Search is not available for this dataset
accession_id
stringlengths 10
10
| pmid
stringlengths 1
8
| figure_idx
int16 1
48
| figure_fn
stringlengths 1
33
| figure
dict | caption
stringlengths 0
6.52k
| license
stringclasses 3
values | retracted
stringclasses 2
values | last_updated
stringlengths 19
19
| citation
stringlengths 25
85
|
|---|---|---|---|---|---|---|---|---|---|
PMC1351290 | 15753208 | 6 | 20041470f6 | {
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"path": null
} | Figure 6. In vitro cytokine production. (A) Lesion-derived L. major amastigotes were added to bone marrow–derived macrophages in the presence of inflammatory LMW-HA. Supernatants were harvested 24 h later and cytokines IL-12 (gray bars) and IL-10 (black bars) were measured by ELISA. (B) The production of cytokines, IFN-γ and IL-4, from T cells was measured by ELISA 3 d after primary stimulation. OVA-specific TCR transgenic T cells were added to either uninfected (white bars) or L. major –infected (black bars) macrophages cultivated with OVA and LMW-HA. | CC BY-NC-SA | no | 2022-01-13 09:00:57 | J Exp Med. 2005 Mar 7; 201(5):747-754 |
PMC1351290 | 15753208 | 7 | 20041470f7 | {
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} | Figure 7. Flow cytometry to detect intracellular IL-10. Human monocytes were infected with a 10:1 ratio of axenic amastigotes of L. chagasi . Before infection, some amastigotes were incubated at 4°C for 15 min in 5% serum from either an uninfected volunteer (naive serum) or from a patient with visceral leishmaniasis (VL serum). Monocytes were incubated in Golgi stop for 2 h, fixed, and permeabilized and stained for intracellular IL-10 expression. Cells were gated on CD14 expression. | CC BY-NC-SA | no | 2022-01-13 09:00:57 | J Exp Med. 2005 Mar 7; 201(5):747-754 |
PMC1351290 | 15753208 | 8 | 20041470f8 | {
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} | Figure 8. DTH and antibody responses in patients with visceral leishmaniasis (VL). Delayed-type hypersensitivity (DTH) reactions were measured in 317 bone marrow aspirate-confirmed VL patients. The mean induration size of the DTH response (in mm diameter) was measured at 48 h. (inset table) The same VL patients were analyzed for antibody and DTH responses. Antibody levels were judged to be positive if they were >3 SD above a mean control titer. DTH responses >5 mm in diameter were judged to be positive. This figure designates a significant negative association between DTH and antibody responses. Pearson χ 2 , df = 1; P ≤ 0.0001. | CC BY-NC-SA | no | 2022-01-13 09:00:57 | J Exp Med. 2005 Mar 7; 201(5):747-754 |
PMC1351290 | 15753208 | 9 | 20041470f9 | {
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"path": null
} | Figure 9. DTH and Leishmania-specific antibody responses in VL patients after treatment. The mean diameter induration score of the DTH response, measured in mm, is shown by the black bars (left), and the mean antibody titers, expressed as OD reading, are shown by the white bars (right) as a function of time after treatment (abscissa). | CC BY-NC-SA | no | 2022-01-13 09:00:57 | J Exp Med. 2005 Mar 7; 201(5):747-754 |
PMC1351313 | 16009725 | 1 | 200504167f1 | {
