl6Xo9yTlwIHQIxW51SeVGOffI7frqO7gMuFFOnH6JTFCUwJdSFhX32CWEJA8JGibi+zi8Do1NA84l8DMVp8WyZ6gBwUUAx5qC9whxpiIOhdehsqjo6zoccSBAGd/FaED5yY9e4tuRZRnodjWLoDTV13WKosTpthvF0sc0vArdYxfnlXPg1Dbun0V0E6lLKvWHMrdNRMckSaRZSZ6X/ycmdk3Rw2HpC+pJkOoBJSG+j6PbSFlQxCmxfkbrJqq5e+wyQ4y6pKKrTlvV0E/nHtVopva+DStFdUmV52SslfhxnqIotLhSf6iCil2iRcT3MaxFYRgKwpUwIYjTojwva6uatqqB7Ouf+2UysI9Bnom+piMDnFfz9DFVl1SaptXlNjrwkiQxt03YESiLijwvSzMS+m0byP3RbdtEiSzLjE2DpukiMkW3Ecuy/0/aFNC7YSm8Cmmalma7GZOwSrL3bfjM8mO8tWt9qQI3IQTzo7KoMEOMsqBEN1Etc7hvCxOCtqqZ26YwIaB1N7gM3GM3SRJ+jGcYxj/3GYb5lQ3hPQBomqVpiiUI+oWNDUNdVmETgJ6SenVU76T0wesrKIsKwzBQJguvQm6EY1nWOXRapBRFN5GyoHAjnDQraStadBslSYKTKnvKGlLHaZrKczI/zrfrpphlGTfKscNs7Uqv5vaezY1y32+70yPo0bAUXof0IC1MCN3KX9Vi0h8KaVyk17ojo/fx+z5lzqGDGpJ36qF6hA5/yKOBk6Muq+gqj+9jfpyPbiLQ85IkEafF0jO0myi0bgkhhES3Ub0MXX0/nHvkcqOcsVmjuRsbBmxEUJxAy3C50+pdVHOkRsxtE9edOC0yQwysrf4JVLWR6vDP/RbVnwkh9r6NDHztWa0BeyZptlatyJ4ydUlVFpR+YuS2jl4MS0mSQHq5Wz2ziEn0II04FFwE/BhfbJm/CNlT5p16oNY4Bw4SCMFlYO1Y/Bgvz8nyvMyNcPKcXL8Ziu9jfuyVXqe5ZSqLyv92O/+z8E48CG7KczLkZzDw88nzsrVreaeef+7DSKlGk/1fNVP3KsKrkBli5DkZFDtjw2BZtsUpJbqJpFmJH+PRXWTv27VLsprDGR294eFVGN1G8X3cULAkhNh7NsMw2qrWei0zyzJlQdFWNMQ//8xnmFaDaJ+h58JSkiTKgtL6CfRPFDHJPXKTJPFOPX6Mdw5a3cV/Auljau/Z6pKqLqvOoZOmafqY2vu2tqJJsxI/zkMMDRJHEHYMLgM06DSEJUKIvqaXYakXkCRJeBViWDuWuWWaWyZqk5C4xRCnRPzu/891bo8gTVMUgRCTwG5tcUqJ72KYlEOwjjwTfV1XFpXsKbP3bCxQ2GFWmBT4cZ4b5aDX3KAhRJ6JvWfTNK2vtUEhtvds6g8FskOWZcKE0NSbvO/RY2Gpmtt7do0O3qX0iHvk0oO0vW/neW7v26CEduelmwFhjxvhCn8dGBaIU6KyoKCkAWMSiqLqbVrwGLhpaCt/F1nV3NgwyrDUs8iesiRJkocEa4vgMlCXVGVRsXas+mXyW/3G/zPP6hvgHrsFVyi6ibhRrsUpJXlIIO9SxJjwOnQOHXVJ1VY0bVWD+ip+6+gmqv3oy6qxYTRUHBAO6UG69R0PikxFJLN2LHaY/R8ScXsrLMFqWpwWu3XReqceN8KB4xBcBNxIB/Wkak3Nwdq19DUdPUnFGUMICa9DeU5mGEZdUuHD5J16yNSpS2qhlg+acmWgoiwqSZJkWZZlWXwf2/u2uWVqqxrq8Owwiz0TzuyS1vxbgJJVwwzYkNaTZiQYysEsztgwjE0DpcTsKat1XJVVq88iTVO0WICVYGwY3AjXklZ3NYdCa2GalyQJPUhrKxpEd5TF5sUeCB9kT5l77L4inVdz59BBtbjFD2/v29wIVzy99WJYP6GHwhJ5JvwYz4/x3SKehVchuHbgOPBjvLn1mXoSeSbRbWRumeKUyI1y4pQII5YaRbBaU7Vih1l9Ta8FpBNPnBZhWwABU31dL3jeWZaxLGtuma28u7VjVQYq3qlXViz6Ce6RCw8eaVaqpQEnBHa4tnVWFhVjs+bcE91E5U/fFmBXjfAQ3UY0TTuHTitPdI/dmglAnud57p16LMvae3btz9WcH+f1db3h50jT1D/3kc5VFpUGI0cstVt3d4zvY2aIKT5DF0vsvwg9FJbMLZMepLvF0E0fU2FS0FY0BBVulPuEfQBIpcgsq8uqc+DEd3H9MhaNR9wIpywqUNXzz3yIbvHjPMQI1GW1QewdW/UWw1J0G2mrGjfC6Wt6cBmU2bx+RZZl4XUIq0B4eonTtZIVilWlcW1LqObynKwsKAge1q7VogMQeSbqkirNSLjE4ruYG+WQ/C8QXofmtlnTaazm0U2EapM4JVq7VtOmJUxEbU1rRdEhz3OGYdqqTvUHeiUsoYNMnBK7tTAEbwI6DtKsZO20LTFCCLF2LGFSqBmxvA5p0C+RZqRaG8RTFlwGsGWC8DsEGoLL4G0sJIQoi0qLYSn/qw2hLqvsMPsVahQlehMwuQ+vQ3COuVFOW+2mLGRfghDCMExxccEnqZUnpmkqz8swucjz3NqxxOk301H1JR+bpqkwKUgzknPgNPwosHGqUb2zTJ6T26pny/OyulRjOtA0LU6JHz++/9ATYSlNU2VBoSiqW52t1q5FD9L+uQ9CjjAhtBuTotsINktvUyhwvRMmBXqQVpfUJEnSx1Rb1Qqz2sK98WX7/xrthiUgTVNjw2CH2bKN6X+Hag41Yax7oDNd7pubArQm5CecQ4cZYlp0gI3vYmFCQOoveWjWL1jNXx3zag5O09tlYnQT8eM83je+j1mWbWu3ZG6ZRdaxDEs/hGrt7OlWZS+4CJCyg3wRP863RWWBWCo/zjsHb/LR1Ty4CKA7riwoIC/YezY7zBY+9twoV1jWNmQAXt7iU2Ep/0t75cf5kgHxv0V0E8G2R56XwZL4dIIBrXXRTdRPpxP6jXCbH+OlGanFJyIUISz55z4zxBRZU5CS9DVdmBSKpTP4FE1fqj4sqcuqPCe3dYSNDaMIYzRN82PtzWB9gJ8PS9gLQ8y781cjz0Rb1UDCwclh7VitZ70IIfAAbEq7CC4DboQTp0UUIdPHVJwWi4CkLCr+uZ8kCbpYaJpuGpaQ7uPH+U+EpTzP0zSFXtYnnluib5A8JO6Ri6qGtqoFF01yxR8DFDU0nMpzMrzAv+jTfidYli3CEjfKSbOthqX8b+s6xFakGQkyrM6hoywqqPDVq1OaW6a9bzddE8BUMH1Mo9uIH+fbXXALE0J9WOJG/ncqRD8flux9Gy5HXSmZ+Ge+MCn4Zz5s55VFpfXEICzCoHz19sPUWKd1urGoh1UGKsKk4B65hQCwOCXCWKwhLKVp6hw4yoLCj/HCpPBpwiGIW597bol+Qpqm3qmnr+vo4Q0ugtYvouAiECYF58CJbiMYu0gzknPo/PbKJcuyRSgCEbf154ZXIcuy/pkPVaroNkILvLltBpeNxxZiMWg+qb8/vo+FCcE5cPxzH79LWyuGJEmYIQbxL31MYb3WO96A6IQxNg1Mldivd/1dfjgsEUKQEOsK04E8E3FK1FY0iCNwI1zr7QIIJ9hmvf2rtqqB5410s3/mgytFUZQ0I6VpWpyyTcJSNYdUOTvM0jQtz8vRbVT/lHYBT7xPPrlE34EQEt/F1q4Fn5QWn/VKPaSaJw+Jc+hwoxw/1rbSaE+BHWatnVooajcs5dUc3dD4H0xn3r1Uq7l77Nbb1gDqsqosKN6ph4PZboIUEpp4R/fYpSiqd8ISIQSycBRFIUtE/aGEyQ/NTj+FHw5L5pZJ03STKs6noK/rqCTBgq91vj/kRrwTr+n5F91G9CCNHwCnoL6my3MyOk4aJoJiU4UgByUu8MXdIxd6rB2hmrMsC3Hxzl6on4E13W9f+H8OaJv7R0aumhdrrIb7rV2LHWbFKbEr9uHQ2IZGHPxEMD5hANEi6pN4woTQdrq7miNlV1h5NTIdXsPcNvkxvpiX/XNfnpetHYsb5dRlte0DWM0hjYbb4pSIqb9bM2SHMDYM6g/Fj/MN9C5ulOtuBvgnw1J8F8PQviuvhs2ve+QSQrRVrd6t4J8fA30h781i5rbJj/PqkirPy/CQVRYVkCmaEmygn8SyLHpv9XW9W2wOQoh75MJYvaEXqsQLqrlz6Jjb5i/iqkFApPsvS4h75MIjvP7+NE2ZIea9NXj2lJnbpjApoOYUXoef0/eLbiJIZ2Fx1sBT/SLxAn6cL8KSNCuxLNvuK6CBiR/n/2PvakGqZ8PwgmHBsGBYMCwYHBgcGBwYHBhkGGRgcGBwYHBgkGGQYZBhkGEQZhBmEGaRYZBhEGYQZhBmEGYwLBgWDAuGhVP2hWvO854/j+dHj+/73YwPv/Oes7Ozn+d+nvu+fiBoGdwF4MI3sJnOsuAuEBdEKBvFcexdevKyzE1x1qHVwUnzLj12gi2cau+CEks1IL1kmqbLRRLM4crr2Vv38J9MS+q6SpJkm/DN1pGmKUy68jz3Lj1uimuTexg/x/KybJ/YzYawNE2FWUHb1JRVpVBFquTCrOCcOc00RaAkZB6YwV3Qw8JrlmWALMKc6f+01CySlwTs5p8+kLajkluHlrKmtF9zbjOyt0xaktgJFqLA5evOmcOOs63Hzfg5tg4tUHrlFdk6tPxr/2NoruT+td9w8y49c9+E+R6GbHlZRoaoTkz8NF9+BLtM07RLs9c8z7UtjR1nkeNB9etgJ0mSmPumOC+CyURRFDPG8NO8tqlVb+q6KswJ0qJUCDHPi8KsYOwZnSEUsrcMaor4uzqXD1paKmQK7kN2nMUr3BTXwy/6sbQUPUbcFCcvyz3Zm3vuosIWxzE/zbeJvkMfqLULZHAXsOMsbFf46aKIZ+6bwV3wJamrbqOSO2cOmFLRY0RRlLqh/i9TXR3mgQk0inflKavKL8KVZW8ZeHvMGKOuq72t1KevqXflaZsaM8aUXBzzwGyzPRnHsX/ta1sarH7ZcZaf5vlpnpvi6FG6ZoO0Nt5GEAQ7zsZxDL24JEm0Ta1mwfTxQexzkmMYpktJTPPALNWGWi8KP4lKHsexdWTh0hDNgxwmGYZRVhXryOr4yLMsMw/MUqMZ8rL2iY1y2aClJWPXwGUVF8QCijxK9/CLfiwtGXsGSZI9oaynr6m8LEOD1TwwhVmhnd2CpiAuiC0SGJizmLOwE2yZloxdwz62MUvq/vg/DXQLmDHG2DWSJMmyjBgiSJKkRihqhNK2NFQbGjL7/pGAMWh4H2Ld/LtkxFA10jY159RhGIYdZ93zXksgVvI0Tf0bP47jvJJLSxI/zX/p42ixxHGMAqmxZ1hHVvQUwQ7xjy3LgtugtmJRKQY1eLDWfCSOY3FeJIdJaoQihrqqCJkHJkEQpViDtqlJS1I3zwWAD/axbewawpxAVwW0xnEScIo6jvAhFGYFlECwVBLnxeQl0bd1pIHOd927MPaMckqhrqvKmkIMFf/bW1uGn0lL8XPMTXLqhtqDZ6+S28c2P8NHT1HyklRD/ltE9pYZe0Zr7GZwG4C3WM6VqtOSdWiJ82J59/cp0jR1zgp6SlnryLKMIAgUEo1dQ5wXuUkO5H9jz0Cl5V8T98RTHT6EwW0gzAq/jh/qXXroXEaPkbquMmOMvCI3VK7qPgAI6msR2L1wQdwpXwluA9DMG45fyUvCjrNAGwPA1vGEFWmpVEeFb8CAV7zD+5Cb5LQtDZfb3DcZhkHRVd/R6dFe4puK+eufAVhK/BzXb9Vv82/86jVi+Tc3yfW2j/sTaamSW4dW54vrPwO9H8yOwYT9/Emu5BAZa3brQ7uBHWcB9Cw7e5CiyLIMTDppUepfWkqSxL/2lTUFoq7V90ccx+Rw1eNdyaPHyL1wjT0Djk1I+faJ3ZO+3a8ICNpi0q1vD0TF40vhX/vigoirXAgEb2rsOKtuqD1XaLWP7fa1Dzr8ihPb2DWqHw0I4TcTLMBkwr/x4+fYvXApivp8vVvJw4cQgI7gNvCvfevQMnYNZVVBeRCFpuwtU9bewUo/FHAwKK0j6zd2gkVZHv8LFXltU4NrAUmS0qLU7LNf2vQdHYJ7Na8rawrYb/WbsWfg1KWvqbqulqmoLOjh794CWH4gLWVZBpBPTxTw7GMbcyvMs9qZZIX3YcFmbQIHR3Hcu/TQn1DXVXKYhNYWhO6NXcO79NQNtR9pKY5jyERKS5J1ZIX3tVBabUtjGKZhyonjOHqM7BNbXVehhIRm9V+/eHLPXXlZ9m98hmF+UVepjOjxXVbgPbK3DLmKHWf1Hb2HyyZlTemrKDXsXGvGKVhfNqOBG7sGP83LKzJ8bRiGaT0+xM8xzgxFUfQoDUMQVDVQCVTWFH6axyIJbeAfrOumrymg1fKKbB/bwpyApQZJknAHRZedm+LwBxAi1MifGps/FNQIhdEDAGO8yE/zzplT3SzsLZPyB9KSf+3XKyB0GJUcAt4ol7c1B6zkcESu/xc4ydI0ra6r1XM659ShaRqkRXFehE2fuqFKixI3xfWKCBw+hFi806O0tCQ5Z07DXpF74RYLzZbpMMsyiEpwkxwOWFlTigr43xj2iQ1MVK9ANN8c8XMMqlDN60mSGHsGQDc9qS6gXtRXMZs4jqUlqWaRp21qLfg3/AxPDBFoVNA0LS1JwmxT4EMcx9wUhxqGvq0nfwaM+8x9E1A6PETWkVWWxX4kQACAuyP+TpIkfU3RWkvTFP/FH8WLr2kyAFGuMjGxIAiCmyy6hmmaqhvF+omiqB5iX38gLQmzAjfJJb2Y0kImNY7j4K7djoK5b9ZP2bK3zLv0aJrmpjjzwKzZD/KosVd0HaOnyDwwMdxDJjx8CJOX5EuLvyzLio9UcihDQ5HIPrarp8x/RCX3b3xoc7X/RXmeuxcuZl7MGAOxmb9t8VTJzX0T5PPvw0b2NJKXRFqU9B294bwheUlQfun+i4K7gJ1g+2rZHj1F6PVWv4i5XbPvLafhzBhDDpPCnNAid7oXLgokzez1UMqLn2NxXhTmBDyY1qHFMIx70Zgy/398GiXojpv8QCBbRxZeJIfJHtbxvjstpa8pliM92FWaigsiKsigjn/adoseI2G2ViwkTVN9R4evUjOaEQgQ1XWzJEmcM0dZU2DUJswJwpxg7BmYptkntnvuBndB9QaHN7xB29KkRQlOl9FT5F/7rfN08pIAZKhv6+0nlewtc89dOOcCg8uOsyhb/zpQQIsogapY1P704XQYxq4hL8ufHn/yknQjYAFSRK/MNhuGf+OXdkFlOKdOMwxx+BBinURRFDfFFeAugmiGUzB2DXVDDW4DYU5oWNuEQComi9KSVHaRrSOLm+Q+fPx+IsDAtQ5rlfQavPMt65XRT0+iTEvkMImBC6J/5WqpV67i+fenJevIokaonpBM7WObnWCTlwRK4Z+CbZIkQaOl+pHGSkVelqHP2PSzLwloH/UpLXqMgrvAOXPMfVNakqDHDB1DaUlCuoK/Lf6LSbFz5niXXkNN2JpIX1P0qMUF0Tlz2s9J3qUnLUpIt96lFz1GOFRz3+QmOWVVCW6Dv2PZVKalLqHAPxvuuattap+OVkDrFX90BFfTtrSeLLyaBXQ8a15Es6fh+60jC6lIXBCD26AsFjV7otUNFQj1ZgIxIC+imYSlWwELrOT2iQ3Flh9BA4HBgp4xLnSapsaeUU9Lyt4yc99UVpXBmWaB0lNmJnFBLEUoihlh7waTb01L8A/uifo1uEryipymKZTCP53+B7eBvCxXlxGip4ib5LCTT4ez8D4U5gR6lG4mnQdqSHUkSYJKXVFKfo+2brVKnr1lzqkDv8FiffMu0uWcOSXzrj7iOAZFHALq9Q6b0WNUYsrNfdM5c7pkXfxslGlpQBQtO4s4joW5L0Dbg9uAHqU7wLOE9yEzxvRPLFzdUOvTEiZnDd9vH9vEEEGNFBxYfUcHkKFhWkpfU2lJCm4D1BuaHQNGf5xMTD0heJplWXgfKqsKM8Zom1pfi5l/RCXXd/TSWRSPm3vuQta5fnoR3AbgKQ7OU5m9ZeK82BgXMUT0dv39rWnJPrHJYbInaz3vymPGmPA+RKr7tNuWvqballZdAYseI6iqtP+lSZIoawo9Sgtzgnfl9UB3tS5ALfSuPG1Lo0YohmH07SoUViWP4xg0poYrzuwt8298YVaAgWnr7wrvQ+vIQmUPmD3YP/86Wm4cx7Az+MHiTE8ieoq+4A32luHyoSj3paosYMfaptaPM6ZuqPVVemFOaCFVoG1qpeOadWixE2xhT1MXRYHuPjT2jBbNDMD5ykcAvFRmjDH2DDy24X0IWSbryEqSpC