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6nrFlovxgM987rG+gqgKRs5z55P8ACDXaaZrOnaxAZ9Pu454wcHaeQfQjqKXMr2NPZT5ee2ncv4rmvH+P+EI1McZMeP1FdLXLePiD4cERxiS6gUg9x5q8VM/hZphF+/h6o6KyUpZQqeoQfyqekj4jUewp1UjCTu2xp547VmW/h3SbTU31G2sIIrtxhpFXBx3rVooaT3HGcopqLtcKKKKZJh674fXWJLa5iu5LO9tmJiuIgCQCMEEHqD/SjRfDdppDPcF5Lq+l/wBbdznLt7ew9hW5RU8qvc29vU5PZ30IZoIp4miljWRGGCrDII+lJbWlvZwLDbQxwxL91I1CgfgKnoqrGV3awUUUUCErK1Tw7pOtYN/ZRzOv3Xxhh9GHNa1FJpPRlQnKD5oOzOdt/A/hu2cOmlQM4Od0uZD/AOPZrUu9J0++svsd1ZwTW3/PJ0BX8qvUUlCK0SKqValX+I2/U5Y/D/w2QQllJGT0MdzKuPphqb/wimo2JB0fxHfQgdYbzFzGf++vmH511dFT7OPY5/ZQ6Kxxa+A2ubxr/UtavJL5hgyWgW2AHoNoz+Zqw3hfVrTP9meJrxUIw0V/Gtyp+mcEfnXWUUeygNwT3b+84bT/AIY6LA0kt6895PKdznd5Ue7/AGUTAFU7jQfGmiXb2fhy9gm0uY5Q3jkvbeo56j0r0Wil7GPTQ61iqyXK5XXnr+ZwcnwzsrvTkF7qF6+pH5pbtJj87d/lORt9qo3OhXfhvRp4LvS9O1XRgMzNbxeTcqvd8chiOvBBr0qg88UnQj0IqYivPXnf36fceVtqN/DHb6ZpXiSbU4pE3QR2Nurz+X23yMdqgdMnmgaBr85Q6ZYapYXoYFry+1QMp+qLnd9OK9EstG07Trm4uLOyhgmuCDK0agb8ev51fqVRb3Y/reIbvzJeiWvrpqec6j4U8b6hIJ38SwLKiYSOAPGgPrkf1BqZY/iVHpi23maSZl4NxkliPpjGfwr0Giq9iu7+8p4mUtJpNdrW/Kx5dBePeb7LxJ4r1HT5k4ltHWODcOnyyAfMp9v0rSj1PQbeA6T4c0IarCExOLdV2AH+87feJ+prtLrT7O92/arWGYL08xA2PzqS3tYLWPy7eGOJB0VFCj8hSVJrqJfVU+bkbfa+n+f4nmWleIrzRoJdOs7nTooI5D5Vvq8zwzWyn+A8Heo7EHpUs/jPV7eQmLW9IvWA3NFa2U0ij6spOB716Hc6XY3jhrmzgmYdDJGGP6ipILS3tY/LggjiT+6iAD9KXsp7Ji5cLvaXpf8A4B52/wASLydI4410i0ZvvTS3TTL+CIu4fjirEXjDW7m0eGGXRWI66qLnEKLjqYz8+726e9d2lnbRuzx28Ss33iqAE/WqFx4Y0O6uxdT6VaSTDne0Qz+PrR7Op/MLkwz/AJl80/0Rxth4x1OzvzBC03iaz2km4tbUxvG3p/dYfT9avz/EeFJIrSLR71L+XhYr3bboPq7Gu2jijiQJHGqqBgADAFQ3unWeowGG8top4j/BIgIquSaWkik8Pbl5Wl3vr+Vjmk8cJp91Ha+I7RNMabPkzpOJYZMf7Q5U/UVqX/i3QtO00ahPqUBt24QxuHLn0UDrTLfwb4dtHLw6RahjxlkDfzzTT4I8NGfzv7Gtd+c/c4z9OlCVVLoNRw6VuaX3L/Mxovit4ZljlbzLmN0GVR4Tl/pjP60yD4k/aPs6r4d1NZLpituJAqLJ34ZiBXXW+j6baSCS3sLaJxwGSJQR+lGqaVZaxZtaX0AliJBHJBBHQgjkGly1f5hqWHty2evXqvRbHPy33i68Qt5Gm6JAPvS3E3nuB6gDC/maw/8AilLq88vXPFFxqlxnBDTtHCp9hHhR+ddDF4B0RXBuVurwLyEubh5FH/AScVsvo2nPp72Bs4Rauu0xBAFx9BS9nJ7kexwifvOUvuX+d/wOY1Lwt4V0mwN1fPeGxQ/JCbuVkBPTaoOcmofDK+HY9ci/s/TtXsLlkbYtx5ojlGOpySPzrRsPBKW15bNdalc3lnZktaWsuNsR9SerY7Z6V1YUDoBTjT1vawSpYWmrRXM++36DqKKK3MQooooAKKKKAMLxZeXNlogNrM0Mk9zb2/mqBmNZJVRmGe+GOKj8MT3G7V7Ca5luksL0wRTTHc5Qxo+GbuQXIz6YrZvbK21GzltLyBJ7eVdrxuMhhTNP02z0q1FtZQLDFuLEAkksepJPJPuaAPLX8S6ynxXmuF8HajJMNHEQthPDuKCcnzM7sbc8Y61PqL6jfXf22LwDr9jeHgz2d7BGzfX5sH8RXqXlR+d5vlr5u3bv287euM+lSUnFPc0p1Z03eDseQef4zgO+z0nxWkg/5+Li1mU/gWFOgm8UTX8F5rXhXXdSeBw8MXm20USMOh2h+T9a9doqfZxNfrdW1tPuV/v3OJ/4TPxGBj/hX2r/APgTb/8AxdH/AAmfiP8A6J9q/wD4E2//AMXXbUVZzHE/8Jn4j/6J9q//AIE2/wD8XR/wmfiP/on2r/8AgTb/APxddtRQBwyeOPEEjyIvgDVy0ZAYfaYODjP970xT/wDhM/Ef/RPtX/8AAm3/APi67bFFAHE/8Jn4j/6J9q//AIE2/wD8XR/wmfiP/on2r/8AgTb/APxddtRQBxP/AAmfiP8A6J9q/wD4E2//AMXR/wAJn4j/AOifav8A+BNv/wDF121FAHE/8Jn4j/6J9q//AIE2/wD8XR/wmfiP/on2r/8AgTb/APxddtRQBw0fjjxBMgeP4f6uV5GftMHUHH96n/8ACZ+I/wDon2r/APgTb/8AxddtRQBxP/CZ+I/+ifav/wCBNv8A/F0f8Jn4j/6J9q//AIE2/wD8XXbUUAcT/wAJn4j/AOifav8A+BNv/wDF0f8ACZ+I/wDon2r/APgTb/8AxddtRQBxP/CZ+I/+ifav/wCBNv8A/F02Txv4ghjaSTwBq6ooLMftMHAH/A67igjIwaAOHTxt4hljWRPh/q5RgGU/aYOQf+B07/hM/Ef/AET7V/8AwJt//i67YDHSigDif+Ez8R/9E+1f/wACbf8A+Lo/4TPxH/0T7V//AAJt/wD4uu2ooA4n/hM/Ef8A0T7V/wDwJt//AIuj/hM/Ef8A0T7V/wDwJt//AIuu2ooA4n/hM/Ef/RPtX/8AAm3/APi6ZJ438QRJuk+H+rgZAz9pg6k4H8XrXc0UAcT/AMJn4j/6J9q//gTb/wDxdH/CZ+I/+ifav/4E2/8A8XXbUUAcT/wmfiP/AKJ9q/8A4E2//wAXR/wmfiP/AKJ9q/8A4E2//wAXXbUUAcT/AMJn4j/6J9q//gTb/wDxdH/CZ+I/+ifav/4E2/8A8XXbUUAcT/wmfiP/AKJ9q/8A4E2//wAXTH8ceIEkjRvAGrhpCQg+0wc4Gf71dzRigDif+Ez8R/8ARPtX/wDAm3/+Lo/4TPxH/wBE+1f/AMCbf/4uu2ooA4n/AITPxH/0T7V//Am3/wDi6P8AhM/Ef/RPtX/8Cbf/AOLrtqKAOJ/4TPxH/wBE+1f/AMCbf/4uj/hM/Ef/AET7V/8AwJt//i67aigDif8AhM/Ef/RPtX/8Cbf/AOLq74b8Xza5rF/pV3ol3pV3ZxRzMlxIjblcsBjaT/dNdTVdLO2jvJLtLeJbmVQkkwQB2Vc4BPUgZNAFiiiigAooooAKKKKACiiigDgtR1G/XXL+9S/uE+w6raWUdqrgRPHKIt+5e7HzG57bRjvXe1nTaHpc+qx6pLYwvex42zFeRjOD9Rk4PbNaNABRRRQAUUUUAFc74uXUpdPtLbS5hHPPdor/AOlCBmQAswVsE5O3sM4zXRVT1DTbPVbb7PfW8c8W4OFYdGHQg9QfcUAebSa3e3OnajLBqF/ZvountOkb3AcvcLLKr+Y2P3i5jCjthvXp6lE5eJHK7SygkHtWXJ4Y0OVbRX0u1K2Y2wDZgIM5x7jIB5781r0AFFFFABRRRQAVxGvajrGk69qVyt8JIE0O7ura0EWER4zHtZucsTk+nFdvUD2dvJcrcvCjTrG0QcjnYxBK/Q7R+VAHnkt1f2mq2ehprF7Nbah9jeW4aXMqeYJy4R/4Q3lLjHT5sYyK63wpdT3OkSrcTPO1veXFssznLSLHKyqSe5wACe5FSReFtChsJrGPS7dbaZlZ4wvUr90+2McenatGzs7bT7SO0tIUhgiGEjQYAFAFiiiigAooooAK4C9n8QJL4rtE1VZLrba/ZCSsCQeYzLtUnPOO5ySfwFd/VG40nT7tbpbizhlF2ipcb0z5irnAP0yaAODt7u8u9UXw9Nf6jYvAbl7mQXvmuXVImTbLtB2bZNxXA5HPHXtPDF9PqfhfSr65wZ7i1jkkOMZYqCT+PWmSeFdClsEsX0u3a3R2kCFf4m4Y565I4PqK1o0SKNY41CooCqqjAAHYCgB9FFFABRRRQBV1BZG065EV2LRzE2LhlDCLj72Dxx15rz+1n1C4urS1g1PUxomp3yxQXM8pE8irDI7sjfeVHZVx7A4wCK9Du7S3v7Oa0uoUmt5kKSRuMhlPUGsqLwh4fgs5bSLSoEglZWZAD1X7pHoR7UAcINb1a40rU7ltXuVk0WzMtuyMFFwyzzJukH8eViUY6ck9a9WUkqCRgkdPSsqTw1okv2Pfpds32NQsA2YCKCCB9MgHB71rUAFFFFABRRRQBi+J3ii0cy3Gpz2FukimV4B+8kXp5aEchmO0fLz2HWuKu38SQWME15Ndm3srOe6nhXUVhuRGZSY9+FO5ljXHYFs85r0DVNH0/W7ZbbUrSK5hSQSKkgyAw6H68mqZ8I+HzDbxNpVsY7fPlKVzgE7iPcZ5weKAOYsNVvZ9Vs9TW/uXW61iWw+ys37sQKjlfk7N8oYt15PavQqzk0PS4tWbVI7GEXzdZgvzcgAn64AGfStGgAooooAKKKKAOc8WxXU1jtsby5S7jjkkitLa4WB7hhjB3H+Fc5x0ORmuStNe1G9tf7aGqzs9rcWEEcK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"path": null
} | Figure 1.
Regulation of CAPRI by agonist-evoked Ca
2 +
signals. (A) Confocal images of HeLa cells expressing GFP-CAPRI (left) or GFP-RASAL (right) before (T = 0) or after 100 μM histamine stimulation. T = time (s). ROI = region of interest used to calculate the Relative Translocation parameter (see Materials and methods). (B) Translocation of GFP-CAPRI after 100 μM (bold trace; average n = 7 cells, n = 6 experiments) or 10 μM histamine (light trace; n = 5 cells, n = 2 experiments). (C) Translocation of GFP-RASAL (green trace; n = 3 cells) and GFP-PKCγ (red trace; average n = 12 cells, n = 2 experiments) after 100 μM histamine. | CC BY-NC-SA | no | 2022-01-13 07:26:07 | J Cell Biol. 2005 Jul 18; 170(2):183-190 |
PMC1351313 | 16009725 | 2 | 200504167f2 | {
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"path": null
} | Figure 2.
CAPRI is refractory to Ca
2 +
oscillations. (A) Ca 2+ mobilization induced by application of 50 μM ATP in CHO cell lines. Black = parental CHO T cell response ( n = 35 cells); blue = CHO-CAP6 clone stably expressing CAPRI ( n = 57 cells); red = CHO-MUT13 clone stably expressing CAPRI (R473S) ( n = 23 cells). (B) Representative trace of the change in Fura-2 emission (black trace) and GFP-CAPRI translocation (blue trace) from a single cell displaying sinusoidal Ca 2+ oscillations after 50 μM histamine. (C) Representative trace of the change in Fura-2 emission (black trace) and GFP-CAPRI translocation (blue trace) from a single cell displaying baseline Ca 2+ spikes after 5 μM histamine. (D) Ca 2+ mobilization in HeLa cells (black trace) after 50 μM histamine with sequential RFP-CAPRI translocation (blue trace, average n = 5 experiments) (E) Reversibility of GFP-CAPRI translocation by histamine. Change in Fura-2 emission indicated in black, relative CAPRI translocation in blue. Cells stimulated with 50 μM histamine for 60 s, followed by wash-out of agonist, followed by restimulation for 60 s as shown (average n = 3 cells). (F) Translocation of CAPRI-YFP and CFP-RASAL induced by 50 μM ATP in HeLa cells. | CC BY-NC-SA | no | 2022-01-13 07:26:07 | J Cell Biol. 2005 Jul 18; 170(2):183-190 |
PMC1351313 | 16009725 | 3 | 200504167f3 | {
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"path": null
} | Figure 3.
Role of the tandem C2 domain and PH domain of CAPRI. (A) Top: 5 μM ionomycin is sufficient to drive GFP-C2AB CAPRI to the HeLa inner nuclear membrane (+ ion = 20 s after stimulation). Translocation is Ca 2+ -dependent (+ EGTA = 40 s after 5 mM EGTA-containing media). Bottom: GFP-C2AB plasma membrane translocation induced by histamine. (B) GFP-C2AB translocation in HeLa cells stimulated with 100 μM histamine. Bold trace is GFP-C2AB (average n = 7 cell, n = 3 experiments) compared with average GFP-CAPRI translocation (dotted trace) under similar conditions (see Fig. 1 B). (C) Representative response of GFP-CAPRI/RASAL chimera to 10 μM histamine. (D) Response of GFP-RASAL/CAPRI chimera to 100 μM histamine (average n = 6 cells, n = 2 experiments). (E) Response of GFP-CAPRI (W664A) to 100 μM histamine (average n = 12 cells, n = 3 experiments). | CC BY-NC-SA | no | 2022-01-13 07:26:07 | J Cell Biol. 2005 Jul 18; 170(2):183-190 |
PMC1351313 | 16009725 | 4 | 200504167f4 | {
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"path": null
} | Figure 4.
TIRFM. (A) GFP-CAPRI translocation induced by 100 μM histamine monitored by TIRFM (representative experiment for n = 4 cells). (B) GFP-RASAL translocation induced by 100 μM histamine monitored by TIRFM (representative experiment for n = 3 cells). (C) Representative experiment of GFP-CAPRI translocation in HeLa cells stimulated with 1 μM histamine ( n = 3 cells). Arrows indicate mini-oscillations in one trace; similar oscillations are also detectable in other cells as shown. (D) Representative trace of sequential Fura-2 (black trace; single wavelength 380-nm excitation) and TIRF imaging of GFP-CAPRI (blue trace). Mini-oscillations correlate with cytosolic Ca 2+ spikes. | CC BY-NC-SA | no | 2022-01-13 07:26:07 | J Cell Biol. 2005 Jul 18; 170(2):183-190 |
PMC1351313 | 16009725 | 5 | 200504167f5 | {
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cf+jnrsq4z4XMG8D2zKcgzTn/AMjPXZ0AFFFFABQaKKAK95A1xayRRyvC7jiRDgj6GuU8X+CNI17SQupyzb4iPKuPvOjkgAg/XFdliqtxZefeQztKfLjBzERlWyO/0oA8mXTPiZ4PKHT7xdd06NSFSUkMEHTGWPOPaug8IePj4mP9nvBHpWrQyH7RZzj5mTH8Occ8qe9dVb+T9re6E0zeSzxlD93k+mccYrjPFvgJdWMWr29/Fp2vK+2G5jYqJODhSBx09j0oA7CTTdOlubmBUVmjjV1hkXMUZBJDAdM5H6CoobN0E0NxdTST6hHgzQAgRYGPlIzj736V55b/ABJ1jwwZLHxxokwyuxr22QYkXpn+H/Jr0LQNYsda0+xu9EuUNhsO5XOX7YBPPPXvQAPaQy202y9vLVrRwPOmchc4HPOMjn160640e2uJUjm1EyRz5doXfcHIGQVGeMEZ79KtzLciyvftEa3alh5cKDkjjg8evNSN/wAfNp/oBPyN8+P9Xx0/HpQBSW2tYLCFnvmkKz7FniPPBICEjPA6H6VfXP8AazFb1SPI4tieRyPn6/h0qGMTGxXyNPjRvtB3Ry8DGTlhweT1/Gph/wAhVs2ZH7j5p8defug/rQBB/wATGSC3x9nmkbcHnGMRnHBAzzz71BJqOoWsZURNctbEfaGEZXcp5yo5z06DNELWCjTtrT22WbyonY5Y4Gc881edb4/bdssQyo8gkfdOD14/xoAox6lqkv2iL7LslYB7Zyp2leM7vQ5zxR/aF600d3862kLGKaHyG3u/QEe2SOcGtCNbwXEQeWMp5fzjHJbPUcdKi2ah9imBnh87z/kbAwEyODx160AUDpl/NujlvJ/IkYzLKshVoznKrjrjB/SpjGEjs5Lu9k895CN0BIVzg8YGeMD8xVh/IGpxiSdzceQ2YlPBHGTj8vzpkAJsLL7DaDyhIdy3BO5Bzz35z+hoAbO1t9pv917cqwiXeoY4jGW5X0PX8qk/dG508i0Nx+6+W6flkHHXjv1/Cnyi7M13ttLdk8seWxPLnnhuOnT16mq9zfQWtzZ/atRhtGWP57fjDHjofQf1oAkG9be+NrbxWUolGJHHyucD5j07cfhUq7jdsXvVP7kZiU9OvzDn/OK5XW/HXhbRre6i1TWkuhK4IgiYB1HHA5Hpmua/4XJYXNxjQvDmo3smwKrGMDI59GNAHoata/2TF/pt2Y/tLYkLHeW3N8v06/kKtRY829LX/mLn7itzDwOOv4/jXmDfFPxBBarJc+BLqO3WTc528KMnnp1oX4zW8rzJpvhe/lu5W+4YgN5wOuCfSgD0lfshGlE/aJztPky4Ldhyxx3qS4a8Rb4oLe2Py+VM5B3cc5GR0NeZHX/ijrkUMFhoMOkJIMebKMhB+KHFNf4Ya9fRTXHiTxrcx8AsLdiFHHttoA9Ua4k+3JturcQGP5l43FvXr0qB7m5FlKRfWglE3DnG0JkcHnrjNedn4PWwu0jPi/VBJ5e4J5r5I9fv9Ki/4VFYC1d38Y6kYRLsc+a2N2fu/foA7u58S6Lp89xJfeI7FFKgeULhQUOOcfNXF3vxW0GKCCx0izu/EF1Ef3Z2MxDc87tp5wauWHwm8GRXUqzxz39xGqlvNnkJ5GQcbq6fSdG02wsLNtF0W3gRmO7zYwJEHPOcE5/GgDg/K+KHi4SPNcR+HrI9NufMC+53L/Kren/CLQItRt5NevrrV76VC+ZzuRuRk4OfbvXoOYzb6j5t092gZ90cYAaMc/LxUmZEktHjgiFosPzSSn54+mB0Pb3oAzLPSLXT7addL8P2ls0coVVCKu8cZbOB7/lWwTcG+lAkiaHYNsWPmzznnPTp2rLnuLJ/NtZdWMkjyCREQ7WRRjjg8jg/nSrqmnSyTX8aTsMiAzL93PTA5x3oAuQxXKrbubCBJDKfMwR8q5PI9e1AaDff/wClXH3jvyxxHwPu/wCe9UowDJ9jjF7utj56THlZN3zYHPON2MH0q19n1E29oYmiLlybrzUCmQYPYA89PyoAahtTHpJ/0if93+6lILE8Lyxx3460mI/7JuQdIXZubNtgYk5PPTv1/GpXt9UjF55EkG3YFtIyABGeeTgf7vr0qCDTtYUwpNqQaPYTMQgyXJyMcdAMigCxc3hinMpvbaOyCeW2SMrIenOfdeKiFrPK/wBnuGguvIRXjd1BKyDo2M+oBq1HpdusEsUqLKsknmNuXOTx/gKuhFDFgoDHqQOtAGYLC8udPt4ry7/fJMZHeEbdy5bA6nsR+VWhp1qJZpDCpM3+sBAw31q1ij60AMS3hjEYSJFEY2oAPuj0HpUlFFABRRRQAUUUUAFFFFABQaKQ0Ac345jupvDNxDZEmVsblVgGK4PTPHpXEeEdHGl+OoIYre53xPJvleRShh8shTwepbIrrPHNlYR2Dapdy32+JdscVvcGMMeuDwfQ1z3guVYdasPtEF7HNOXjUSXvmKrqhYgrtGeO9AHp7AMpB5U/rXJ2Xg2SzvhKNQkeGDcbWNsfu2ZtxJ49S3511vWloAx10QNr0GrTTF5YYBEB2z82T09GrQvQDYXAbBHlt/KrFQXg/wBCn/65t/KgDlPhh/yJVv8A9dp//Rz12Vcb8MOfBNuf+m8//o567KgAooooAKKKKACiiigCtdwzS2ksdtIIpWB2vjoaxXigsLq3s7eDzyPnkjGflPOXyfrj8eldHTDCm8yBFEhG3fjnFAGbIn20XLP5NzayQfJDj5ieeufXgV51d/Bvw/eXsdxHcX2lSXOWa2ikXGSRkDg+vrXefYP7OgaWW9RLiUCJpgm3I6AYzxyfWrMeYru1tmh+1yRqd9yx5TOPr1+vagDy4fDLXtFaeTwl4qlVkYBo7kg9h/sj2qydE+LfmR416y6HtxXocoi+w6gJ7VrOLeN0kJ+aTp83A/CpXFt9qs8zXIfY2wZOGG053e+KAPMD8PPHWpR/adT8YCKdnxtTAUf+OmpV0P4p6BJ5djq9rqcKrlVn4J/9Br0PFodNQCO5uY/tRxuUlg2489OgNWV+znWZCJpxN9m5Qk+WFyOfTNAHl/8AwsLx1oHl/wDCReE1aJTlpbchjj2+c/yq3H8XfB08F61xBdwvcoBNE8L5bgjHA4r0C28wxWaxanFLGS28v8xmGB0Of8arT6Tp8r37v4ds5XQAoSikznB4zjj9etAHHR/FzwUk0TqbgMkexT5EnAz06VC3xY8ELYTxJHcsry+YYxC+XbI5zj2FdvHomltPEp8O2SqY8l/KX5Tn7vSoxpGni0llHhizEiz4WPYvzjI+fO38fwoA4MfEvxVrUwj8L+E2ePbiOS6wvHb+MUw+FPiR4jjjm1fX4NLXd8tvFjIP1w3869UxItxGqzRQwiE5gAwynjBBz0H0qriA2WnmRnvsSnZMg3c/Nyev0oA82f4W+KCZVbxq+CvzZIz+PyVPbfBrwzFNBFqt9e3l/Ou7cW+U9MkEL7ivQp1tTdahuspmYxL5jCM4kGW4HHJ6/nVlBMHsfIt1FsIvmL8MnTAx9M/lQBx+lfD7wlo0N3Lp2mG9uYnCsJSc544GcDoc118EckUnlx2sEUAiBHHIbnjr9KZcecLK98+VLNd42TKwGBxyT654pUFv9tOZppZfIGQCSjDnkep60AII737CgNxambzjufB2lcn5frjH5VJGtwZrkNFboqnELgdeB1/HNUAbBdIi3WcyxC5YiNkIZTuPzEY6d8+9LHqOkxyXTi7aTz5Nm0vlWbaOE9eB296ALZEobTllvgsm071j+7McD26D+tV5PI36oYdPeWbKeapOBJ8vGMn0qKG6EioltpBf7JBuj835SpwcKMjg8AGkMfiC7wXeO2inAyi/fh/4Fnk/gKANNs/2lH/oZP7r/XZHy8n5etVn3f2fL/xLC3+k/wCq3D5uR8/X8aZLY6xKZXGoJE+AsQEZKgZGSRu5PUVK2mXjmJTqUnlAHzQM7nJ9Dnge1AE8ck/mS5SKKHaojYnnOOQee1Z091bxQW8OoXm66gBlcwKSGGSPTpVuPQ4f7Pjs5ppZEjlMobdgnJJwfUc1cg0+1tpWlihVGK7eAOnpQBiRalcXKodOsfLW7Z2SaToRgENjORnPerS6O10J/t0srNIgTGRhRjnH5d62QoVQAMAdAKXFAFWLT7WJkKQqDGNqn0H+TVgIoXGBj0xTqTFABjvjmloxRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFIaAOL8aa3F5jaGNJl1EtCZp0QkbEBAyCDnOWH51heArbTJ9bjvNDs7y409QxN9dSsQrFSMINzAnBHpwa3vEHhzXLjxE2qaPc2cfmWpt3W4VjwSp4x/uipPCOj+JdEhtLC9uNOfT4I9gEKOHPBx1OOuKAOvHFLTCQq5JwAK5/TfF9rqOpi0W3mjjl3eRO2NspU7SAOo5B646UAdHUF5/x4z/8AXNv5Vh33i61s9aXTEgkncYEkisoEZJIGQTk/hnrW1esq2E5Ygfu26nHagDlvhh/yJNv/ANd5/wD0c9dlXG/DA58E25/6bz/+jnrsqACiiigAooooAKKKKACiiigBjxpIoEiK4Bzhhms64sL4/apYL0CZkIgBjACHHGeOe3XNalFAHOyR6zZwiMbb6WdhuLKAkZx346cenU0s2tmCRpJ7cQ29qxjnkkAGWPA2eoJI9K6GmsoPUCgDGhvJ7iGKCO4tobt384RrzmLOR264Iq6v2h74uEhNsYSA4Pzl89OnT8asG2hNytwYx5qjaG9j/wDqrKbQ3trR1sLgi4Y8PLyACc44oAIxF/oHnadLHIGbyxEPlj4GSeRUztFjU86kFwg38D/Rxg8/1/Cqi2muxymBLpDbxxnEr/6x2II7cccHpU/9ivcQ2xuLqUSKyvMEIxLjs3HTr0xQBNC0X2mADUN5MPCYHzjP3qgDw/2bcH+18r9pwZsD5DkfJ/T8acujzIl4VvpRNMwMT8ZiXjgcdOD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"path": null
} | Figure 5.
Ca
2 +
-triggered Ras deactivation by CAPRI in live cells. (A) GFP-CAPRI translocation correlates with HcRed-RBD dissociation. HeLa cells cotransfected with GFP-CAPRI, HcRed-RBD, and H-Ras. Time after 50 μM histamine stimulation of nonstarved cells is indicated. Nuclear HcRed fluorescence is masked. To enhance red signal, curves were adjusted simultaneously across the images so that no single image was enhanced over another. (B) ATP-induced deactivation of H-Ras in COS-7 cells cotransfected with CAPRI, GFP-RBD, and H-Ras. Time after 50 μM ATP stimulation of nonstarved cells indicated. Arrows highlight GFP-RBD ruffles. G = Golgi apparatus; inset is Golgi at lower image intensity. The experiment is best viewed in Video 3 (available at http://www.jcb.org/cgi/content/full/jcb.200504167/DC1 ). (C) Relative dissociation of GFP-RBD by ATP-induced activation of CAPRI in COS-7 cells (black trace). Nonstarved cells were cotransfected with CAPRI, H-Ras, and GFP-RBD, and were stimulated with 50 μM ATP ( n = 9 cells, n = 6 experiments ± SD). Gray trace indicates GFP-RBD dissociation in the absence of CAPRI transfection ( n = 4 cells, n = 2 experiments). (D) Relative dissociation of GFP-RBD by histamine-induced activation of CAPRI in HeLa cells. Nonstarved HeLa cells were cotransfected with CAPRI, H-Ras, and GFP-RBD, and were stimulated by 100 μM histamine ( n = 4 cells, n = 2 experiments ± SD). (E) Comparison of the GFP-CAPRI translocation induced by 50 μM ATP (average n = 8 cells, n = 3 experiments) to dissociation of GFP-RBD from the membrane in C. (F) Comparison of the GFP-CAPRI translocation induced by 100 μM histamine in HeLa cells ( Fig. 1 B) to dissociation of GFP-RBD from the membrane in D. | CC BY-NC-SA | no | 2022-01-13 07:26:07 | J Cell Biol. 2005 Jul 18; 170(2):183-190 |
PMC1361263 | 15096539 | 1 | 20031560f1 | {
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} | Figure 1. DBY elicits a sustained T cell response after allogeneic HSCT. (A) IFN-γ secretion ELISPOT assay was performed using unstimulated PBMCs collected 15 mo after HSCT and 93 overlapping DBY peptides distributed into 12 pools. Results are presented as number of spot-forming cells/10 6 PBMCs. (B) The eight peptides included in pool-1 were tested individually using the same cells and according to the same procedure. (C) Patient PBMCs collected at various times before and after HSCT were tested by ELISPOT assay for reactivity to the DBY antigenic peptide. Time 0 corresponds to a sample collected before HSCT. | CC BY-NC-SA | no | 2022-01-13 08:52:51 | J Exp Med. 2004 Apr 19; 199(8):1133-1142 |