+LkkoO1zfzoNAxQksme8vi51jdUNlx1jq06i9c9BhBTaMnagM9jA8FcZCWhgiapsH+7u0XfV9ayt4y8AR7AHWFhtiqkqapfWJLi9Kn+zR2DWnp423A4BfgtC+Gf+PLKzKeHHPfhPVfJ7/iPWDu4l649rGtbqj8NM+MMfKybB6Y1Q38NE2tI0ucF41dozH54y7QNjVxXjQPzC8NN2maOqeOtqmJCyJwuua+6V64v8V8LHqKAMoanIrHt0WSJNahxU1y8rLsX7frpA7gH/FOyu7tIenbej3i7tO0VEIosywz981P05K5b7aY4KZpqm1phenMe7gXLtrA9omdvCRZlsGZQl6R9R0drKmeTMji59g9d8EH4md4bVPzrjzA8PwbH2wkZU1piNeAA2EzNMePB3pj9rGtrqvaphbcdijj2zq+Ly2FDyE7wWpbn1fPPw1U8LDkF+YE6/BzrPkfLjKV3DwwpUWpGwEr78ozdg3MHYQ5QV1XjT3Du/Rwc7fOdvFz7F152IO6rsIHHb63UBJCtaF8f5Ik3qUnr8gt3DdAzpAWa4G5X4okSYLbwNgz5GUZHrvaluacOgOuvBc9Rf2WLRjw8G8K5rWyqrRZyYweI2lRAstH29KSJImf455caLD6al5sPy3leR4/x5+mpfAh/ERqNo6LOlhVFDDaKU5cEP0bP31NIfsNvgeyBZ7ir54KaA9CflCYE9gJVt/Wa+Z2KNiYB2YzRdroMRIXxFLT75+N70tL3pVHDBE9wbZ7lx43yQW3AQTr2lkqiQtiOdAHtwE/zffAj6dcpO+boCiKCyLIfRBQabYxYwzA6PKKjA96l170FNUXE9I0tY9tfpoXF8TCRKfumLOsKOYUBYruo5LjcUU3jp1gYR7jnDkDBQ0qA62yXwoNr4mOV6hpmnqXnjAnwAevneVyQfMkSWKIYMdZZoxpSk74Sujbev1MEZrIDd8Pg5uvpqV2jsQ9d+lRunbpVsnj57hMHtqmho4v8pO2qWlbGj1K4xE2D0z72LaOrGabfWxrmxo3xbETLDfFaZsa3KTi57h+/h09Rh8d4rrAuEQMEeK8+A+u+6vjm9JSlmX6jt6sI/LVUNYUyCsoa0rpRNksCn5D+bxV8r7o01Q+5Cwh8AogeMMNqAcs6muwBmmapq9p8pLAGgCqzDCRavi16WuqbqjcZGPnpwbvT1P/xv8CDKmSo9aBpjGojni6ykPCMceNIn1tG+LRReAM/AVpCcNlV7uoFGMxO8Fah1bDeUzN+8EoAptV39Gh5drNjA0LgupXoL7RLC1xkxxBEGVaStMUOiwN0xKQdcFtUDw+nwXOhnVk1b65kicvCYxDod5i7BnBXQCAEoiu7rlrHpjalsaMMQ03borTtjTzwASy7uOJ/mJAbqoEtvVW9vQ3xjelpfQ1pUdpuHR0uav4OaZHaQiS1nCJGoZ9YldLBMFoq5f+85W8yzVEkiSgLrnnrrQkQa4CKlgtKnIo8kKXr80DCG4DeUXWNrXOBp30NQWImZvkwKByz10cszAnsOMsO85KixKkm9hxlhgiuCkOmhoAxBd4it5GJRfnxVJF97cHZu5d7gQdfqgjttM6Ch9CZVVhw9RUgAAAIABJREFUx1mSJEmStA6t8P6Dcw22f/vfrm/rNRouMGholpbYCbY6LYEM2ywt5e8AcefMaeenpWkqL8sMw9jHTZGH3pWnb+vSksTP8IXH0qpiHVm4vb0rL3qKsOFRrd7C+9C79LrJ4piDEkMEiigURf0dd3I38U1pKUmSZuLBXw0gatLX1Dqy6j3L679XWVWqfcYw3Hd/GGWAHqRv6+j0+jc+tmaNqyRJ8Ab33DX2jPJ5gDCiuq7aJ3b0+Akiq0RhtX9KrUNLXpFL4cVuAswn6GVB2x/iFFiSwswtuA3MfRMy7cB9kSTJz/DKqqJv686p0ys+bxzHYCz9HRws58zplUZO+BCq62o7ndc8z9PX1Dq0oL9JkmSB5KzkeZ7XK0m3jnqA+JfSkrqualsaP8M3a5LB+cncN9s0tsYCixqh7GO7dX5F4drcN/VtHa0mYVZgx1lQ5vkZHo/qx/8uSvixndUDIOEqr8gkSaobqnVkoen1u3Cw/YhvSks91KTip3kowLfjQOqeu+q6Wk4/g7sALiZ5nqO+1P3xFCXpLU1ekdV1lXkPOKbXb9wUxzAMfgWqkchS8DBsZ2yNHiNlVREXxALe81lAuoYZY7qc1uGroRkhzAnmvhneh5+uOwF5D+4C78rTd3RhTiBJEnx+6BN3iQSzT2yCIOqJMr80jD2jh1xXuB+lr2k7xG0gQuUVudABYv7wJDT3zdaz+PKBqk9Lxp6BCmHDD0pLUnVaYsdZZVVp4Zpm7pvUCCUtStwk11Y5upJDVJSiKHFBbPMjSZKgEB3eh+Vcs2bD/d/hBKuSG3sGwzCArcOonhgihFnh/7T0TWkJwOXuT3f0FDFjDIR8wFtq8eb0Na1x6tN3dPPARNlNWpR6CY197yp9kGlfU/fCLaXjge35YNS+ZWV86VtgVAyP2nY+ET/H0qIkzAldUk3TNDX3TYqiqBGqoH91cDWhU5mmyUsCp6jCn5SmxXkRjY2iF9X2zuVlmRj6e9KSuW/y03x5C9Vu73fOl/eLdU8cuxefGAyiz8FOsIBC0DStbWnxcxzcBv6N75w5fwBz3i8TyhIou9WnJX1Hhw56w2+0Di1iiGAnWODr6FEawpXNlmjgJBFDBEVR1pHV4CzVbVAU5ad5fobnJjl86iunr3dRyUFroUdpiqKUVQXNPHCVQAb6x/EO+fekpewtI4fJnkg72yc2LKfMA1Ne/kTZwbvy+Bm+vLlBhi27NdhVD3Wc+h1JkqBuqW60qyjoXXnivPjpiWodaGLBJFvb1HoPxqvk1pElr8ggbEGcAo4esNxu8VE42gmzwl+Qloo8lKZwJIFbdk1AxlRekb0rL3qMPkc0/BlorAqzwqfJCTU9fpoHcZIepcHswY1UKkSEDyHKYvhv+prGz7G63mC1xIwx/Ewr8SFUU+BzZp/Y4rzYYiEO3dXGigPNg5/mkyRxTh0YtPeJc9MssrcsuAv0HZ2dYGmarma2hA9hkZMIgiD+T0vfkpa8K4+iqO4bS9lbJi1J6rqaJAmorK3eXcmFWaH6PcFtUMxN8jx/n/6zE4PuXImI41hdV4s+cBsjUfqaOqeOMCdYR12YLVXy8D7Ud3SapqvtcfsU6Wsa3Ab2sQ0SIkqF6obqnDrNJs4Qk64fB39ZVHL3wlVWFWPPSNMUi0h+hpeXZX1Hr9nkFRmNDQBMtC3tS9cleoy0LY2iKHVdhXl5izcnL4l1aHFTXJEUSVJakqxDy9gz7BP743srOSpj0VPk3/hIKjU8VpqmyWGyfFv1yOteuNDEQ+dG39blZflTeUD/2scT0ebGjDFlezt6jCC+jAlQf7uSlTx6igC8YhiGoqii+/D+FEdPETfFURQlLUro7f2flr4jLdnHNk3T3ZOWo8cITf74Of40nURPEcP8UeVzL9yadUP2lpkHJsMw2pbWS2xerwOmq/KyXKhpfRbQsBDmhHoLwS9FWcxRVpXv1EFJ0zR6itCL4qd5aoQCU9jcN2sOQ9vSClXcNpQ+BjCSJDEPTNDdYJ6SpqmyqihrSvQUNVzjQqE1eoqcM0fdUMGTgyZIm/cwtJ/FBZFhGCj2tnp3JY8eI+BryuTEMAzQLs6ZE9wF7rlbembm71KT1Y8eBLFIkkQdL7gLqm/LNE3JYRK+JMDWsuNsO35sUN9vc4PRVKlIhBo79IeEOcHYNXpOMAjvQ3jlIeswDGPsGv61X31ZodcHIajgNsAMoK/67r8iviMtCbMCPUp331gK7gI0OSFx2LqaBP3W8kuztwxWwTVvy7LMOXXEBRHCegNolOecOVDHaHPYLZhMU1xXiaSSh/chTdM0Tfd9Otk80K4P7gLotUDBs5qDArEP1AB/5Ag7DmApuUmOHCbJYVJZVYo5RCUHV6atnWQZFECUVaVARe4abU5EkiQxdg2Akmtk9RtEJU9fU+fMgTBE4T0xRJDDZAHeWVVomlZWFViDY5le/XFhTiCGCGFOQH8xf5eGw7+D9Oqeu3CjqJaz62FETxFAhuX3loU1jFHwfDH3TffcLXp47fCQqjmLb5l1ZIFxSNM0ZC21Lc279OqJtNC3BEI1e8uSJIHi8KdczL8++p6WoqeIHWd70lgy903Icarrauv+SpqmzBhTDQookHtNpiHpawpJEjDki67GTwOO0RotJPrbS5ZAyv2h7vr1gLcTPUpzU4PVe0teEkDwcTaC24AdZ6OnqKFk9cAGAG+YI2MGXYMNg7nDV0VUo8cIXCVxQXQv3DZvADCcINRbM5FvEd6lx8/w6JE07IERBCGvyNFTVD5EwpyAoR/op+A2sI4sdUNFe0zb1KTFAuKPv7/029uNSm6f2NQIVa++n2WZf+0jP7HjLE3TuP+VVUXb1Kwjy7/2w/uwfrOOLOBpS745PUqz46w4L4Kf2/BA0K9lxhiKorRNrTxL2qZGDP2flvqflvxrnx6lS2vXjgN5BUoh3BTXGhpuH9s19hnJS/IpnDR5SVDo46a4squBm+/7l1DRY4TaVJu1hewtc84ceDJ1k5PChxDrkoLwP8AB0Apy1e/gLVVySF9TFAUvtYZVVmgcOGfFvRc9Ru1XYpOXxNgz4KfVPisTDSd2gpWXPyddlAEVOPvExuqcm+JggoygRijAc6xDCy7SsKWG/yzDMOK8iA1LYZqmzQPTu/S4Ka5/inBQ6qJpWllren5KyUr7xIaYEADr+I01m7QkwYNU3VCNXcM9d/1rv3UhJ0kSeBdRFFXjSwKC1/9pqe9pyTl1qh3HO444jrlJzj6xofLQolOFBFbDkfJvfHFebGfkStMUdUIYuuBZQkb0Lr3vSVGoxbefGNAkA5Opm+8FdpGdYO0Te8BHefRg0FKC6PKgu1pUcn1b5yY5kiSFOQFlooZvhLw3O17IKvLTvLQkwdSuzS9yL1xxXhRm21IxRkBFnp/h6VHa2P0y5zp8CMOH0Lv07BMbm7wsl65xRQwR4ryI1FW6mlYHlhpdrvU/jewts49tcpiEIUg793mWZdFThN9Ys33pRGVZBktPcphkx9l6PCTS0o9YFA5U9D0taVsaQRDdo4rhrGyf2PaxzY6zLXJDeB9Ki1LNN+o7+lcrAyjcx89x9BQ5p46ypoAJC91S69AqSiW9zlLBbSAuiOaB2WZiyLLMOrSUNaVLTzNQnqUlqR8+Uj2P5CUR5gRtU7OP7dIk+493DJKxYfQUKWsKSZI0TTfUGkjTApDNT/PwA6wZsoGda/cSV3LQM7EEafcoK3mSJPaJLS6I3QOU4LuqbqjyikyPFpp75DAJRYPk5Q8VHzR4/Bu/uu7Xx6gULVtqhBLmPulS9yogKIzOHKhg9W8Q5gR5WR6c+/anos9pqZKDyNb9reZf+xh65GW5dSMBS++aCZe2pfVAc6iSx8+xfWwbuwas84CD0rY0dKSipyh+jpMkqVYy/VLAMqPd6VIlj59jcUE0drvSDkdHiqZpY2+A3DBbR/QY0aN0OQ2vl2qVV2SYKH4zPaUmwE7lpjhymNQ2GwM+y143uDXepYcJNTPGQNi7kFIlCHGhrRV/GXDLNPfNr7K2cyjx9Mryp/LnNhgBCjA1QgEi+ClJroPIsix5SaBPBiq6MCfUQx/LVhM3xQ145fx7or9pCcjmHqSlSq6sKeK8CC50i4IGOLP1tSx+hu8H7BLSdvq2Lq/I4oLITXLsBMtP8yCUOKcOtuAu6DnAugBEzPDtF2oa7sQ5dZgxRpwX/Wt/cIaMT6KSmwdm9WKiPi2hUygtSuw4K6/I3qX3/ckJYhaAYzWbFaVpCmkcLImAFEDbHwcM0Xd5WaZGKHKYrHfYaxWVHIICEDf5avwLQ6R36YkLIjVCgTIc3AXdC0BkWRY9Rt6lB9EvgiDIYVJcEOs5LeDqGbsG2MHtwOL/hehvWgLTiB6lu52GVHJxXlQ31OA2oEfpFiuD8D6Ul+X6x4mm6X6zAeC95F/75oGJTZwXhTlBmBPgbK1taoCf+td+l42Q9DXVd/SGCbj9iONY29TIYVLf1n+RaHGSJHCU/6PGNUIZu0b97Cd7y9wLV5gT6FFa3ajFX/X7OKH2xk1xzcwb83eNA7zNPrbxpNjHNjfJVd8k6WsK/p+8In8pvwK5WmSmTgPK8T1xYxrAgPQDio3sBCstSfq27pw5/nVTweX6yLIMj7++rStrCvh2BEFgTU8Ok4DzlZt35ZkHprQkAQwCWtj/aQnR37TkXriF7FB30/AsyxiGgTkCTTenQFVyfVtXN9T6N3xDWqqP5CXBFj6EwV0Q3AXWoSXOi2hQSYtSNdm7/QgfQn6a13f0bnJb9BgJswJceX4Xq9w8MNFLZyfY0qIGS41mYEug9YA1+J6xNUkSaVEihohiktT8KqP5X1iCvb/Nv/GZMaZ2dlXJzQOTHWe/OodIX1NlVaFH6Y6X7MDgMAxTQLr/xkjTFCB7qCxi/cSOs/w0r6wp9rHdbNO2NH6aR+MZXTTcaSiTQONGXBBR86/eYPzmXXlxHPvX/v9pqYz+piXn1CGg7txdWkrTlB6lvSuvNABsGFmWwQu59vW3rDVK4jsDFFFjz4DWiDArlEScdgJSJQ1Tb7tRycOHEIN4Dyx6vz3QhqFp2jlzoB5LkiTgahhKylE7e8vS1xRtfDhYEwTBjrPhQ9hX3nQcx9JSkZNafwvoEzRN12RTSAnXL/qdM0eY68hLs5LLKzI3xXW8LIYbJPT6rCOrH2CfgYhKISjs3/jGngHlLWQRaoRqttE0zY6z6rpq7BnmvlktpwtJmuA2yN4ybPFznLwkH3TdPM/zPHqM/k9LZXxHWurYd64M98KlR2mI2rUwlk1ekoZykPaxzYwxXR1BfyK4DSB/0o7SHVZdQC51/I2AqJLDZD2j8LeEuCBCLg8KhwAiQ0wM1RIsi6On6EP+tWoDlABiaMFd0PO5f3lI7djwIC01hPDU4yGzt0xZU9QNtWM0jbwid6nbG8extqVxkxz0NX6j4FNngVYlvAdrttbAkCItfQYeQVrSd/TfVbroU/QzLb33pdsn6DULaKpiEtpCd8DcN9X1BuoPA5uW8rwoPLLjn9y48XMsL8v6tt7NmJK+Fuq0HRBTBiTiOOaneThroO7vnruljCk3yVEU5Z67wNoIs4Jz5tR45FhHlr6jw+dNWpSUVaXwXexFJElS5qR2El78HLPjbJusPvfCbY33aefr0OPsEoIEWyYYrPQMrfeXRvKSSEvSp2cpjmMgj/7WGumXoo9pCbRWgiC6v3HNfRP1h9be2Nwk11BKa6DTUp7HzzE3yRm7TcHZEK2wj+1uUODpayotSew420uXqW8PNF1qhub4OUZjwDlzqBHKPXetQ6sUBm0WSZJEj5F9bKvrKj/Ndy+zhH5S+zkJAVWRT+ty3pXHjrPKmtLVAqWS+zc+P8N3b8gJiQdhVgBBokvO3F8caZqqG+qnNgXpayouiP+nJUQ/09JrKi6IxBDRvTQvEP3hfdhCgRTY8YYj+4CnpTzP4QBdP+IkL4m6rtI0HT19YqPeOrK3TJgTGIZpX15vMANpqSY9hw9h9BgZe4Z74SItGbsGSZLUCKVtfeKPAFs2Y8+gRigojRY+hF+NSm4emAD4fOnj2VsG951ml7jUuZeX5Z5QTY09o7VOSvuRvWX2iQ0IT/fex39lpGkqLUmfwiCTJIEU0/9pKe9rWorjmB6le0KipkdpcUEMboMWVSz/2m9W3wDctstj6GuYByY/w9fckcFdIC1K4oLYJecpeUlg4WMdWeFDGNwG1Vscx8lL8lVDuZ+KIi3VPbrhQ4g6HjVCeZceNM20TY2b5JQ1xbv04jhu8cBnb5m6oRJDBGSkhTnBPrFLj7tPA76U1AjFjrMdpDTwbdlxVtvS/Bu/BHCC+yLMCdwk11tXMHFBFBfEXqkbZFmmrCpQ0+nJDv+qqOTmviktSS0WlGma6ts6QRDSovRLq+u9jX6mpeeYIIiepCWGYexj2zl1OmvYGruGttmWU8BPBeDL1enHv/aLJlB3XeXsLVPXVZIkAZ1nJ1huiqu2R5NXZGFOkBYlfUc3903kqoGdsrVIS86pY+6b9ChdfYeEDyGU6PgZXlqUrCPLu/LwG90Lt3rFAFiNc+a4Fy46T/wMLy6I1qHlXXmtlyn+jQ9TqI6XIKAlQRJU39GVVUVaknBprEOr5+o4sFT4UrGxdUAWvdhbJQfSrCd7/gsiuAvYcVZcEN1zt1a5/C3zr31I4RAE0aKS/0/Fb0pL1qElLoj1aSl+jtUNFaYvDWv0yprSEAoxOIHRttRrgLGssdeAH/qlKPWSCYKA26l36aHkVW7+je+cOdaRhaFQ29JAAZaXZcghD9T0zTlzuCmu/pCAkrKPbYaprdZixIT2rrwia1saP8PrO7q2qVXP7msSXvKS+De+vq3zMzzDMOKCaOzVerghANlnGKYzFlp1QHYWFwW26P3r2YT3IfQvej4FSZLkdxG0+x1ll52maSiml4rPEOyHFE69Usk/G31PSw2atF+XxmIYRpgVzAOzfpGbZZm5b2pbGpxjIGcJ063Sxcs8MHti+NS/yLJMXpb5GR4lICSP7qGi0VMEzik5TEpLLf1bK3n2lqVpmqZpMSLv6Cj9MWOMuCDCG+3HZc3QNKofSe0T2zq0oDbb7LNZ9vED8Uf1GTZ2jXp3DJDM/BtfXBDhRKBuqNWnEfBfcpj8RXKCRVRy58wBI6faWbEney4t737EFGYAw7v0IPeAoUyYFXCKsFpixhiGYX4jibBP0fe0VN/rE+YEdoJV11X3wk2SpJ3BV16RSZKEhWX16xDPJoYIeDHoOzpYKWh3g0etrqtQSBxwjoV/4zMMU5qh9SAqubKm8DO8d+l1g3QI7gIY6kDuDx6MxWLrKfrms6rv6NwUV/+lSEvcFNdBExECRewE2wCMV8njOC61U0mSrK7UAWRFkmSbZrL9jg44ws6pg7TKjDHGXu+Nw9kJlp/h/Rt/wJ++bwj3woVru7QooX6jrqsAIskr8v+Ly+roY1oCqb4BBKWSo0vEz/DivAh5xNbJyT6xUXut8Qfzr/1iJ9t6+BAauwZ8AfgZ3j62nTNHWVPkZZmf5kmSVNaUan2XAQxon/s3PqxcutxblmXwYSvyXCWP47jeMKb9EwKdYyCq5RWZm+QAWbaP7UI9rN/ntpKrG2pDQFqZltq1UHs/G86Zo26o3CRX4w0fx7Fz6pgHJj/No9iFzhzE66wjy7v0oCgozouDIGkax7Gxa3RQkUteEvTkIWfQW9hC9Bhpmxrcb/+vUEEpA6J52OA8MMiD0o9EH9OSuqGSw2Qzo8nsLYueIgzE8oosr8jGntGskh7HMda/NfNZ+8RW11XvypOWJIyV1qEVxzFYPh9f9BiZByYEQgZ/VhLHsXVoCXOCuq52YzWbvWXkMFn2q5Q1RZgTIFwE0BoYM8pqMXEzdg33wm1TMg7ClO65ax1Z4KUKs4KyqpgHpn/Tr3YUIIVtpiUoEHqXXrlVd4aAnYPqAcQJy+QNfq4wJ5AkKS1K+rYO3yBxXmTHWVhoiwsiTdPkMMlNdi7n08PIsszYM5TVzllNaZp6lx6E73qrHlnseU7gpjh9W/+f4fR/fBr9TUvsOPvpMJe9ZRiIQctv/KZKLi1JDdMSM8aghx8+hPFznL6m+rZOkmQN9C5JEnacJQiiId92sKJStL6VNYUaodgJVt/WO5hpZlnGT/NQ2dK3dWqEMg/M8CEEHBwOh1gwWYeWuq6KCyK0JrlJTt1Q2+83pK8pKl3alibMCpBh1rf1nvP/4+cYaIX6tbV36QENUaal8D4U50W6KvhpvnpMTJIEqHHkKphQcFMcTdPcFGfsGfaxrW/rUB/nJjltUytN6uLnGDZI36//2zAgvNv9vZ0kCSAePc8fSZLYxzY6ndpWtzITf0NU8qJf+3/URT/T0rrajhjUR1TyFqU8qIvW2MbYJzbaSFDogp+suqFCYLt6z/axTVEUxPn1bd3YNYLbIH1NB7rkXcmTJHHOHMxhpUXJOXPQrm9zB8DpuucuNUJ94tNTKc5/8pLAlQPFK36G17d1+9hGyv+UmloeM65+wQE6tqOnqM0+YotAWmrI4IFeIkVRfxTxKnn2Z9R8CogGzADYcRauSP6175w54kIB91A31KLMUin2mSQJ1lI9MJbsRWRvWWutyM+j6pky9004K5Ikqa6ryUu3V6060tfUPDC5SU6YE37EAWuAopIrq8qAdCUHLfqWlio5O852o1hcE1mWwSzLu/JKr2Vj14BXDXxNwDOHHXL1uso9dymqGJeTlwQKnuw4K8wJ0pLknrvepRfe9wD51r9AjZ6b4iCV7Z67wd0npqtZlqHHJs6L/DTfQf06yzJUtKQlCeqcmN9hYdrOhDe8D60jS1lTuEmOm+S0LQ245y8fCvb2ELLjbH1aQuqF312bLnnRY+Rdefq2DigHisDuuQuJbtDA7RO7ZsWQvqYQNQDzYUCg8/axXc/FbjOyt8y78qp56GmaUhTFz/DKmsJOsBRFaVta9NiVyEhNoJvFTrBwxhvk566PUcmNXeP/tNQw+piWiCGil7iyd6FJUCOxVdvtoPkEW89qR7jgLuCneW1Tqx5E4uc4uA3sY9vYM4Q5QZgV+BkeTRfnzOkJOLv3Ucmjx8i9cNUNlZ/hIZRpHVnNejn2iU0Ok1iydG8yFNwF/rVvHVnGnmHsGvq2rm1p7oXbZuEovA/RocGphs3aV5EC3pVX4GibHCHDMK2PB6OwvqNjXqKsKcaegb6UvCzDkM08MEEwqP1slgHjQBAEM1ZbT/6pSF9Tfppv1sFtHdFTpG1p4rxYXUrK3jJhVsAOg7tA39Yh/dVzVq935anrKp67v9VgsHUEt4Gypvxfz6yPfqWl6DEihgh5pZdsoeA2QH8IIS6I6rqqrCrCnFCdnJS1D0OBNE2VVYUYatVSSl6S+DkGxkxZVWCzjUzWQ23pHgbEs4PbAOJmDMNwU5y8LFuHFo42SRJAPGDb2nOjP5wx79Iz902gA1D7+vRbgHNBwQ3LFGVVabNthqwgLzelf3pXHk3T1Y41NaJNqEzSozTkHlCsg7EITdPKaqFR1HDnmBLBfpAgiK85l/cztE1NWe1kaIMIm7xcC00ObgN2gv14Xip59BiVLIveZqbsLQPOgh1nrUNrQFaf3xBxHLvnbnAbQLbRPrHtE/t/LfYy+pWWrCOr4Bj2KCCiw01y6FvAWaf0eYQZlzArkMNkiYzI3jJtS8NQgteVVcU5c5IkaczweG9FpGlqH9v6jl4opM0K+rYO67O+2sfleR7cBkV1rp1vqeTZW4ZePaivhWUZTVMUhZ/cY6Zk/QFkGQiqsJBo83NZlgEhaR1aaOqI82Lr/BTHMTFE6Dt6s58DGEKpjR09RQWEfVWRV2SGYdBsD+/DwjRoiqNpWl1XP5FnreTuhQtKMirGnaWBfoR/40tLUpupInvLrEMLQDusO80Ds/5XS0uSuCDWWj1lmXVo0TQN+fbeznKyt8w5dWiaHhBYY7+ikidJYh1a7AQL+cTgLoBVWDGO0TQ1QhVGaP82ZLxvaenQokaoHnIgnFOHHqWRb9ASMA/M9DVNX1PUl/xrP3qKoGwGp2oYsmEAoiiqekXFT/Pmvgm2TeshJkkS79KDQho3yUmLEkRogrugtRl2Z+Hf+Pw0D6mb8L5dqdAy3HPXOXWK7fcYWAR3gbaltXBtyN4yeUUmhgh+mveuGihVw4KWHqVrIA9wGRcXRGPXAGQcXgzCnKCsKZ9q4KJFD2yhe+4Cktelcm6vIssybUtrZ9oBNL+yqogLIiyeaZquJ3ghN7sXbrMlY/qaSosSgCE9v/PjONY2tSIttUQ//cZIXhLoXoLCpe/o0VMUP8fyimwf2+F9GD1F3pUHuBY/zbvn7l92Br4U/UpL2pbWw7QEiReMs4V5wYWb57l35ckrMjVSpBx+hoc2GppM5cfDh9A+sbUtDQW6mvykrCloJ7RGxKLgYB6Yxq4hL8vokWibGvJHDzFFSZK4F66xZ8grMhRUuxdb++1h7BnkMKltauqG+kEQrgp4/5DDpLpRiB/C6sLYMxiGkZYkYU6AihJgF+18KQzc6FFaXVejxwi3dM8roh0Hbv5Pc2TyksAgUVlVkJPEebG2CFnJg9tAXpE/JXFjqldOEPsUwV3wN3WbcNIYhlHWFP/Gt09sCD2E9yFFUew4Ky/LwpwATkV5hnu+Kv1F0a+0xE/zNE33itcNwibw3yCEonfNjrNQHkJmAuHRvXDhTwPIFkZ5lJiSlwQkUHlZxrUvnLZJkh6lAXIz903nzGld5k5f0/A+9C49dV2VFiV2ghXmBPPAhC9qT35ynufRU+ScOhD+KaVCB6R89J2RJAlG1ewtS1/ThnIScRwHdwE7wbLjLIpayUuirCq4N6CP6V157cOdk5dEWpTIYbKUTqBH6ULKbAACdOCGC8fqgI2sOC+CTSwtSsKcUN/DsE9sboqrgQU1izgEu2icAAAgAElEQVSOoUPfc13zMuDr0aedf3Nkb5m2qcHqzL/24QCirqvwlOGnefPAxJMuLohwaERm4qa4f5Z63K+0xI6zzBjTgzl+JYdFG3SDAEKDFSla0NCK17Y0ZozBolhekZOXBPB07AHlHTSK1A3VPDALQulLAm485M7QOSBJkhwmabpojMfPcSn5Wh/orKBHgjyHubm5bzbtYH0xkIzjOFbWFOxf39HtY7s4qn8g7BOboqgWJKEsy4C/0DY12AAWr79l6WuaJMlXnf28S48dZ8lh0rv6gC+TwySkrbr5LT2MT+6uSm6f2PBwwiyKHWdrdGbzPAdnixljQPtr86utI4uiqNbmvz2JLMvYCba4239nuOcuwzD2iR3eh/QoDTtTTC7D+5AkybLYnqYpnFmytyx8CKEl+KPH/mPR57TUdYAGCylD99xlxhgw7dV1lRz+uKKlK0F4H/IzfHgfalsaO8FW7yqOY/vYRh2PHqXBzPBvfBBF/RvfPrb5aR5yiiUdCmhgeUWG7F4cx611uIPbAAAEdpxlJ1h1Q3VOHdSOe9LJ9G/8cv2kbqhgcf3dPVJtS0O59UMiqC4AuQQwob5j/6WI4xiSIjW1vrIl8+NDJAAjLd4QPUZgHWEENPYMiCPXvC18CFHb7ECAUVwQhVmh72v3Sm7sGkAzBXfBbywVKGuKtCiBLgkATvhQpKUkSeQVueY24yYLpRKoXv3Fz3WL6EtaiuMYwKeO95C+pqjFifMiRVGQbiv9loK7gBqhqjvkZVpKXhJhTnDOHGaMqUlLH4f3HHtXnnVkaZsaP8MLs4K0JBm7hnPmhPchCn3GrqGuqyhFlvmJoij0omAN19rIHHo8xp6hbWqAwMI7uTcme5U8fAjNA1PdUOUVWVlT9B3dv/YH1r6vm0BTB7A6ZOKGxWEI3yFndw7oquTGrkHTdH3/CQ62/AwPxYofrOY5Z04L0RrnzJGXZXVdDe9DWJEVOJGat5064oKIUfLTb8SUrvqdmCN+QwcInG55RRZmBW1LC25/WXKCCnD4EJYgxvL4syyrgVylacpOsJj64NH+8TnQj0Rf0pJ36QHp2PEetC2tzAfCnBDcBvFzjLSUJImxaxSaDu/RMC1hmWUemC2QF9FT5F161qEFY1BukkNX3DlzYMgGDjzs4D4WUEMEwzAw1is0gFtG/Bw7p451aEEAW5wX5RVZ29R60tUMH0Lo0WmbGrhcf1O7OM9zbUsTF0QQy/hpnp1guUlOXpGhLYtaVvQUAaSO2n3HZyDLMiyOG66J09fUv/ZhcS0uiLiC34xpTl9TcV5syHFJkkTb1IBogFChuCCK82KNcD4EukAVKlo4lbyZRwlEryFFXw2vSF9Tdpz9Nv5W9pb5Nz6KEOq6+msoPpWcpmn3wvWv/aI3maYt6sDQCTP3zegx4qa4/9NSLwNpqdSu/moEdwEzxgANTI/SMGcDmxJpCT5a1Ve3YVpC/qAoCiwBcV50L9zGlKBKDvINukT8NE+NUAzD8NO8tqVZhxb27N/4WEURQ0RZ5QPzAEX8T428QDMKH0LkJ2aMYcdZYVaA1nWraWAbIGDIu4Eo+sm7f1UA4o9eGhRmo8cIfsQwlYd+NrRToZHYMTg+e8sIghBmhdYItziOraNCGIJhGAi5fsklpOOI45ibbOA45V15wBYD1gEjJTSWqt8GBdtCtfZd5U9ekRvyn7IsQ9HbPrZrDRLfMjCcvrPZhiIKhoX+EvJ6Fe9pKXqK2HGWJElz32zcpX7L7BObnWCJISKOY3PfhBzB/2mpZ+GcOp9rgzYP79ID4gAVFaQlkNLtYzuv5CRJKqtKzUfYCTZ9Tcu0hMkgoArOmVMMW6M0CnH6tu5f+3EcN1ZrrRRMVWPXQPEdREJjzwB+JkkSkGD4GR77LLLUEEFRlLQoQd+zkFVt2ZeGKk9Bhh2l7RPbOrIgsYq3ZFnmXXkg5P+bjjXoLX06/GHSUPZUOvsupCVohbQFBqvk4X2o7+ggBdM0rW1q1qHVlrJtRxHeh9Xm7rCCNQ9McUG0T2ygPIAIr/F+zN4yKNGp6wXwAUsQdEBr+bNvmXVowUiz2Zn3rjyUNHv+Gz+JSl5W6btxfvme0LY0fVtHKZKiKEDyipHnNQUkB9hgYojACIBLjLnvl6Aof030JS1B76djdKO+rRMEAeRVbVo6sfNKXrsUq+TqhqquqxDAlpdl3LU1y7XsLQtug7Jeh3ku6mkwKW82DCUviXfpQbGUn+b5GR5wA/fCDe9D/8Z3Th20qWATVwbEdUCKih4/MXINH0L3wi0lyOAAm+d5cBtwU5y+o6sbqrQo/VuY0UqO0g1BENKS1DozoffDjDE1U5YvRfaWoUKLe8M5daA0385noVho7Br8DC/MCfBqcs6c4Dbo7UJKWpS0Lc2/8YPbwDwwYXaFJXJwG6jrqjAr1Eighg+hvq2z42zpdhjHMbQB9e1a4QzA8/gZvrVKS6Gc2x4JrOcB8WJ+mgcfa2CTEwC61pGFNT0/zUOeRlwQsXFTHG45ZVXxb3zzwMQ8GC5ozBjTW2PGXxF9TEsdP4dIS/aJnaYpygvVaSm4DbAuLt8fPUX8NA8VZOh3ocHYoooYx7F/7QOYh5IdtBW0LQ3AuYYzFOjluBeuuW+iBwuqUzn6IO2pGyqMDz6wEiMUP82X7ZAWw2uWZf6Nb+wZUKQ19gx9W2cYxjq0grsAem4NnR3+yjD3TWaM4ad5aVEiSVKcF7VNzdw3vUuv7C6UHBdItVLUHyTu+LklcrIusrcMxlTwlgRyB5Lt7e6ikhcSiyc2XLFRW1PXVRh8tH8wzSK4DcR5EUVmYU5AKyLPc//G5yY5QJA/flGWlSbOJeDYv/GlRUlekev9mq0jS5gThLnP3ZvgM4ICxo8EfhrIIcqqMoANpziOQY6kR2mAkqLHyD6x5RVZmBP4GZ6b4oQ5wdgzoKyv7+iQDbMOrfAh9K48Y9cQF8SBTbp9ioFLS4W4KkEkL0m1z2yZlpIkqUlL/rXPT/PQ3te2NHVD9a99mqbbaW6BEhTeh+aBicPGQpub4jCONMMpoXUZ3ofquirOi4CK4SMlbxek+j90JYYINKIKedMbvxkdChwskKiQpOPnmJviAOr7F9zD3HOXHCYpilJWFffc9W98KBTA0w/XSFqS4ucYqRp1D4qiyrSdvWXo+bcPgM7eslLCIEkS8ByVNcU5ddLXFB6+za5aw72hlQghR8iWA1ba5RXEDQbGQv7OruVneHPf/GM9/U7aUzfUcjIEPhMepT/2CTARTYP59+lvTF9TaUmqVkb+kciyDCLODMP8YI5sGIBuIdODsy8tSTAu0Hd069ByL1x9RwdCJ3wIuSkOsgBZlgGNBaXHAcy4fY3epyV0dzqG4UVPETBvGPeFWQEZKHwIUWktuojvTzV0H4D0z7JMXpH9G9+9cL+sMfHeTwofQmPP4KY4NI1gjK1taYBfNyBmVgoeiXPmwBGqkFzcUCErgE+Z+6ayqtQ0opB1xAWx9PerbizHcUyNUKDjABbIz/DOmYNddXZ6f1FwkxxFUaWEJUVR4rzonDnxcxzHMbBw9CjtXrj2ie1f+7BBIghCWpTKnaSvqbqhcpPtEuaDu4Cm6dr16Pu9oW/r4AygCAMqN/A4n++6kmdZBqQ1uHHYibalwRCvY/I1ekvsBFsj+pCmqTAnsONs2WRKkgRtsHpISPQUyStygYxv+zD0bb2hh/33R/qamvumvq3jYAakH8NOsJC0h4Bhocw59LGRwyRWt3CepCiqupmEMbDfUk8DGL1PS+F9CNftzj7eNC3dh6WbDiBG+bvRdaG5m+d5nmNKiLTU5bwpyzL72FbWFCxQMHMX5gR9R4dtYMMZJapw5r4pLRUGGdKSZJ/YBe81Tf0bX9/WxXmRm+SwEipDnBfB8MWaPXlJwA9X1hT41IkLIqqU3CTX1W/7DcFOsOaBmec5VhvSkoSTBjiMtFSoBWKVHNwGAGiB5VYDZVZWFWlJaqcSkr1lFEVJS1KLfhK6iRDyEedFXBrvygsfwi/U6Cp5cBsUOo0TrLQkSUuSdWTh1mqfFIXnRZwX/+jxVPLwPoTSWomVD+7e20512cs5dYC5/yqsTt8ZlLRUHQAR/HhmSpKkRunGOXWEOaHU8ER5X5wXyWESvEb34o/DBvaYJMmOUc2/NAYuLQW3AYwq6tMSN8WhGgP/WVRdq3NSGT1JS2Wkryk8A0EKgUwRO8Gip+3f+M2YK8Ft4Jw5ZatJmBVg3Ac4X/gQWocW2s7VAuc0TQPXm76m4C6ED2FwG/g3fhzH0VNE03TJFIYvn3vu/jUaYmWwE6y8/OHXhTPg3/juuVtdF+Wn+eAuQDsEiKZ63hK6j2315Co5lrwQFmn93uwtC+9Dc9/UtjT4UgqzgrFruOdu9Bi1PywGt4F74eLuQjcLbUhs9nFtta349izzLj1+hpdX/vCgyrLMPrH5Gd7YNYoS31sGqGphAF8V8XOsbWrsBAsUX5sHXIZ5YHJTDdDqPxuoeeDq/CB4Fc3gmvobJgGA+AqzApbLkLevP43OqYM5+jfoPA1U9D4twRS14/Tunruow6Di0TAtpWkqL8tg2iYvCaSUq++/3qalMoD0829879LTt3WI8jEMA6lWZU1pSJfBD/GvfffchWgjmtXyigz6Nzz9/GsfwBtwocDIkZdlkiTRF4WNd3gfUiNUmZb0bR1qpHgPHGMHRE60y2An/tCvgsoDQG7V802CIPB6eB+iudiQTgs39HZUMLBKxmWVliTn1Pl8DVTJYW8ILU5YC0KVoH2+Le6u8D6EPyFI/uqG2lh0p5I7Zw43Wdi7VP8Lmlgl0wjiQ/wMX0OMg4eFMCd0g6eHb9PAaov4135D8tb3RJZlBU2lUcB5J0la9fCixwgelf8aGK/3ack6tAiC6Jj6jrSkrCpo+8OrIn/3Pi971wCCg/SKlVP1ndentFQd6CcVHJEpDl0owCWQnz4aUZU/PoVVoLqh4oaDLyps2pHApEUJbackSYw9A40ofpo3do3wPgzuAnb8wzy00Ip9iqwjS1qS6PdQVhVjz/gG38I+BR7p6rREjVDSouRdeVAd1Hd01OIhswsWLdIzzABrz/xbVorKfx6VHNqm4GKjuYUedfQYtW4m4cYIH0LIbpYOb/q2DuGcNjV2s/do8E9vmbFrFCIL5a4qRc+cHWeRofNKnrwk8AmrgdVhRUWNUNqm1s06GzT2wSUtVAoOJTfFdbYc7DKsQ4ub5DorJ4JSRhDE94g8DVT0Pi0ZewZBEJ0BYdEYJGBKXcn9a79AoVTeFQ//nJeB8F+/H9TKO/wBnYZ/7UMzjR0vjDaAItN3dKA/66dssElFEU9eljEvjp9j2MBD1gxLKNRFxXmRm6odYv4IaMXuGeKCCPYDO86WyNTWU7PBieAukJYkIJfKG4mmaSxGa9RykZLlFZmb4krUA/pP5oEJAxtkAm1LU1aVL52BNE3tExvau/wMDzwL4Mj+jR/cBZ8C0OHAIq/I+Dg/wyurirn/Lo3Y0eWAflV1MsiyzNw3uUlOWVPwRBSiQXOCuq7+8dRUcgjllQZm3QTSEjfJBbdB9PSFuuV3BmaB9CitrCq9tUb7PCo5M8Y0bDQ0DCh0wNNSXpGBj6g3bPzro8dpKX0tymudpaU0TaUliSAIjLzgW0ARVVlT5JV2m6vapgZMxPdHlmVo0YN+W+IamDFGXpaNPcO79ILboDqbQndEmBUYhtG2tDRNrUMLFt3SkmQdWvaJDTML99wFO6rcWkxUg7sA/NySf1Oa4AV37VJEvz+Sl4Sf5sV5UVlV1I2P51lalIBHgqdw/QfTNA1uA31HBxUU5VCKoqDnZuwZ6rpa1oE7iUqOzpaxayDNgCSENIPL2npchgWcvq1XexIae4Z/47f1vFRyyH/UkHOTlwTE0tIuMo5jY9dAx6hmD+65CxhOTzDHcRwDs8pNcZg5OadO52e4n+Fdeug7KmvfynAy901ymJSXa5XCm0X4EGJqjqhpHP4j0eO0BHYRTdOdKWUhLVEjFIrdNWmpfRiFvCxXu9P+VMBow7ssLEFxnzEMA/KKuq761x8MmOgpgvMTvJrEBbGaigukFmQm2HG23DD7RrpqNiYmSRLcBnAUxGIOzTB9Ry+qPYMUwHSgVVYt1NbQ3h5e4NDuLM9A9pZFT1FwF7jnrralwbUWKYokSX6G17f1LrUJID8IkQUo49GjdOHOvmf4137rrB8/xzBSAcaSnSgQm9AIrl8NJ0niXXqA/NXU3NxzF33H4K74+cFtACES7/JPqHcl1zY1KIb0ECAD+Gh4H1pHFmCrWLTVyEwMQsARFGos+o7+PWp+4NXhwZdXZDDwGk6vQXsAL6JY9I92OJD+9uh9WgJqtrPJeJqm0qLEzxRma789LZWRvRUtJefMAR4UrAVqhDL2jPLpzd4y59RxzhwInakbarVURDUnt+A8vVsXFi2QUdrYM+xju1DhbAReh7C0vq3DuRWDKeb7QFr/eJbCLUQQBAw6QYAzdg1z37SPbdwYwV1g7pvmvgmcEjPGGLtGyVkBhAR7w09OXhL3wlXXVchlksMkupIQgC/yWWc/HCK/SRLHsX1iw8QEbF9xXjQPTHQNm9pIvt8Y/o0PRBxIUaj8mPumeWAqawqKh/QoXS3KADIcM8Z8rCkrhcyxvq3X2v09RkifPUdOQ84R3w41FlhmAPo8aNjxPM/T19Q6snCSwYPsd3iXXmmEjUcVyg64h819ExMRoLrKp5xhmH+NrlRGj9NS9BSBydxZATeOY4IgIBOe/0VpqTYquX/j6zs6BIMZhqkebjCCeFde9pYVwmWoF01y3CQnLUpovOdwwTmx0eWmabrGuhDIi/i5FdoHph7sBMswDEmS7ARbuh3+VOkAC26CIKQlCdqAyUtiHVlwrAD3ED+WHqXhkv7h7/maJi+JeWDWCMxXRxzHzqmDTgzcTzBYiAsiPEqK3lU3RoLPsXVklSwr1G/VDRWoy8K2uOUZsI4sNB2hBmLsGjUqQfFzrG1p9Chdoh6Sl8KuQt/+E0xcKWQV2Qm2H7Kq0COvfx1AQWqE+hI/99siyzJAhPQd/RtWde65W2am+uAmOVjalxBTbpL7dzTG6qPHaSl8CMlhsmNTRaSlUiCyOi1BDK3N/Qx6WnqP8D5E0RL3JU5aqfTcvulZkiTeladv68qaAihaucwqpu37pn1iw9i3/uNZlpXOh5j8shOsuCBaR5Z77n44IHxLlGkJAatycV60Di3QvLwrD6IP8ooMYj+SdPQYKauKc+q4F26ztBTHcbEozPP8HS6hrqtYmSFFsRMs9gzpqa465JXcu/LMA7NQHppg2QlWnBfVdRVY/w7ObfaWuecu2K9lj8S/9sV5sd6HKcsygMFq3JJ6GFj9N/yn5CUR50V2gh1M7RxI6rUvJdVllDoOzZITgh1nC5OUfzh6DXlIU+vI6pgG4d/4H2mpkkOMGQgfYU5ovx/wW9JS/j41Rmb6KD29ZSCNwo8VZb22opKHD++i5lta9QQNbRV5WTZ2De/Ka7YYSl4SiNjKy7IwKwAyADdF/+aTlklPAkLL1foX1AiFLAshKG6Sq14XEkMEBNqBkoifY1DKGqYlCNzVZxrgCNxz1zqyxAWxpOtCdg9uWF3CoKPHot1l7BpQnuUmOTCs2z+38XOsrqsURQEagxetIwtC4PUdI8hoWYdW/y5ci7SEA4Zu3sBCbMqInqJ+J4PkJUG/s/YeJgiIkIFF0Ndj+BXRB6nWLvoT+o7OMAzSDwTuyrREjzbwsW4Wvygt5e9TWnQ7qh+M6CmC/ib4s+jVtz84AmsePUbepadtajW+hcwYI86Lxp7RbCaLlkn0GNnHNvITGlGoIvbgZ7c8cu/K0zY1dV0tdTTsY7uEgfwxu5xggQLHyC6vyFhINRwH3XNXWf1kiET7LXqM4HXLMAw5XJwxOJVUA1U6iUqevqbRYwSDKJqm4XQAKIp5YDZb1nhXHjPG8DM8Crzl68beu0tvVSQvibQoFaJE/VwNiAut0lL+ftiDP9qiz/cdX5RluMGwmQemdWSBQDJoIJGfir4oiHcc1RR9OGOWqhtfuK0rvywtIQAKb9CWq+TuuWvum+K8WLh1vMtuwkysra5yJc+yDKau7AQLFmqpGMswjLapeVde07ZK5Z1/syxDGgoIC1i/F5Z3PW9u189vKgXJFCwCKF1SI5S2peWVPEkSeUVmxphmBqB5nof3ob6tf6FtVsnBnzMPTHacLdR7SRIuG+hFwUmy8wGlkqdpWiD6GAbnlp/mtU1N29T0bd06tCAOAkLx5yC6Sh4+hOA2fQPiwDl1aJpu8QZ4AvwunQI0Kb8Hr+FeuPRof7n/vy4GKy2hrY0MFNwFJZUseoza5yGB6w7h3t8VcLKQl+VPXeOgZk2P0sKcIK/IQBW3r6zhXXr2ia1uqPCaql58yMsyfAvDh8aCoTBFRJWv7OoXfkInhalHB7/9SwHKNpRzgeywjixuiqsRaa0PWIZ3XI4DwljdUIHqxqkT50X48oGO1mW1qjy35SYtSijvuBdtKR+i86Tv1ILx+hTOmfMpIQSSHAOIymsYBTd5ilPWlG/Awn2DJM2vi8FKSxC7hBkE6KVIUbhL2tlDkiQovPxGvD8UlYDDAXC51ZuTxLv0YBOFdjqm2Oa++SlvpozoKYJTBgzrSqAEdLiRovzrpmTPNE3D+xDmvMJcUegr3BQb8W96FaDmoHtM0zT+Ky1JnzY1oSPcsTLWR1RyNIrMfVNcEFFoLaUOC7XWHkEMsreszQE9fU2dUwc6bN+WA5wzB3YMLd6j7+gQX/6eQ+o+siwrfCDHGGPP6Ku6EsSp/09L1TFYaYkaoaQlKXwI0UctORb8NF8tJt0ssiyDtmnHUMAfj/Q1hUsbOUwyDAN6Zr2F6B8fSdP4OUZ5Cj+fHqXRToeNUzvfC8M68IFAOvloRI3S7DgrzAruudus/FUtMyotShCRg9YORIB6LuQMD8ZS7aLZ2q4mepaWquLDSXLfhIMlGGk4aaDufkOSgEshP8NXG/Z8Q7SZlgiCGHzUQ02krynoE4VeRn+GFMg//tLxqk8xWGkJgpsQLygBDqgSfDquZW8ZgP/WkfXbr3H0FAEMRo1Q5DAJEVh2nLWOrOipeWu0Uii3+te+vCJDIRSKCbAxbKsD9O5qCDcgQLHB2wURlZvi9G0dvhsNdWALrdL70Ng10CnBr4Db4Ucn5ieuEeQzepuWPuL9/If3obKmMGNFo6iQ8R2hjD0Dvaie6+cWboeoYX7vibWPbYqiWsjrRU+RMCsQBPErRXQqeZIk6oZK07QwK/QJTc6ODyiG/qeiLi1VftLYEUUkfoYvV80QDv+USIvyF03TQDqkryn0XRoq1vyKEOYEmqYBxpOWJGFOoEfpssimrCr2id1aEy/P8+AucE4dqBugXS/MCc6pA1m5Nosq4UMIuDk/w1eTdmEXC13zFqTd9DWFcI4wK9CjNDFEwE/IPn4n7rQRgK13I29ahrKmfB8qrJIHd4G2pUFjF5xlgiDEBdE8ML2rrzn+NYv0NdU2tcLa4zujkvvXPrwuW7zHPrax+O5eGfYHAyMMzAo+bf1+NaQl6V8mz9ZHbVrCdO9HDiW8D+GVVz1qwDKrdabEHcMwjH1swxtNWpL4GZ4cJvkZvhu3FZjJwn+vsz10HJiEapuaf+NjbeFf+9ahpW6oJaeHoigQVgARbnHhwvvQu/KMXaN0MoR9HMTF25zGpmmKbpaxa1RbF6JYh5YSpMobfhz1enxcmBXKKp++rbcg7mRvmX/tS0sSMURAdE7b1PQdHZIt1dzYNkNZU4xd42uf6UUgs1pHFmwhQSljGEZakgC3a1ew9c8oanfT356T3t2MhDmhxWFbhxY9SiMf/wVedt6lB5iPuW/2ENrzK9eR/YxBKeKB21+9TjJ2DfvELhyDmkf2llXnJKAtCy7kJMdNcSRJKmtfszPI8xw9EmFWYMYYZoyBkqZz6nxbzk7TVN/RsbaAAaBz5liHFkyUaZouJbHRzKBH6aKTcem1SMPgTHzYGA6ToMLANrd9OmH0FPk3PjSBoNVdpKgxhpvklFUFeufNPl6tVcpOsCRJMmOMMCvYx3aN+bd9YoNiBQwIOFiwvcB3QXqu7fOaK2uKuq7+YJkXfLJSPFdeloF0Z8YYboqTFiXnrF0RbuQkbqrH3bJ2Ar5fwpzQ4lCtI4thGH1bt49tepT+C9JSXinEq8QFUZgVrKM+8pT/5RiUtKRtaiRJFkNSJde3dYZh2pkAJi8JTdPISf61X07h+RkeMs8Yx9vHiycvibKmQFkAY31RPRsiyGHyO3XmsywLboPqLhGaNOqGilpWaSoIdxaapkvbOnhmF6rSDUVCswyEWe/SU9dVwJ1hx27sGWgCfd4BquTwQvRvfH373ZcPMUxiqFXXVThYN1aPfcvS1xR4DWlJokdpcV4s/9U9d+FZ5V16DMNglYPeFY4cF5eiKPOgKVepJtwL19gdFEQMfguuoL6tQ0kWF5Gf4T+MB5tcCOfUEWZbLVb6FOF9iJVu06+u5JBDdS/cLMv8Gx+mzN97mH2LSuF9zk/zEGns9nYaAInkgYqBSEvBbQAlKFxvILzb7AHq27o4L6J2V1S3hohqCXPvyqNpuk09Pf/GB9ne2DOqp4HhQwiqJjFEsBPswNpxhg+heWBKixLUwclhEsIEaGO07rRhcMSTxjAMMOKQgShaR+1EJYd4AepUH6SoIQI65eFDCALAp3vK3jIshtLX1D13QeC1jqzgLkheEtRXIQCIfNxm6yJ5SQZZcKy8gtwkh+kIQRD0KA2XyPg5xm/P33UcSnr19wQmf+wEq6wpTd9Uya0ji51gSwqtd+kBwf9NR/ldEcexsqpQI1ThvtjphXDP3d9FN+53DEBaquTmvklRFHC0kPdvn8Wmb+v8NI+pGYY/aVGqThvtpwVsOCsAACAASURBVCXvyoOEdrNOEpDrxBAhzAoDTsJIkgTaBLDAwWqvNGoL7oIWU+zsLQvuAvvYhiQE0Hfo0hfKre0FTPO0TQ0iUhhhsQ5oZ2/epUeSJNAuhaj2pgYqiTAn2Mc2qqzBXaCuqyRJtsYo/7rAGhQnUFqU+GkeUyJhTlBWFfhMivPid3Y9syyzj+3iGWly4ZIk0Xd0bopzTgshxyzL1A2VIIi/oYhXF2maOmeOtCTJK/Jv5EoOZvx8WkrTVF6W+Rk+eUmgwF9rX9Yy9G0d6FtMysV5EdgzeUVGbkNaajW5y/M8z5Mk4ad5Y89o3cqKHiOAKb7Uz/jByLIsfo7dc9c+seG/TlGFwp68In8Cpq/k4X3oXrjOqQMHQiSVD+XW9nJz9pZFjxEwF9Ki9OFyRtPl3urTZPQUwWsDayy8WFganjlQPo2eIoDp2XG2f+zdH49CnBDCHDM8eBS4jqXGxzcchr6j89O8uW82u+5JkkCL3TlzSphS9BihAzr4sngdR5IkpTx//Bz/n5+6jAFIS6+puCCq62r2lsGg80trYffcLfvtaLaXQGosruM45ia5TwsI1pElzArtoMm9K48YIrqy3/6hAGcWVj3igkgMERRFAWtQUGVbknaTJHHOCotbiqIK9dJ3NlU7V61shoX3IXpmhaXhMEmP0rVL5EoO9B1wHNh/cBdYh1Yp3Bc/xxjyuEnu+6Fo3x9oqsXPsXNayMiCuotrAXO5otXR68peae/U1AT5JZGXZX6aT14+biTItRBDhL6t/yPtE/ihfOkj4UMoLoifv++fiZ9PS3EcM2MMIAnsBPtlN+tKbh8XsgjATMNvjWEYZCb33IVRdIt9ZFmGwkib3wiM3O/VkkAkL4lz6sgrcslqwomKniKorzb9ZKUAi2ubGjdZNKIYhlFWlTad7sr9oA+BclxtXqnkFEUB5gBBcYgkgVnMTXLOqQPJOH6G/42zhB5EpQAr6js6O86izQa9c2lJAuK87EV1HDCyYsZaQZCCu0CYFYRZ4aNrWCnKsMQQIS6I36CUOJjRzskPH0Jusi1xtX8kBiAtPcc0TSMtdVyLSJKEn+GJIcI6tILbQFqUIOlGj9LWocVNcfxMc8ZfnoOW3/6Tk76mwpwwsP5mX40sy4K7wDqylDUFnXb4OkN69VOruugxAlKcn+GB9i6VW8OHsHPgYlVaAuKuNFNHQd+9cIO7IHvL1A1VmBWqux3ZWwb7nIEFp3Qblbz+p8EN0tgzUBWHqQ9KCNahFd6HzXwgW0T0GBW3evMSHKwrxHmxrMRmWQZxFuSkv+Mx6SzkFdm9cD/BkVdydoL9pcT/fsTPp6XoMSIIAmmp/tb/ZNr+Hu65CyoPDEzR1Yf7jnPqcFMcPdpKe9+/9rXNr7BuK4ULsrwil6YP2pambvzX3vWCRO/H4YU3LLxh4Q0LhgWDA4MDgwODA4MMgwwMDgwODA4MMgwyDDIMMgzCDMIMwiwyDDIMwhmEGYQZXpjBsGBYMCwYvuHKfuHZO8/759355