PMC1361263 | 15096539 | 2 | 20031560f2 | {
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7WO0meUEdflCkn1yO3Na2h+KdE8RrL/ZOoxXTQnbIgyrofdSAR+VeK6lr0Phv9o/XNVubW6uLeC0Uyi2QOyr9njy2CRwO9a3wosZfE3jzW/iBFIlvY3LyQR2gbMmTtOXA4HAB9yfbkA7z/hZ/hI3b2a6nI93GzLJbpaTGRNud25QmRjBz6Vu6H4h0nxHYm70i/hvIAdrNGfun0IPI/GvA9EvLyy/aF8Q3Gn6a+o3Ia6226ypGT0/iY4xXTfAkacZ/EbtceXrN1cbrvTjHsW3VXfAX+8MsQfTgfUA9Lg8Y+HrjxCug22q28+pMjP5MJ34AGTlhwDjsTmrer69puhWyXGpXAhjeZIFIUsd7nCjAz19a8a0q2gs/2pr23too4YUg+WONQqjNsh4A961/iP4cvz4il1i2tDaRyyWkH2yzLzT3DFgPmjJ2qEwCGxnIGDycAHrklzBFDJNJMiRR53uzAKuOuT2rN0PxLo/iT7U2kX0d4lrJ5UrxZ2hsZ4PQ/UVj+DvDP9meFjpmq6PpsLG4eVooZHnjkJPDkyZO4+5P9K4P9m7/AJF3XP8Ar8X/ANAoA9B1X4keEdD1ObTdS1uC3u4SBJEyOSuQCOQCOhFX7vxZo1np9hfS3RMOoFVsxHE7vOWGQFQDceOeleH6rc6/4W1S61DxX8PdNv8ATZbt5ZbySFZpQjuSAZASOAQBkdgK3V1ZdY/aJ0AR4awh03zLRNoARXgZ849eR+VAHrmk63p2uaWupWF2ktoc5fldpHUMDgqR3B6VW0vxZoWtatdaZpmpwXd1aoHmWElgoJx97oefQ8V5h8JHa68b/EDTbjE1k18zmGQBkLGWQE4PqAPyFU/hPFHB8avGsUUaxxoZlVFGAo88cAUAe8VWu7uCxtpbidxHFEjSOT2VRknHfgVZrg/iNol9rEWnS2VjHI9o8sjXfmuJbUbPvRopG9jjG05HTIwTgA6zSdXstb0y31GwnEttcIJI2wVJU98HkdDWXb+OPD93qUVjDqAaSaVoYZCjCKaRcbkSQjazDPQGvIrLSdU8P/DHW9da0j3XWjRxJes8gugCVUxtGx2qqjgFQOADXO6y72/7O3hG6iZknh1SUxupIKnfMcj8hQB774k8d+G/CciRazqSwSuu4RrG8jY6ZIUHA+tXIvE2izeHP7fTUrdtKCFzdbsKADg++c8Y654rlfHK6jcfDa+k0jw+t5eavbK94qMAUzGoL4PLkAAADngV4brniCB/gr4e0fTklVFvZhemRs4lUBgBj+E+YSPTb+NAH03o/inSdcuJbaxuWNzEiyPBNE8UgRhlW2uAcEEc0lx4t0K01u20WTU4DqdyxSO2Q7nyAT8wH3eB3xXkmp3s9l+01pHkByJrWOGRV7o0bZz7Dg/hT/E1tBa/tJ+GFt7eKEPArsI0C7mPm5Jx1PvQB7P/AGha/wBp/wBntOi3fl+aITwzJnG4eoz1x04z1q7XnfxguJNI8KW3iK2JW+0m9imgYHGdx2Mp/wBllYgius13X4PD+lC/uba8njLKmy0hMr5PsO3vQB5V48/5LTp//XHT/wD0sr22vm3xh440u5+J9jqrw39rbJFaBhc2zRuBHcb2O08425rv/wDhoDwR/f1H/wABv/r0Aep0V5Z/w0B4I/v6j/4Df/Xo/wCGgPBH9/Uf/Ab/AOvQB6nRXln/AA0B4I/v6j/4Df8A16P+GgPBH9/Uf/Ab/wCvQB6nRXln/DQHgj+/qP8A4Df/AF6P+GgPBH9/Uf8AwG/+vQB6nRXln/DQHgj+/qP/AIDf/Xo/4aA8Ef39R/8AAb/69AHqdFeWf8NAeCP7+o/+A3/16P8AhoDwR/f1H/wG/wDr0Aep0V5Z/wANAeCP7+o/+A3/ANej/hoDwR/f1H/wG/8Ar0Aep0V5Z/w0B4I/v6j/AOA3/wBej/hoDwR/f1H/AMBv/r0Aep0V5Z/w0B4I/v6j/wCA3/16P+GgPBH9/Uf/AAG/+vQB6nRXln/DQHgj+/qP/gN/9ej/AIaA8Ef39R/8Bv8A69AHqdFeWf8ADQHgj+/qP/gN/wDXo/4aA8Ef39R/8Bv/AK9AHqdFeWf8NAeCP7+o/wDgN/8AXo/4aA8Ef39R/wDAb/69AHqdFeWf8NAeCP7+o/8AgN/9ej/hoDwR/f1H/wABv/r0Aep0V5Z/w0B4I/v6j/4Df/Xra8K/FXwz4w1f+y9Le6+1eW0gE0O0EDrzk+tAHc0UUUAFFFFABRRRQAUUUUAFFFFABRRRQBx3xR/5J3qf+/B/6Pjrsa474o/8k71P/fg/9Hx12NABRRRQBm6w2px6TdtpEMM1/sIt0mk2LuPcnB6dffGOOtcD/wAK2tpPh41lceGtLl8QPbGN5jINzSnrJ5uzOc/N09s16hRQB5J4E8D+KNJ8Eaz4T1n7HHa3UMotp4pi5jaRcEFcdO/X1rn5fhZ41vfh3a+EZf7Ihisr0zxz+e5Mobd2C8YLH657Y597ooA8p8V+B/E+oeKPCviLTf7Pe80yBYriGWRlj3A5ypxkjk+/AqzJ4K1vR/iAPGOmLaajcXdl9nv7eSQwDzAqjehw3BKDIPTnrnj02igDw+4+EesWnw0vdEsmtZ9V1O9S5u2aUpHEqkkKpx83446n0ram+H+sLN4Q8QQLbf21odtHaz2ZnIjmjUFflk28Nye2Ocdsn1aigDxjUvDd94V0bxp421CWwt9X1GIpFC5MsMEbMAUOR87twBxjOOxNcr4f1DXPBsOm6nrPw63W9kscKX7ySGSIOwG4BiwUkt0AHJxxX0Nf2FnqdlJZ31tFc20ow8UqBlYdeQaw7PwH4ZsJbeWDSYy9tzAJZHkWI5zlQxIB46gUAcjN4F1zQtb8UXPh6K1u7LxFbsJIricxNbynd833TuX52OOOuPesjV/gxdj4YWPh/TLuGTUbe8+2TPJlUlcqVIB7YGMeuO2a9sooA8ji8C+LNQ+Kum+MtTXSoUgjVZIIJnYj5GXAJXk857DnHbNU7r4ca9r99oVxq1jp0Gp2dwkt7rNrcfPcovODGEHzZAGe2K9oooAztZN6dHu10+