/X1t4fjx/s7d3e7u933+X7+PY9etGX/s1dYdBMFZ4G5aZZjW1DpBt933/rFd3F4FWJZlGdkeJwrc4q1bQVnwQClBQzV53lu79gw3AItoVhVTl7rq3pTEi9JEhQ5pGlJX9XdQ/cTpKA/E8FZ0EX6hBAS38XRTeTsO+iMgM8kKnn6qu6f+r0YDyb3iTwjS1NSF9Om4CxAorWcnSJPxNlzkK6A78mg7/I7wN6xpSlJX9G7JZnrOTvEfuPaW7/4QrTkn/rCuNBYLYSaFj/6ejXb2rLkGTl9SAv3nTzP6znSU3jaxmmYVqCtq6/JOOT9aJomhGSPmXvg6iu6tqwpcwrHcf0+21cDISRNU6ivIopCfzY/yivzSlFM6oR6nj1mKALbu7Y8KxdTV0OsMC7oq3rvPz9tWdOWtDzP3UO3iZbC65D5xWC51FeaaSmv5/FdDOVZGMnj1dVF9fOnfD4C5qYpTUu9HImvEh0i+CiQ3C6+zTnF3rXbTuMmSQKl3cZa0YtnfiLIn9u79nPBqZ7DiZGiKHPjk8w1vjTqRTKGH+X1Vb09SddzlmUr/aESX4iW8N2U0gBJksBBB5OeLy79JtRzFB6yx4xhGPfAhRMgP8qj9sCybPdRPvfAHaC9GIJg5qYZXodFkbme5/U8vAqlKYll2bfamH4d1IvVzTv2YDgC5Upj3fCOvMIwrdM7rRdJQnvHbhwNLjyKrsMuppzGmiHPymmaOnsOMr0sy4KWIFXl7DlQfNBXOqsm/hGftXdsY90ARUF6AHWXfzG0tbatHmnpBf64QSKpIE6KSNhiclxdVN1DF96SwVkgjAnKnNLpqyFPpGwEL49B11LZgvSNeyP7Rj2PbiJlXuE4zlg3mvdG9Zwb5ipaKvEFaOkupn8WKgwlLcW/Y3FC1JYLf2t7xxbGBGvbahuCJPdJ6SSNhq7oJsLQq3/qI2bqTksD93T6Jz42Qa1/sndsxGrf0Ai5nvsnPmZm0S6hzCvWtoUae5IkXd4y1BnMDbN4LMviA6xdtBEetLYsbO0hfyBOitDvwEwuSk0URaFfv8fPGVZ+hXzqmKAuqPBOLXRg/xGE1+EgtNQOkBxE5wg/wuPTRjjlHXlQrG96SPqQmpumMCY0Eg+szqCDhZzBAKJf3xuFweCYwI/w3vELJTNry6poqcTfp6XGTjzQUnQbSVNSyUm1y5q1bbmHLsdx6oLa+iNppSX/1Edni3voyjOytqx9kPCJuWkyDNNJ/M3asr53h1iWZeF16B666DgXJ0VxUpRnZH1V90/87kyfPWbhVQh6Q1DbuO8GwqsQ3ZVY5sptuDgp6qs6fMTFCRHt0d7x8/ymf+o7+07tspsKLSEkuo3KE9CWNH1FNzdN79j7+uUQNN2873MmSaHUZ21Z2lIxhS1OiuqCam6a7oEbXoVQilLmFXlGbuSk6CZS5hREXf6pn6apMqdUtNQKRKvonMRuDNe8sW70qETzf8DXoiXmF4MmIn1VLzjpoiaMCdhKQBJUW2q+1kFLEGIpaYllWWyorS3L2XO44fenJbwKZu+NNaN1BcweM3VBtbZfUUD/DqgXI5/BWaAuqnBSF8YE2Bi+6lKTPWbIHTXdj/2Ee+DCJ0lf0Y11wz107V0brwKp0OAswA4dz5A9Zsa6gcwtGjKdvVdUaHECGIoqn1lf1b9sISp7zPgR/uMUWjFeBpkJyG4Vqr4TIj/CUz+oxpeObiPYg4mTYslV+qrODrHf/8ofCMhCG2sGx3HqogrJ3VdH/v8/+Pu0FN/F1I+iEw8in+KEiIs+vA7RixWcBfBSg7xQk8JClmXWlgX9AohYO3sOZMWVeSV9SN0D991pKbqNEByYm6a+qncyl/NPfY7juiwf368mjEJO9phh2EgYF8piEnolyBPpabWq5wzDlOPV7BD77LtaL1JGypyCDxDT0GWLP+Z2g/NAW9IY4BfDDrHakhZehd1O4I/4rHfsQZMCVujGupGmX6gQlT1mwpjwblFdV5c1fJjZY4awsnQ1RJrO2rIgK6XMK43xMXTwKlrqAkKId+Rh2kwYF9DdUyH/CrSU3CfsEAsFaFRZWZbVV/TaZU0YE8xNM8syWNSYmyaSNvwI3/apIKgsTUlYv8qt7kfQUrkO4hdb3t8UMyGS69J7xg1z/1BJYwCgfm6sG9KUBBFYfpTH9xvdRknS2Y2wnmPsJjgLkvsE0nx4SJIkGAlAtBTdRsa6QVFU2x7cspgkTojI+/EjvLasuYdueP16PSm5T6xtC4Uo1KK8Yy+8Crud+ccje8x66VDtBeSJ2Lu2uWn2PrcXnAcQ+0AViqIoqBdiyi19SKEazg6xXz8d+teRJAnE4+UZ+XsvBb3jC9BSknDDHBqu8GvXV3SoJgtjRb84x3EYv9CWNPS/9fUS705LkDl39pw0TbVlDeaSiBLUBbUpX4QVsNNTcdz/qAMnTdPaZc3esSEPIYwJ0pQEq6e2hahShQ8CNvDNw86jUfhVnBSR4O2uP0SeCLJSsEOEPgXGqvwTv/CP6AwktdxDF+q3OHNUXN76ufQP8kS0Ze3ttARbL36Et7atflkWxTmIxqLHjKIocUKUZ2RjzUAU9aqvdAUAHtBfJBb/6/j7tJTXc2vLon/SZaYL7ixgJvfQJU+E4zh0bWHH3X0IqRVwIXtH+RPo+Dl7jr1j0z9pWGL7pz55ItAlazz4FVoa5t6uDeOf+OXt3xjKq+fRbQSzWmVe4Ud4Z6+NIRa8dDHhy4/yhcDrEItKBqyYELugZ6+VlpB6MtYMWMW3noC+oiNAh0q6uWkGZ0H3TSskJEBv2pKGkWFj3fBPuhkEvy8IIfqK3ruLWFtEt5G6oKKhrtOCmKYpwqDuT4U9pX/iW9sWJtXonzT1gwIz+Sf+/0GxsMJ74QvQ0p80tL6qW9sWMtRpmkrTEpQ6w6vQP/ULIz6apn/S/U7sh9fh+06rEUKMNcPetVF1yLIMOaLsMbN3bGn6WQgne8yUeaVLvb3fyK8RtcuaOFGMnkBSGkUUZV75ZxrT64UIbNsFHU4W+Dc699QFFUueMq+UahrkiXRM4tXzNE3dQ1eZU9ghlhvm4D5VGuuRp0I91j/xoUaKyV9pSuruo5iXVooPaTkvyXEcHLXDq24P7PJp9KiySgiB532fL/D8Qv6pD42oLnm28CqUZ2Rl7kXRKLlPnH2nGMJtPdU/X2h4FZqbJtwgcX1CNdHesbsYG1aokH8RWkLHGvWDql3UOK7oyiOEmBsmy7L8CJ+mafaYOfvOYC7F8V3MDXNYgNoYpA60fHvHXjm1k+d5dBPxIzysxEsT616e+S20FF6F+ExwQ2IK6ukURfU+yvNlYW6YcJ5tjHTlGbmUW86yLLlP1AUVUVT3xjnyRLwjT5qWivTdvALVvkLgChdGg40hAnRhTNCWtdpFLf4dvypBi741YUyAAzpUg+PfcS+ROnkiUK21d+1XL3JCiLasDUZLaZqCgLu8EHkicARWF9TnezEqPi3BWUMYF+xd2z10y4+uLdMkSeLsO/KsXKj6/mIgGw9FK4ygdRmprvA/xJegpTzP/VOf+cVA20aaLlqqCCm05t6e5mJ+Mfqqri6q1tbLdu167p/6vawasGMozyR9SOVZWZlTzI1iaSilxhiGcfYc98D1jl6XJH8LLbWCEIJSQduWxX8O9q6NApI0JTl7DqRjMRrln/hQRUK/Mpowe88UBeeBe+Cqi6o4IYqTojKvWFuWd+w1XglJksBhXZ6VOY6jaRojWXDI7c4cyX0CPSrIlIiTor1rB+dBlysNChresYeQ4tW34B152rLW30+jnodXoTwrw5as01HZ43PBqfF+99BFqAp1D26Yw1QTNnzOnuOfvBKjx79j78gz1g3Y76K3FraQhZTlP5GCrvDB+Cq0RJ4IPEY5jqN/0r16TPQGGMqVw5gvpl/rubVlveqmEd/FMKB0D934LobwqL1joxkdx0Bpu3ZZQ2W+u+hyCW6Ye2fN/3run/poAWCH2H9aAMZYM+ifdGkbSP2gMECDwlL5hcLTgfnF9DvHU/gTngX2rq0tafwID13aZ9eiPM/zPH1Iaxc1Z9/RV3R5Vi72T3OKsW40+t21ASpYZ4F74CrzCghVW25voWJtWQzDgCkLXceuqF3UxEmxr8mq4DwQJ0R1oZswIMxkoR9fvjW4A6PRH80R3vEzLWVZZu/awpjwHDmVJ9nh8sNYrn/iuweuuqBKUxLUOvhRXlvS4LD1T6tKVngLvgot5XmePWbFZBJFsSz7vtVjhmGkaUmZU+if9IvUR2+0JE1JkP7EDxvGa+KECIkBZ89BBoM8EXlGpihKX+l1EpMb5t5fBqKe1y5q6NzFsN47P/9nIbqJqB8UdirgJKodMO6mLbULHXo2xEM+MLqN9BVdmpZQJXL2nEZhQ4w0JfeJe+hiyBQUJU1Jzr7TvtZSPv9jltwn3rGnr+j8CA+b16K3op67By60KsCOvXim1C5ruCx7ent5jte1trp13MV3MYQoX7BymmL8CzKP4CpzwwQtQVwDG7UmhvZPfH6Ef7USjFpU/Dt2D1y0XNI0jU8DX4F/8poxRIXvhS9ES3meY2wWa400Lb3jtciyrHfsJUkCUnn+Q2+0xI/wxpqBpgm0hKH5gh/hkaZnGAY+oYUKTs943yReI5x9BwTfSRupEd20Vv8eoCHWGBi1xw9KW9Ja2+eUeQWspi6qcH7q9W3+sddD3zPLsugvgBRFUV6qFzrl0BBhWZZhGIzvoN/9FR/Fx6zUnvCOPARS3DCHtCTc4rtTTpIk8Gx89b1ENxHYrsuVSQgBi6iLamPQmSQJlPLlWbkxR4r5aHFS7MQ6WZapC2rfl3e9sJIqBrGhJPuThh+0uWFCO7GqRX1vfC1ayuu5d+yV6mfqovpeF1+5OmOcovEVe6ElWIwb6wa0yCCPpC6qFEWZm2btooYBeO/Ycw/cvlJJ3DD3QSOHhBCEFy88Q9sBIULfvsCfApj3oJULWvJgKWi88qM82jXbPtY/9ZV5Bc2KhSHesubsO7WLWu+GeOlD6p/6+ooOIThlXkG7OWbscH0WPop7jrak8aM8FlPUb8Kr8NWWB2lKCq9De9cuI0JlTlEX1LJs2RaY8OteTkMXIvx+ulyWhfTquGCsGY2/OGjhoxG/kWWTJMHMeyfbWczz0TT9Rp03qC3DwUsYF2BCjc/W3DThA/m/9b39ZKQPae2y5h173rEXnAUfJ3yVfzla+iPIUQ5Lugfuq8yUPWa1i1rtomZumMa60TadUtKSd+S9sASs5+aG+WpvQmH0OS5gbUruk+Q+0Vd1hE3PnQX1HLpHvcd50Hzr8eB+4R64KMN0YT6YWgljQhert7+L2kWNHWK1ZS28Dr1jD5p4WJIgS9hNtLSeoxZo79porgOliZMihmH7qs0gC2fv2PKsDKtDfUUPzoLGhFt4HQZngb1jK/MKN8xBR06elY11A1KnrU8LK6n4LtaWNHVBVeYVdFd3pyXIofqnHUNhaKoKY4Kz73RJ3KUPKTSWmupkmFuHp0zTacPFWF/VjXWj7c8zOA+Q5X7HmCa6jcKr0D10tSUN4vE0TfMjPD5b99CNbqJqHPWDgGuJHWIRMDAMI4x3tHR4O74cLeV/8gloUgAzYbmM72L30MXN3rGRQ4A5NDvElh8ZNCWb9lBdaElf0Y21bhXmJElQp0HXEEpTyX2COm1TOBKcB30Voj+UluBZRVFUU0tVIyCH2klNFVtya9v6i4yVZRl2yv6JX37O2L6gWbnL0tyI9CGFfy7GofDrQpuDe+hCgb7HU0rTFBt5OEJBpsTesRv5KXvMMOkMO3mkE4Uxwdww0ThTHolsMLyO4t8x4gNumOt+WSLZ1ZZvsixzD1zY0XZXr/BPfHFClKakxp0ceSLWtsUOsTRNt/Z0RDcRN8wF5wF0odo+bXQTCWPCBzWCYlYMe5Tys2UYBk35mF4PzgIoUHzECfzfEN/F+JBbk+f6iv4RzPQVaQkIzgKklVHFQZcBBDehS4TxW3vHxi4puonYIRadVBiHbPw5wTwmz3PvuIWWVvVuJnJ5nuc59DrxO8dPsUiPwPLnBwVv7zzPw6uw94Uy/2BaIk/EWDOwr2y7NkU3Ecuy3Ze/2kUNanKvFuE/DtFNxHEcREKfbzRN/aC8I2+AqVVCSJIk7qErjAnPk8hM0YleFJB6q0LhqaCbh2lcYVwIzgOUsjA3Co04c8MUxouX44a5Mv8GEROapqUpCXyAJaDsx4MDci+nBEEgtC10F7MpddbdA7fxsOwxs7YtmqabrKKBNE3VBVVb1sDHnc4H5/AZyg71YqjZP/Wh1oHvEZcHWu2LYe0vmQn4B1DPrW3rub3oJ41SX8lMbfVZ3oivS0t5nsMOVVvWirGGY6+126cR6GH1T33v2GN+MY3FWGVeAfckScJxL2Ip/8R/lZag0o89dXAelFtUfVUXxgSKovhR3j/xYScoTUm9dBkAH0pLOdIpQyxFUW1LR/qKznFcLxaI5oYpjAl/cawE49U0TXPDnDwjyzMyP8IL48Lb1S0JId6xV8oglZUhFB2j26j3plCMK8kzsjQlQRAWWsON6354HXpHHiQBw6sQs0TYcqGFwTv2KIrihrmyuxpTfeqiWphItVRTCCHJfRJehWi36+4Njz2cMqdI01LjVgNWQMK4QP2givip5VWcPQf5XpZlu0hqfR4ttQDt+NqyVijJMgxFURB9xrfZyQO+Qltkj1lZ7Ec/l3fsqYtqOXLTvgP2bfjStNQvMJ+EhJU0JTWm5iHHiX+XkROAgn/3Z07uE5S7KIriOC6+i8tEdnwXQ2WgmPrcd6Qpydw0e8yqi5Pih9JSmqboWX8xrv8HUL/t5XmgdvN3280REJerob1ri5Pi+4ouRzcRJriRmkM/hbakmZtm7bLW+3vPsiy6ibwjD5VOa9uCa1R5QHgVQigBOy1714beozgp4r8o9SX3helRY1pfnpXLqyv+HVtbFvS8cc13H/WFeTw6SxsrjoQQ98BFCwmUkVsvYHvXFsYFZ99BAazbx/j3aKlE6VFpbpjKnIKxa6RbjTXDPXDD6/D72cq8O9I0LUOlckVt5KqPED7/VrRECJGmJaQ+zE1TnBTLP5mbZtkUNAAt5cj+oRGDYdCM17iZRfIQoiwMwyjzSo9XvDAm9EtL/Yr7aUsaRbVpV8seM3FC7EWKAgivQ2lK6leQ8B2BqZry7du7Nv2THsztvjsIIVC6gyMGfFoxpiPPyIUcXD/PFl6H8owsTUvlyUOPo4yzCwa6qAXnQe2iBh1IZV4RxgV0n5dpE36Uh7ACngdyR/qqHpwHjcNGbZEkCbRZEcOV90MRH5c3ZsaFMaExO5o+pNqSxg1z/onvHXmlIxpg79hN38JXoKVn1HN8m8FZYG6YGPAoyopTkjwjO/vO/0fFv180MpAy97wXKYcIK1p6DfVcW9JAS/auzY8+L8TG+rPoJzv0oprSIy1lWaav6FgdMMYhTUlIryO7TQgpOyNKe7pXYW1Z/dKSMC70dbx/4jMM02p+E16FaE/vsTyDxav3/OS7A+ZVxQpSz70jTxgXPro/uNBjTVNz01QXVKhOYNhTX9Gj26go+bz2AWaPmXvgCuPPlJA+pMaagQIqBBTgqidNSY1VVfonLc/K5oaZPqStVoSwU3k9NK8X3XGQeHg+vp6H1yG6G6RpCTJLReQ0witzSvw7jn/H8oyMAC44D/jR5glZbphr2tx8LVpqQPltWtuWtqThQ0Y5ih/loR+G33KV6ANg1lMWlsLrMLlPjHWjlD7QV/R3b4D8hrSkLWvIijTT0h+qV+YVaeq5pbj4CfUgtZA9Zuqi2rhvbUqvl7REUVSPu3h71+63ZtjviGL6kKJfoKkxCV7jyX3Cj/LmptnLteXsOfKs/LdSHyUtob0NTYb+iQ+tz89ZR9I0hRwf+j/RdoHSOiwKu+8cIfquLqjPrZtnAfyiCg1Tiiqbet6nmFx/jnVabZ2LmTCG0Vd0tBfCDxou8t6xF9/F2WMW3Ubw1RQnRGvLarpUOI5r+iF8WVpqRXgVohaFwBRz8UiHPuvz/r9Hd5FwbunD+9Py8DZ3lbb4hrSEDEMXWsKGtPxT77SU53n8O5Zn5YKWRnh7xy5Xw/gubtQj6LFvzd6xe4nVGjGAMAQE2ps67uBRBGs+cVLUlrW2dXIIb4Nlo9tIGPvwAKUTSlpyD10oP+HXAlkpzDVHN9HnVL+yLKtdFJaGpe8tVEedfSc4DzrNiqGtQF1Qnw+oF6ZZmFXCEN67JEaS+8TaspR5RZlTmnpeapc1hAvStNQY62Czoi1rrd8ymtdbNyX/NC2VQCeIe+jqqzossCHRKc/K1rZVu6iF1+Ffv6HQWLuo+ae+vWtjNjy8DmF25R649o5t79r+iR+cB+F16Ow7/omP0bq2t+A8cPYde8fGzT10nT0HwvD2jo08ynPdsQW9qGQNgIqW+qOlHPOn0xK+kvKHV3pzlOgyKtSIz6ElZ8+hKKop0AEtIc4oWrOmJHvHrl3W4rs4OA/8U9/ZcyD2DFoihMgz8t+Sf21M4iG5FJwHsC1GXQQqaqhpe0deX6Oyb0H8O65d1rwjD2U8LGfipKguqvau3Xoa4VXIj/LyrAxT4w86JfRBcMOce+A2cSQEkxiGaWp8yPM8r+fOvsNxnDQtoWr1aiHte9DSM+p5/DsOr0P/xFcXVHFSRGURqiJ/+TbCQ+EMFzyutPL+sjsO7lZoYCn/3fbGcVzjqlU2fyNHJ4wJpaVZdBOhYN8YKjXJgrwXvh0tLRe0lD1m3PBz63P8Oy6HXiGwXZJ8cp90d+prRanvgCIzHDxpmoaBOr6yV2Yh/8DafsGRvYAf4ftNWGWPGdR3GleKZ1rCMVkGlR12iOU4DiM4GOpsXJgQl/T38iXqee2iZu/a5Yh0X3hRW/oDzPQkSZLcJygYQOsTI27cMKcuqMFZ8Dmif9B7Dc4DZV5BUo7+SeM0YJxRngMMuphfDKKr3g0AO6JeDPHYOzYmqGia9o68pn5o6AxhqepoSlvPw+sQuzdlXnmV3b8bLTUAhSj/xDfWjHe8OfuOd+Q13mNuFAMw1rYV38XQkSlv8ACDNxhu1pZlrBuIbMr7a5c16LIHZ0HjwxFOJfdJ/DuGMRsaRMvDyjfo7Dnmhol/t+6o0Mb5HCqN8B+Uz/9etJTn4VVYtAnV80ZH2vQhhdFt/qe3pNzyo5o9AC0hYEK1if5JO/sOJmBQqe6xMcE9cMUJ8fXjGlC+kSZgrjO+i9sKaWMy5rm8VM/h6Nom5VV/eXsJbUnTV/sL7wCECNDjgRLHK64QLQAtaUtaKZba/ldRz0uFOtRsUDCAjJt/4mPX8uFCNfVCLkGalsrtbaGMUM/zPM8eMxgcIwEISVljzehyKULCHLf0IUXIGN1G+qoObRjsJDB10PThEELCqxB7/373b0cuUQAAIABJREFUYd3BcVzT/Pi3oaUKjYjv4pKTmF/M+1sf/MG3o6XrjrQkjBWZuizLGhdomHX2NSha0lIJaFYGZwG8CZR5hf5J9/JU5In0S0vo0219HmfP0Vd0NBRhZtM9dL1jD58GYqOy6F2KJ/VbiYFcTV8PyRGtTkvWlpUkSZIk1paFtbgvjQbQUqnDFt/F+qrePaOYPWbBWQDDQNADEh2Qs3MPXUip9vt2+kWapsFZoC6oYI6m2AIjtMa6oS1p+oreqXQHvSV1QZVnZW1ZQ6s3bvKsDJsi/8Rv22uTJIm5YSIONtbe6qvZBG6Ya7qKKlr6fiiVzCiKYhjmQ6ct/4+0FN1GxYKIP6WpMq/0JZ/VREscx1nbFvL10rQEz0Ca/lRaim4iaUrCf2GnVuaIxUkRUTxFUaWfKYQ+B6Cl8Cp8od7UG1B9ef7/eu7sO5gd6Z0VQEvipIi3EJwHHMf1HrolSVK7rLmHrrFuyDNyIc8xwosTor6qm5smdDr6fGd9gBBibVloB+8ikdAFcHd19hz/1MegEm5dvkT4X0A8UF1QS8OkdwTHNXuGVbT0/eAde6UDZ4+NuwPjf0RLZe5LXVT5Ub5cgKCD0Dv5o5gMCRx8T/RPGh3YZf9S7aLWu9ERP8r31dumzCmtTZm1yxrs4zDHjp5AKBuJEyI3zMW/YzSt4bWSJEHjRr+0RAhpTdoMAPgRUxSlLraRn2iPem7v2LC0EMYEVGsHaAQihKRpmiRJdBuZmyZyfShHFU0TM7K1bX1Ei1GWZcaagVkZdUH90EAtvotL9yZIGX1QjyLUxxvvqWjp+wG0BBvVj06Af0damuxAS6N87bLm7DtNfmi90xIhBAPw8e8Y/tYQiITCZnTzLJ6WZRnHcb109JMnwo+8YvjWBDSGtt4Pi3Fnz0nTVJqW5BkZbcH2jo1aF/VHOSlHEm8gWsrfT8cvvAqhWhZehVmWQczU3DQ7GUDkeZ7Xc//Eh3gdhh/fuvf/0ykAOTtUaErxVpZlUVjG+E5Pg6s9vKJ74GLfQNM0rqL0IS1vGJjt/ZePg8lTwbVIBsLSl2EYyJF86ORNa8hb0dK3RHgdRrevKIm8C74bLSX3ibasgZYaC0jZY6FQoC1rTb8WiBe8us6ix0kYF/Ajh8u1NC35J75/6jv7jrakWdsWCstI4pUK0N2e9omwQ2xfij7OntOWlsxNE8LP8owsz8ppmroHbnQbYYSzTDlifoU8EaQi/yIt5Xnu7DnsEItzxtCPMC6ARD+h5NMW+Ab9E9/asuRZuZT75Ed5ZV6xtiy4CL5xeAutm+UIbWPTrTKv4OYdef6pj1vtshZehdFNVPbulzfUMmGki7QkAj5j3Xh7UNsL5Bm56Z6Kliq8Bd+NltD/ClqSpqVSB488kS7bcGffeWWdref2ji1OimWPL5qsSgUOQF1QrW0LPgUw13n1hAkhwrjwLrSEkQL0IvsnPlJVOTQrr8Jy+ZNnZEIIIYXnxQDtNO9IS9lj5h66kOtGt318F+srOhR3PkLvri+AotxD19qypGlJGBcYhmF+MXD2s3ft4CwYTFVdX9WZX4yxbtg7trakSVMSbuKkWIoCN4JlWXaI5Ud4cVJsdZGHDpaxblhbVu2yVkgifRZa07AVLVV4C74hLekrOlYKeGHg/pKW2j7qVVqCwmMx/vIHWZaZG2bTMBo3zKGvD+YFr59xPTfWjHekJYZhxAlRmpayxwwN65AcbTxPc8NMkgTK4gMU+SHA3MuRaJZ7lV3Shxf6LtljhmCil3Dz04DRqPA6dA8Kg1SaptHbhvkee9fuQ/f2KsTIKrJ2SQOim6h2WcMNSqytN21ZK4+pXdYK0aO/JOPm7DlNV1FFSxXegm9IS+ZGMYTU6O/3Ki0pc0qndJa5aXYywSOEBGeBtWUVt22rNBwjT4TjuNf5pp5ry1pf66+z57RVSzPWDIZhnD3HO/IwWypNSdqSlqapOCk2Bnb0z+fJ3x7VKBph79jack92GPHvWJlXBkjHxXcxRo4+Jw3VLyCQGv+OnT0H06mN5Sh1QXUP3CRJClnVdmwB7yJkCM3Nwo0ie8xaDetIB3zOO+0F+oredM4VLVV4C74dLaWpPCsjSNJX9NJM6FVakmflVloihATngTwrD5KoqefqgtrWfK/pMHPT7FESAoBhXev9yX3CjxS6VcwvRhgTrG0Lebz4Lnb2ndbUEEVRA0g2OPtOj8PCz42R/QOlL3lW/sx8VO9oOqssy4LzAIbF/ChfWFH8oMQJ0d61kVhrCgrzPI9uImVegUNusWOg6b+o0T4YWht2Klqq8BZ8N1qCh2kbWiIkOAs6rY/taameu4euPCsP6DBUz2Fv+uqB4XWozHeM1Vph79qd0oPBeeE0ry1p7qHbWDdy9hxxUizd5N5CS8l98gm0hMQjx3G9fIafj45SqvVC0tTattRFtfzM2SFWnpGNNcM/8dG8UD4iSZJCp3XTpGm60SfsH0VFSxXegu9GS3me2zs2aMnZd16sufW8U+qjLS2F16EwLvQlQ/AC9dxYM6yt11Nk/a7dwVnQiZYIIajKoO3C3DCzLHMPXe/IS9M0OA/ECdHathrFgLvbjHZ6lR5pKbqN4NnT70vkeZ49ZnAU/Qjl/M9B9pjFdzE8/axtS56V4auEZjllToHSROMFBhnyt790dzuGoht+TikLse+LipYqvAXfkJbCqxBRAgoAPT7EWDcaaSm6jfhR3j1wB0/i13N9Re9FHbxfWiJPpEszRfqQlnKxwriAKRz30MXMDQrj3rFXdkBI0/0JxeZ5TgjhR/he2uSeGyMHgnvgIo/3HJrUm2stb1U4/TTUC93P2mXN3DT1VZ0f5emfhaQsJKPgNGHv2u/wjjo9Qz23d21MNUHTlmXZd2emipYqvAXfkJYGAGwdim6ieiEqOpgg6TPqubFmfAgtEQLVhk4HBGdBWWQSJ0X/1HcPXYZhyrCj0XFyAIG7V0+gBLTgBlZgS5IEk1jhdZg+pP6pry1rpYUzRVGFvOm6Ed1EyX3yb/BTA9KHFB7kEK1A5zdsav0TP7qN0jTFkOx7vTVM8tI/aWFMMDdM98DVV3WO495XJa+ipQpvQUVLeZ7n0U0E7QY4L0hTkrFuvH0hCM6CLg1+z69+G0nTUl+01Chg0emlIaiDgAn+s+WZNNISwzA9vm7zCXx8ySd7zGC6KE6I0pTEMIw0LWnLmjgpCuMCbvKsDKtvfoQfzC/jK4AQEt1E7oFrrBlQlQVFyTMy5PucPaeg3jcgfUgxFaAta43BLmRK3vwmnlHRUoW3oKKlPG+gJWgXvZfEco8Gg0mSNHkavYJ6Lk402w61IjgPaJqWZ2R7127qboe1x9enJSi64jxhElMoZ48LpXg2rGntHRv63O9jNP53Uc+T+8Q/9RHKoBCI1kp0/LuHzbZ+PcI/8TGn3NQ75+w70rT0jgFTRUsV3oKKlvI8z9OHVFvWYODm7Dvv1ZHcIy2hANOH2kI9NzfMV2mJPBGKotQFtbVnTF1UG2eY+nVx/cxoCZ1s/qlfxH8/aXhSeMdedBvZu7a2rNE0LYwJ3rEHZvqkzr3OllTvCPJESl8lfUXnhjnsJOA3Kk1LvXtWEUKkKaltnB3fxe/rfl3RUoW3oKKlPM/z7DGztq3kPnlfd7g0Tc0N89UfJ1IrvQsEYNTpVScO0BLLst6RVzofpw+puqiW1sgYlOnXZIEQwvxi3mu8hhCSZVnbtTW5TyDEDosseUYGFYkTIqaCpGlJX9ULD/IZOX1IexRuHxiYT9JXdZwAugbkWbl2WXtLtFG7rImT4uvreD1PksQ9dK1tC4aKMHCSZ2V9VQ/OAmhGtM7k5nkenAUURUlTUmuk1aiv/y6oaKnCW1DR0jOim0hb1vDzHsx4sWlhStNUXVBfXSXTh1SalvqgpTw3N81OOgtZloXXIfrusLlmWVZf1d1DF9ttiOZpSxoM8QajJW64D6Oj7vBPfXPDtLat1jRmcB5gF+8euswvxt6xlTkFpTJ1QVUXVXlWxv9CnLR22aufyGAIr0NlTuFHebyiOPE8B1YYVfQZdwLkicCBovWqi+/i7vuk8DrEzJMypwjjgjgpKnOKtqQ5e054Hca/47KGBEON0geyEe9OS/FdDPev93rCCv8rVLT0jDRNvWMPv3BxQjTWDO/I60sttCld1qM2efaYqQtqX7RUu6i1p6V67h641lahgQRH2kYwDOMdeVBDL+SIflC9DFc1vQr4u79HtUN0E9k7tn/iY5U31gxj3UA7ew45pV8Mqv3opaYoCoKkxrphrBv2rg3TJvonrcwr8ozMMN3CuPguxmMHMB9CZ4oyrwTnART+47s4OAvsXbskJ3lmEHnZNE2ZX4y2pDVta2qXtd4VRiCGVI7xCmOCMC6IEyK8o/xTnx/hO2nVvzst4QL7UE/FCt8YFS21oJ6nDykiJ2FcQA9bX5zRCHvX7kXV1Nq2tCWt9/xh/DtuS0vhVShNPTf1JUlSzjCVHdVlm7UwJoCZWo0JXsH70ZJ35CnzirPvwMG95E571y41zlmWhd4g/orltTySHWIZhpGmJJhE0D+7ifdkWebsObAjkqakkv9eRXwXi5Oif+K3JbPoJnpuuJ8U+2UmuHu0lny0JY0f4QfIDWaPWXKfRDdR7aIGw4tClfwHhSHrpjLSu9NSjszBv9kVWeGvo6KlzqjnhBDEJch9qYtq7bLWfX6+Cc5+e1nV1sP60h9qS0sQpW4UtigdYItF/BcjjAuwSLC2LPJEQAZ9jy69Hy3Fv2OWZYVxIb6LzQ0Tw6TugRteheSJGGsGO8RCMg4pxwI/KMglqItqcB6QJxLdRt6xl6Y91Jbqxc5DW9IQo7yqvU0IESfFtumvEulDqi6oKDWZm2YfK3I9B602GThFt9G7GIhgqBxRqblhYmAAwufqggpdY/fQFSfEKrip8EVQ0VJvqOfugYv4ifnFaMta7aIW/45f5adOIrBNCK/DxrmiV5HcJ8b6iy729CEVJ8UmgTsY73IcB990fpSXpiR9VY9/x+lD6h17KD5xHFe77Ef3r55ry5q2rL3Ldhhn6B66xrohjAm1i5qxZqgLqrqgYiYpy7LaRU2elYUxAfuDLvrlfdWWgvNAnpEhMdXxq6zn5qbZKpLdijQt9DXahj6d4J/6DMO0jg0Z6wY/yvf4JP0C0r3yrCxNSVAxZ4dYe8cOzoLwOkzuk/edrq1QoS9UtNQf4rvYO/KMNQMOsMa60SmxA3hHnrqg9kJL6oLah+FpPW98TvTXacta09oKWhInRWffqV3WopsI1tqQoOU4ThgX0JInz8hw4evx1c1NU11U3961GP+OIUjBDrHKnKIuqk0meI2Ny/FdXNoLdXrCflse0jRVF1V2iO3ETMl9oq/oPfYypA8pBsK05Z5SslmWyTMy84tpavdIH1JpSnq12fLtgEWke+DiC+WGOaQ3tSUNPryD9f5UqPAWVLQ0EOo5HOH0VV2cFMVJ0Vg32kpKh1ehufF6GBReh/woP3Afl7FmKHNK68Ohp079ka/GTZwo7E2h6OodeRzH0TRdqCT0hvQhHexsm+AdecjO6St6mqaNGrKttNQLtCWttCTuEWmaaksaO9ReGs4/9fsar/ZPfRS9eulDQ961NfhzD1x55vUguy/Ev+PuWvhZlkW3UXAWqAsqvghMR8kzsras9duuWaHCwKho6U3AzE14HWrLmjAmKPNK06Y7uonMTbOjCQJQL8yZBpE0refesSdNS51IonCh/UE14wfFDRcuhfHvWJ6R0er2CTv0RhBCOI7TV3XY5XEcV8wDDUpLxroxgCY6YiZxQmz9ptxDt3tVqfWpsKZrS83Ba9uzpWm6iX6yLIOYxftm0uA62JytbWtR+EQQRVlblras0T9p+icNh0OWZZU5xT/1nx0Oq76GCu+NipbeE96Rpy6qyvxz4PJCBLYd4t8x6grqotpvEwEhxD/1UZjpchgce/lRHrVuNBHYO3bTEoyqeJIk6UPa9vZBjqjlZ1W7rKE7XF/Vy1TeILQ01zct5agMzSmlQRdACDE3zX6dNUqL+u4BZfqQyrOyttRcootuI36E77061SPIE+FHeWvLwveYPWbesaev6L2kjpHoEydFYUxA6yNCcG1Js7at8CrEGO/7nnCFfwuEkGKheHNuv6KldwYhJLqNyv0vGos7hUHhVSiMCehTsLYsdVHt67XgnNtj83pyn9QuaqgieEce/m3v2OVNXVSlaanLzVgzGo/3jrzwOsQET1+n3XxiSeIe/jmTXTu6jcgT8Y48TCl9Gi3leR7dRuwQ++LLque1i1q/qjzx71icECmK6n4mOKy1cyS8CtvOP6Ev1Dv2BjYKCc4CfpTH94hMnbFm9JUqTNO0dlFzD11jzRAnRH6Ep2kachtIn1blqG8J8kS8Y6/87YdXYdNF6x17xrqBhQIp37eQU0VLH4tOtESeiH/iC+NC2VCHgcfeUyJJkihzSu+9yFmWGWuGNCVBoQAqCcqc8uI2r5gbpr1re8de483atrwjz961Gw/WljV5Vsaz6Su6e+AOth4pc4o0LZkbpr1jK/MK3JXIE0ErxGfSUp7n2pKmLrzYHBSuTv0AZowY8u0yDFTSUngdGmsGeuLzPIeFR9OLJkmiLqjcMMf8YsQJcTAlC3hCaksa4sLgfHDPEZjwhtehf1poTBTlqGFOGBfUBdVYM7xjr2o6/x6AzMpzar1hyi1NU2PdaPwraqvakjZw+bmipY8FtMmbAhpCiLPvCGNC4+oDb70e9VrIE0HX8itVq0bU8/QhTe6T5D5JkiRNC/G0JhTGei2PxX+bDsYTordbmpaQHnQP3d7nSf1TH6qv5ImQJ2JtW6USAZqtB6AlfpRv3c31iPQh5Ud7cjjsjuA8YIfY7sJOtcsa+h3g3Pii56Ll5KVpiaZpdVENr0JtWWOH2AGtKOpF6egdtR9RYUUghS5/zG+h71wYF4w1o7CMqgpR/ybMTbOpNm2sG89/ai1dUxT1gxIn2xRre0FFSx+L7DFT5hV+lI9/x2maxnexf+KLEyI/2qZ4IE6KvegAYfnuy6LpcxDfxfauzY/wqGH0slMOzgIoTQjjQqHgN8QG54G1ZZW2rX3RUnAeQOtBmVOim6jfaIAQIk1LffU4dAKcoqRpqdNaXNJS0wHNpFjPrW2L+cUYa0Z5n7qgSlMdn/mvI3vM/BNfX9H5UR4RXpHrm5KsLSu8CpMkyR4rGYh/BnA5EMaEknRQCA+vQ2FcKCMkDEc2GnU2FWt7REVLHw74CtI/aRjZccOcMqe0XWq9Y68XsRn3wOVH+e7Nvn8R2WOGuShpWqpd1Lpvl8LrsJDm+wPYWDh7jrVtBedB2S7YI9KHlB1ijTVDXVSx6PeXR6rnxrrRSAADIzgLaJrGjqTtAW1rS1mWiRNiYyiDw9RFtfGw6Cbq8sxfCnAoNjdMDESjmYXjOGVesbYt98D1T/3otu8NRIXPB0wJSlpCQxD2HBDbxJcY/46xxaQoqrXRtBdUtPQZiH/Hzr6DG+SL2h6WpqkwLrxaNqhd1PoTZfgbgJEdKli1y1rbfXGWZWAvYVyABytif31Fx7qc3Cf99qynDynDMPKsbKwZ1raFqCI4D3rfmAdngTwr9zHa3AHZY0b/pFmW9U/bf6HgG2vLaqIlYVxopCXv2OM4rqlGBX/hr38ZNCJN0+gmCs4CZ9/BQPqzw+G4oC6o+oqOZpy/faYV2oMQUspR6qt6cp/wozzaMl9UZOu5e+BSFMWyLE3Tna7/Lqho6WtBW9a+ciTUL+K72Fgz+FG+rTWff+IzvxhlTgmvwuAsKBoFN0xumHMPXUJIcp9QP6i+DGehs2BtWcKYwI/wkBjnR9qfQFuE16E40bF5si9AkLBTEQi01NR9nmWZOCk2/i+YtWkrg43qv0VLjSCEpGmaJEl0G5kbZil0i8wtbErsnWZX5Qp/F4SQMo8HDbNyyrBphj26jcBJ1A+q3/mKvKKlr4b0IRUnRJqmMUIE1ztumPskx9WPQD2H9UNjyJLcJ8qcUho+CeOCe+hC6qKcqBXGhdpFrcuy3hYQw65d1uCtwA1z9o5tbVlNJ9AF8V2sLqjv0uUcnAcURYmTYtuWJNBS08prbVuNtJQkCcdxxprR1JgH/Y630BI8IT9oFq0/1AtZ5OQ+cfYdfFnML6bIDv1ilHnFWDei2yh9SF9UpAYoTTU8hPxB0wG4s21D0N/BY4YepfQhTRqQPqStd747Gj8bQkipw1LQ0h800VKRx/tBURTVRcGyEypa+nKIbiPMlPAjPD/CC+OCPCv/67Mg9q4tTRe+qEmS4N3pKzoU2PwTv3ZZI08kOA+S+0QYF6Rpqaw5SdNS754LTR4N/qkvjAv2rm1tWfwI39p43fYZtCWtl4C1fddiA7Iswwrblj9AS00bDmvrBS3hl9+638yyTJqSBqal8DpEEPm+ZhbvBfJEapc1/8RXF1V5Rn62MvlBiROitW35J7537Nm7tn/i937D5E35v9aWpa/qsFUr78QmxlgzlHnli9zESRE11+aGtx8UZHbbtcG9DxiGacwnkydSvlx3WsKvGM2oZc9e76ho6Ssiy7LoJgqvwvAq7EWn/J9A2RenLWn0TxpLLTr37B0bGqy1i5q+qkNgkB/lMacpz8pwvujlVZpoiRDiHXvCuIDpq16cvNGu/WpCHIqI1rbVpdOaEGKsGxRFuQduK4GBlppeqJWWWLaNHnl0GwljwgAFMPJE3EMXy5mz77xjm/gHgTyR8Cr0T30Yc0hTEnzipSlJmpKEMaF0PGGHijvFSRFi+e91w5iXND3IY9Hrocwp+F/8W11QpWkJw3+4ir7mzT10m+LL5iReB1oKr8OCwKokXoV/AlhKcB2TJ1K7qKkLqjghchwnz8jGupE+pCg7URSlLWswjOjRXq/V0Q4STcK4EF6F6oKqLTebwLY+w6se9uSJyDOyd+zJM7K+omePmXfUfnS0dlHDGtr6ou2TeC20xHFtUrj2rj1AbiR7zPRVnWEYZV4Jr8N/b7tTz5HZjm4ipJjiuzi8CrGniW6LO5P7JL6L3zGRhSG/wdJleT1P0xSFtORP5i17zPAP8tT3sPZfRBdaalKowfgtwzDUD2qAmL6ipQqfDVzZcCxMkgTZc2TJ8es11gz6Jy1OisK4IE1JSZKgBeh1ZqrnxrrBsmyrPK66qPKjPAp13QvpcAPpTkvOvgOPc21JQ3csTdP0T7rsISyRZZm6qFIU1UpavdBSkiT8CN+034QERl95XUJIcBYwDMOP8s6e052YK1RoC/JEythUX9Wzx0yZK8yvWZYt8xBpmpbsRf+kBygBVrRU4VOBqinzi0GzHCZ71EVVXVSNdcPcNDHxIE1L8JtArimv5+F1KIwJzp7T6SrHvBQaBKQpyVh/0SaA13UPXPfAFSfELj8VZN5ejZZYlkUvg7VloQzGj/D0TxrzHI0HO3tO2wx7L7SEcezGCA+xozQtdTm9F6jn8V2szCvUD+obFCkr/EXAprmkpTzPvWOvrHjxozz6+8sBW4qi9JVBPKwrWqrwqYhuIo7jmF8M0iwwnDU3TXPTROODtqyhGOOf+ih0l3bytYtae7O+el67qKmLKv2TBp3ULmvihNgk/OMdeZjwfbWHwt61X6UlYUzgR3lkkziOA33CH8TesRtjJtSBpKlmImlLS96R96LzsJ47e44wJti7NlpC1EVVnpV7nBEmhNi7Nk71dYOVChW6ghAiz8iNtJTcJ9jxtIU4KQ7mGVbRUoVPhbVllTo05qYJs6XGA+K7mGVZeUYuB8WZX0yxx6/nbRPxzr6D5r2ShwgpCvuNSb/sMdOWNLRUyDNyl5N8lZaim4iiKJqmxUkRbwQdzNa2Rf2gmF+MvWs3qh3KMzJN000ZyPAqbM0oZi1qdWma6it68ZlwnDwr9zhTBad5lmWVeaXTRHOFCr2DEAKlSop6niZM4OjWjpN6VPhsRUVLFT4VkNYu8IOiKEqakiB+AaMNfVVvcgKkKKp7cAPvieZ6ST3nOM7cMBvv8098bUlL7hN2qE17Wwl71zY3zS616DInFl6HmP4BlxQnT1HcMNeYLnMPXYZhmsx/kQApaKmRcVv4AzNGuPVSFkrT1NqyEJW6B2+yGKhQoRHRTcSP8JD5L+/MsgwSvTRNo9T6xvplRUsVPhX6qo4ZydbtFQQDhTEBf6VpmhvmpGmJ+vEKLXVCeBUK40JjbAGfEYQRTYzVCFh4dMk/cMMcevCEcaEpM4aeC/onDWbC+GeSJJDYaTwSUq3I+BlrBhSGkHYb2BGAEBJeh9BgVOaVgberFSr8RVS0VOFTgTEOTEryI3xjVKSv6PFdDNcPdUG1d22IEjEMMxgtkSciz8pNcuBwVYdcXqcHugeuuqB2oSVtSeNHnpVSG5VGUQBDZRiyvO6Bm2UZxkIbJ42S+0SalsQJMUmS7DGLbiLM5xbzIv0jSRJIN0HTqGq3q/CPoqKlCp8KZ88RxgWIu4RXoXfsuYcubmXWK3vMyiW1KMAMKkbgHrjKvNIY0HhHHgabxEmxU+MA7Nu70FJ0E2H115Y0uPqGV2Htombv2PC1gt4SRVGY/bR3bHPThLNU+SSEEGfPYRimKW6rXdRgwtT72ySEBOcB9JzMTfOfUBavUKETKlqq8HlI01RdUKkfVO8jhMh0DSzZCSWnxpwY1Lri33HhFtgO4XVobprdmojqubVllXEepqxYlhUnREQ8EFemKArWvZAgon5QTQxEnogwLjTpOCRJoi1pvQ8hEkKUOQU9Ef/kkGyFCi9R0VKFT0J0GylzCqS9urQbNCJ7zGAlN3CtJX1I5Rm5ySuEH+XRjNfJQyS8DpU5pXu8gjJvMV34gyql0JU5BdIDqAxjarjsKmyqFed/5IWaamDOnmNudOu5ANAyzrIswzD9WRVXqPCFUdFShQ8HlDfRSI2mA3FCDK/CV2ca9BUJv/urAAAFKklEQVQdWamBIwAIMTTRjzKvWFuWf+p3SuIl94k0Jb3KhVmWwZEBZrjKnAJdH6jLuAcuXDYaaYnjuNYwyDvyGIZprGZhHKTb6Gs9D69DbVmDveRgtagKFb4mKlqq8LHIsszatrQlLTgLUDGqXdS4YY4b5pR5xd6xO3FDeBXSNK3MKf3ZyzahnhvrRhMtwYYuuU+6rPvqotpLiNZoGk1RlDghGutG2W7gn/oYfYdGEY5B/akR5IlgFtjeff4TxK3bvmh0ExlrBj/CcxxnrBtv+nwqVPh6qGipwgeCPBHYBDQtnZg8lWdklmUhVdf6WGlakmeaU14DAD4Ijfc4+w43zOkretvXBXqkpTzP47uYH+HLyd9CWRXlpRFeW9bIE0nTFGbhFEWpC2prjxyklZhfzz2HSAO2nkNwFkBbXZ6VYSvVy0lWqPAPoaKlCh8I8kSS+6S9vgD81p6ItW3xo3wTc/inPj/Cv8scqLXVnpa8I8/a6mgwqC6qPfazEVLEOtwwZ26YkGmIbiJhXOBHebx3QkhJS/KM3DZ76R17LMtK089a49qS9kyc9TxJEmVewbiitW1VhFThu6KipQpfEda29S7O8dljpi6o7Wnp2JOmpU59Dca60STK0IQkSRDKxL9jdog11gxhTICUn7asFXESIXmeE0KsbYsdYtGbxw6xnXTQnT2H/kmrCyoeiKbB6DaKbiNnz4FJkrqg/rte6RUq9IKKlip8Rbzwxn4D4rtYGBMGoCX/1O8SSxFC9BW9sD6r58q8Ik6I8qwsToqomXlHXhn0ZFlmrBnOvuOf+giYOqUHs8dMW9aYX4y5aQbnQe2iBoV1ZO34Ed49dKsh2QrfHhUtVfjO8I68Vkfat9NSlmX8CF+2uSf3iTKnML8YbphjfjGtRJimKbJw+qoujAlNVp4vjnxIOY6jaZodYjmOK5spjDWj8qSo8D9BRUsVvi3QHW5umE2BV3gdsiyrr+rqojoYLVnbljQlNT5tcBZA1oH+STt7TnQTOXtOq4EsIURb0robPqUPqXvgwuzD3DTlWdnesatKUoX/DypaqvA9kSSJtqwJ40LbIKOgpQW1U3e1f+q3GveVz8wOsa1G5v6JL06I7BCLrgTk3FofXruosUNs7ynK7DGLbqOKlir8f1DRUoXvBgjEwQmpk5wEjNUx1dv2AP/Ul2fltuQBEby2j0of0uA8sHdt98DtUkBq0mytUOHL4q9Ih1S0VOF7oZ57x54wLmjLWpdizKu0lD6k6oLaSkvxXcyP8gNr9AHGWjcd2Laouu8q/BX8lRabipYqfCPUc3VB5Ud4Z8/pPvMkTojihChOdqQlHNNKS/aOrS6obxyoGuDh+qreZONbocJ3RUVLFb4DCCG1yxoatXsR45FnZW1ZUxfVLrTUVsg1uomQf/vk5AZmmN4YpVWo8E+goqUK/zzIE7F3bOiC9ygQZ6wZ6oJqrBsDGgwS0kl9/ONgbVnqolrJhFf49qhoqcK/DViy9uvHCrXWgWnpryB7zCqx8Ar/B1S0VOEfRu2yJowLypxSu6z1pQpBnkj2mPmnfmuf91eGf+pXvkoVvj0qWqrwDyO5T5x95/810/MemkwVKnxlVLRUoUKFChW+ECpaqlChQoUKXwgVLVWoUKFChS+EipYqVKhQocIXQkVLFSpUqFDhC6GipQoVKlSo8IVQ0VKFChUqVPhCqGipQoUKFSp8IVS0VKFChQoVvhAqWqpQoUKFCl8IFS1VqFChQoUvhIqWKlSoUKHCF8J/WfCaYyRC3jgAAAAASUVORK5CYII=" 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" width="310" /></a>Pre mid 1989<br />
1 The main fuel pump is located in the<br />
accumulator housing beneath the rear of the<br />
vehicle. An additional lift pump is located in<br />
the fuel tank, together with the fuel gauge<br />
sender (see illustration).<br />
2 With the engine stopped, have an assistant<br />
switch on the ignition. It should be possible to<br />
hear both pumps running for a short period. If<br />
not, check fuse 5 for continuity and also<br />
check all wiring connections.<br />
3 With the ignition on, disconnect each wire<br />
connector from the pumps and check that<br />
there is a 12 volt supply by using a voltmeter.<br />
4 Should there be no voltage at the pumps<br />
with the ignition switched on, the fuel pump<br />
relay (No 2 on fusebox) may be faulty. This is<br />
best checked by substituting a new relay.<br />
From mid 1989<br />
5 From mid 1989, certain models fitted with<br />
the Digifant system are fitted with a single fuel<br />
pump in the fuel tank rather than the previous<br />
arrangement described above. The pump can<br />
be tested in the same manner as that<br />
described for the previously fitted “in-tank”<br />
dual pump.<br />
6 The fuel pump can be removed in a similar<br />
manner to that described for the fuel gauge<br />
sender unit<br />
<br />
<u><b>VW PASSAT - DIGIFANT 2 Airflow meter - testing</b>:</u><br />
<br />
1 Disconnect the wiring plug from the airflow<br />
meter (see illustration).<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjcXF0Z1jPgSBDo_xkvRNXOAteX0oUfBbTgMoyiGiYO5Qh8cHuVepzrFXXyWk9wTAQ3tVALNi54O7MDsrktH79v_xemadnpLIRbzOcYERHcVDQNVeVHJ4_c_DU3b8OrVCVGKD7Hj2NOhf4/s1600/IMGH_03710.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjcXF0Z1jPgSBDo_xkvRNXOAteX0oUfBbTgMoyiGiYO5Qh8cHuVepzrFXXyWk9wTAQ3tVALNi54O7MDsrktH79v_xemadnpLIRbzOcYERHcVDQNVeVHJ4_c_DU3b8OrVCVGKD7Hj2NOhf4/s320/IMGH_03710.jpg" width="320" /></a><br />
2 Connect an ohmmeter between terminals 1<br />
and 4 and check that the resistance of the<br />
inlet air temperature sender is as shown (see<br />
illustration) according to the ambient air<br />
temperature.<br />
3 Connect the ohmmeter between terminals 3<br />
and 4 and check that the resistance of the<br />
potentiometer is between 0.5 and 1.0 K ohms.<br />
4 Connect the ohmmeter between terminals 2<br />
and 3 and check that the resistance fluctuates<br />
as the airflow meter plate is moved.<br />
<br />
<br />
<br />
<br />
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<span style="font-family: "georgia" , "times new roman" , serif; font-size: x-small;">General Main Relays disposition btw VW PASSAT, Golf, Corrado models<br />Num. Relay Arrangement and Pinout (with control number stamped on relay)<br />1 A/C Relay (13 or 140)<br />1 A/C Switch<br />2 Radiator Cooling Fan<br />3 Fan Switch High Speed<br />4 Battery, Fuse 23<br />5 A/C Clutch (via pressure and temperature switches)<br />6 Main Fusebox Battery Power, Fuse 19<br />7 Main Fusebox Ground<br />8 Fresh Air Fan<br />2 Rear Wiper Relay (72)<br />1 Main Fusebox Ground<br />2 Main Fusebox Run Power, Fuse 4<br />3 Rear Wiper Motor<br />4 Wipe/Wash Signal from Switch<br />3 Digifant Control Unit (30 or 32), Motronic OBD1 Control Unit (109)<br />1 Main Fusebox Ground<br />2 Tachometer<br />3 Main Fusebox Start/Run Power<br />4 Main Fusebox Battery Power<br />5 To ECU (relay turn-on) (1990 G60, ABA/VR6 OBD1 only)<br />6 To ECU and Engine Electronics<br />4 Load Reduction Relay (18)<br />1 From Ignition Switch Run Power<br />2 To Main Fuse Box Run Power<br />3 Main Fusebox Battery Power<br />4 Main Fusebox Ground<br />5 Low Coolant Level Control Unit (43)<br />1 Main Fusebox Start/Run Power<br />2 Low Coolant Level Sensor<br />3 Coolant Temperature Sensor, Gauge<br />4 Main Fusebox Ground<br />6 Flashers (21)<br />1 Main Fusebox Ground<br />2 Flasher Output<br />3 Flasher Input/Power<br />4 X/6 (Trailer Light)<br />7 Headlight Washer (33)<br />1 Main Fusebox Ground (B/4 to C/3 to Ground)<br />2 Headlight Washer Pump<br />3 Headlight Switch Pin 56 (headlights) (B3 to D4 to light power)<br />4 Main Fusebox Battery Power (B/5 to Y/2)<br />5 Windshield Washer Pump (B/1 to B/2 to washer pump power)<br />8 Wash/Wipe/Intermittent Relay (19 for standard relay, 99 for variable intermittent module)<br />1 Main Fusebox Ground<br />2 Intermittent Switch<br />3 Main Fusebox Run Power, Fuse 5<br />4 Park/Low Signal (ground when parked, positive when on low speed)<br />5 Wiper Motor Low Speed Output<br />6 Wash Switch (positive for front wash)<br />9 Seat Belt Warning Control Unit (4 or 29)<br />1 Main Fusebox Ground<br />2 Seat Belt Switch<br />3 Door Switch<br />4 Seatbelt Light<br />5 "Key In" Power from Ignition Switch<br />6 Main Fusebox Start/Run Power<br />7 Automatic Shoulder Belt Controller<br />9 Radio/Lights Buzzer (36)<br />1 Main Fusebox Ground (not used)<br />2 A1/4 (Left Parking Lights)<br />3 Vehicle Speed Sensor<br />4 Seatbelt Light (not used)<br />5 "Key In" Power from Ignition Switch<br />6 Main Fusebox Start/Run Power (not used)<br />7 A2/2 (Right Parking Lights)<br />10 Fog Light Relay (110 for fog lights with low beam headlights only, 53 for parking light/high beam fog lights)<br />1 Parking Light Power<br />2 Headlight Switch Headlight Power (Low/High)<br />3 Fog Light Switch Power, Fuse 10<br />4 Main Fusebox Battery Power<br />5 Main Fusebox Ground<br />6 Low Beam Headlight Power<br />11 Horn (53)<br />1 Main Fusebox Start/Run Power<br />2 To Horns<br />3 Main Fusebox Ground<br />4 From Horn Button<br />12 Fuel Pump Relay (80, 67 or 167)<br />1 Main Fusebox Starter Power (not used)<br />2 Main Fusebox Start/Run Power<br />3 To ECU (Fuel Pump Turn-On)<br />4 To Fuse 18, Fuel Pump, Oxygen Sensor Heater<br />5 G2/6 (not used)<br />6 Main Fusebox Battery Power From 30B<br />7 G2/7, T1 (not used)<br />8 Main Fusebox Ground (not used)<br />9 M/4, U1/8, G2/5 (not used)<br />12 Glow Plug Relay (102 or 104)<br />1 Main Fusebox Starter Power<br />2 Main Fusebox Start/Run Power<br />3 Engine Temp Sender (preheat)<br />4 Glow Plugs (Z1)To Fuse 18 (not used)<br />5 G2/6 (not used)<br />6 Main Fusebox Battery Power From 30B<br />7 G2/7, T1 (not used)<br />8 Main Fusebox Ground<br />9 Water Separator, Glow Plug Light</span><br />
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FRANK http://www.blogger.com/profile/05899055923323016216noreply@blogger.com0tag:blogger.com,1999:blog-7089240089080675728.post-6072001085471199452010-09-27T13:19:00.002-07:002013-12-14T07:38:30.956-08:00VOLKSWAGEN PASSAT 35I ENGINE 1.8 8 VALVE 82KW 112HPMOTOR CODE PB.<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgkKnH7xUhMfpA6Yu05IdJ29nDCvjeu2j_inzjDTtkmGD_qZka6Oe6JWXx3pNKJdkSppuBCk6gT9fNXZpdwM5UQga1aQLgu4tno50tGhK0Q6fFb_6p2Ee5IZafu4LCsomeWls6753kYuQY/s1600/img_0474.jpg" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5702043824674688466" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgkKnH7xUhMfpA6Yu05IdJ29nDCvjeu2j_inzjDTtkmGD_qZka6Oe6JWXx3pNKJdkSppuBCk6gT9fNXZpdwM5UQga1aQLgu4tno50tGhK0Q6fFb_6p2Ee5IZafu4LCsomeWls6753kYuQY/s320/img_0474.jpg" style="float: left; height: 240px; margin: 0pt 10px 10px 0pt; width: 320px;" /></a><br />
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Very rare version of engine type.<br />
1.8litre 82 KW power out.<br />
8 Valve / 4 Cylinders.<br />
Motor Code "PB".<br />
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Electronic fuel injection type DigiFant 2.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjVh2sJFdGSP4nI_oTyb2NhlO3-Hpn2NB1Bq69LLfAqmn0U3nO1qcnwwuds7T4NOESs5c3Y29r7hllviz_MPN6dSSbK67p1DE_tnrRDmIjkXMP0UVCya-tKaW6IBJteyOmhIMZbox8EDAo/s1600/IMGH_05433.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjVh2sJFdGSP4nI_oTyb2NhlO3-Hpn2NB1Bq69LLfAqmn0U3nO1qcnwwuds7T4NOESs5c3Y29r7hllviz_MPN6dSSbK67p1DE_tnrRDmIjkXMP0UVCya-tKaW6IBJteyOmhIMZbox8EDAo/s320/IMGH_05433.jpg" width="240" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgYUxC03zxdeOItatqyqZ_TufGZm_2KQnqN4xFg3LM6t0W63KKszOc-xRkaU2yrdwbeEM6UnVbR5xp2zEN2QpOF4rGDkgXl2FgpMXE7zrvclozQbPRfI5aHerskZK_d-9HJcDY818cUC3s/s1600/IMGH_05434.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgYUxC03zxdeOItatqyqZ_TufGZm_2KQnqN4xFg3LM6t0W63KKszOc-xRkaU2yrdwbeEM6UnVbR5xp2zEN2QpOF4rGDkgXl2FgpMXE7zrvclozQbPRfI5aHerskZK_d-9HJcDY818cUC3s/s320/IMGH_05434.jpg" width="240" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh8v6SzqMZrqdawbUaKBcHOjaXybavnwnhYSQiXeke8GMyz2ZdlBNfbwORYf8mj3iNbKx1Ks-NNIjhTKLgeCAsvxS2HW75682V_kIqopa5F_NsPGOpOLCg2rzvw4BHEF822KWzWHyR6XkQ/s1600/IMGH_05435.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh8v6SzqMZrqdawbUaKBcHOjaXybavnwnhYSQiXeke8GMyz2ZdlBNfbwORYf8mj3iNbKx1Ks-NNIjhTKLgeCAsvxS2HW75682V_kIqopa5F_NsPGOpOLCg2rzvw4BHEF822KWzWHyR6XkQ/s320/IMGH_05435.jpg" width="320" /></a></div>
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi7xp8J7poen8hj8aHZZlBq9awEgy_EM4obHb3EUqYUd0Xfl1PhCnDXbwkbDMiEO7YDI-tYPgVSxnW6YCRYM2wL5oWCRuZiF2TmeNCrFwakORrz8N9jXCCpLyCdpzs2qKvAHalGl3VOLBk/s1600/IMGH_03715.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi7xp8J7poen8hj8aHZZlBq9awEgy_EM4obHb3EUqYUd0Xfl1PhCnDXbwkbDMiEO7YDI-tYPgVSxnW6YCRYM2wL5oWCRuZiF2TmeNCrFwakORrz8N9jXCCpLyCdpzs2qKvAHalGl3VOLBk/s320/IMGH_03715.jpg" width="320" /></a>This was fabricated only from 1988 to 1990.<br />
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<br />FRANK http://www.blogger.com/profile/05899055923323016216noreply@blogger.com2tag:blogger.com,1999:blog-7089240089080675728.post-7400148756791338482010-09-27T13:10:00.000-07:002016-01-25T12:09:17.975-08:00VW Passat 35i mk3 Variant.<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi8l18nT_ZRc_ZO14I55EGNnX0TDKl1fXS8jDO68nFaXgNnJfu8MRBbuY8I3gW8CAseSArXDJX4mbESJmGTQHmBLstukiOto0LtsM-86zcS7YW8QMm9GoJIym9SxLAbVfF19E0lOex2cow/s1600/VW_Passat_B3_Variant_rear_20080215.jpg" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjbQv9Yoz35TzN_fG2-DKN9WhpqK0282jcNc3uuaVqNvrnQHqIJgiRpzI2K2o-ZfL0tRTvjpsi_WWNbrMaslqH012dGTMuGmNQx3h-IrpWUOCRHDBEJFuv_Jl1EQ6VPQnuEhyZ1bTqp1M4/s1600/IMGH_06919__VW35I.jpg" width="320" /></a>At the time it was the first Passat to be built on a Volkswagen-designed platform, rather than sharing one with an Audi saloon. The car, although designated <a href="https://secure.wikimedia.org/wikipedia/en/wiki/Volkswagen_Group_B_platform#B3" title="Volkswagen Group B platform">B3</a> in Volkswagen's platform nomenclature, was based largely on the <a href="https://secure.wikimedia.org/wikipedia/en/wiki/Volkswagen_Group_A_platform" title="Volkswagen Group A platform">A platform</a> as used for the smaller Golf model, but was stretched in all directions. Many components are shared directly between these vehicles. Only 4-door saloon and 5-door estate versions were available, without the <a href="https://secure.wikimedia.org/wikipedia/en/wiki/Fastback" title="Fastback">fastback</a> option of previous models. It was marketed under the Passat name in all markets; in North America, this was a first.<br />
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FRANK http://www.blogger.com/profile/05899055923323016216noreply@blogger.com1