3juLtoyscUsvlqxPHLYOOOeleSfDfwf45+HkWoxppGmX/21o251Ex7Nob/AGDnO79K9sooA89svBeoa/4f16Dxm0RutYmDbLVty2yIAIwhI6ggn3z7mqvhXSvHXgzRYtAh0/S9Xs7Z2+zXbXrQMEYk4ZdjdCT0PTivTKKAOA8V6D4o1XwHqGkiW0vtR1J8SZfyYrVODtTglgNvfk5J9qyPCWm/EHwj4Lt/D9toelTyW4k8u5bUSBl3ZslNnOC3r2r1aigDn/CGk3ui+Gba01KVJtQJeW6lQkh5HcsxGcev6VzWjab/AMIl8TdckmbFn4jEc1tK4wPPQtuiz0BO8kevbpXotRPEkoAdVYAhgGGeQcg/gaAPH7Pwn450/wCKepeMY9J0uZbtWi+zG/K4XCgHds6/ID07muk0fwBcy+OJfGXiS5gm1PGy1t7YHyrZQNo+Y4LHBPOByT7Y9BooA8eg8G+Lv+FvXXi6XS9Mazux9nltzeE4i2LGWzs5OFzjHt71J4Z+HniDwP8AESe80N7WXw1eNiaCSYq8ankYGOSp6eo446167RQB4hpPgjxxpHxNv/GC6Xpk32tpT9mOoFQof/a2c4x6V03gP4b3XhjW9X8R6ldQ3Or6iZD5UGViiDPvI3Hk5OOccY716TRQB47Y+DfGCfGGTxpcabp6W837t4VvSSi+WI9wOzk4GcY9q9ioooAo6pNqEFhJJptnFd3Q+5FLN5Sn/gWD/KvNvhN4M8TeCrHU7DUILJEuj5sdxHcbyrhcAbNvI75zXq9FAHmWm6R8RL3Rr7w94ll0me1uY3ibUgxaQI2Qf3YADHB4JxjvnpVvVvAktp4n8P8AiTw/HE1zpUQtJbaRggng2lBhsHDKCe3PtXoVFAHA+CfB114Vtdb1WSKGbW9WuHuZIFlIjT5mKxh8dtxy2O/Tiue8CeDfF2gfELVte1HT7DyNWZ/NEd2SYAz7+Bt+b07V6/RQB5z4QuPF6/ELxFp+sX8N9pcSiSB4gMQMzEpHwBhthyQc/wAJ78+jVBDbw24YRRpGHcu21cZYnJJ9yanoAz9Y0u31nSLvTLtd1vdRNE4HXBGMj3HWvKU+FerXmgaJ4S1F7b+x9KvZLl7uOU77lCxYIEx8p+dgTk4xxmvZqKAOCZPiNY+KL9oF0vUtFnYG2SaUwNbD0+VSTjv1z2xWPqnwetr34fSaDFcompNdNfG7MeEac5BG3khMHbx0wDzXqtFAHm+jeCtRuviQfGWuw29tLDapBbW0Mvm/Ns2s5bAwOSAPesnxB4T8X6j8VtO8WW+mWJttOAijia9w0qjd8xOz5Sd/TnpXr1FAHnvxHtZPFFnY+ELdA1xe3EUt5tO77NbqdzOT2yRtGcZPSvQVACgDoKYEUSFwoDEAFsckDp/M1JQB8u/tEk/8LCtRk4GnR4H/AAN68ir1z9on/kodr/2Do/8A0N68joAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK9S+AP/JTo/8Arzm/pXltepfAH/kp0f8A15zf0oA+raKKKACiiigAooooAKKKKACiiigAooooA474o/8AJO9T/wB+D/0fHXY1x3xR/wCSd6n/AL8H/o+OuxoAKKKz9X0uPWNNkspbm6t0kxmS1mMUgwc8MORQBoUVxH/CsdO/6Dvib/wby/40f8Kx07/oO+Jv/BvL/jQB29FcR/wrHTv+g74m/wDBvL/jR/wrHTv+g74m/wDBvL/jQB29FcR/wrHTv+g74m/8G8v+NH/CsdO/6Dvib/wby/40AdvRXEf8Kx07/oO+Jv8Awby/40f8Kx07/oO+Jv8Awby/40AdvRXEf8Kx07/oO+Jv/BvL/jR/wrHTv+g74m/8G8v+NAHb0VxH/CsdO/6Dvib/AMG8v+NH/Cs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"path": null
} | Figure 2. The CD4 + T cell response to DBY antigen is restricted by HLA-DRB1*1501 molecules. (A) CD4 + T cell clone, 2F9, was stimulated with autologous EBV-immortalized B cells pulsed with DBY peptide (DBY 30–48 ) or another irrelevant DBY peptide. Anti–HLA class II mAb (9.49) and anti–HLA-DR mAb (G46.6) blocked antigen recognition, whereas anti–HLA class I (W6/32) or anti–HLA-DQ (SPVL.3) mAb did not. Results represent quantitative measurement of IFN-γ secretion in the coculture supernatant obtained by ELISA. (B) Clone 2F9 was stimulated with different DBY 30–48 –pulsed EBV B cells (LCL) sharing the expression of either HLA-DRB1*0301 or HLA-DB1*1501 with the patient cells. After overnight incubation, IFN-γ secretion was measured in the coculture supernatant. | CC BY-NC-SA | no | 2022-01-13 08:52:51 | J Exp Med. 2004 Apr 19; 199(8):1133-1142 |
PMC1361263 | 15096539 | 3 | 20031560f3 | {
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} | Figure 3. DBX and DBY epitopes are both recognized by patient T cells. (A) 2F9 T cells were stimulated with autologous EBV B cells pulsed with different concentrations of DBX and DBY peptides. IFN-γ secretion was measured in the coculture supernatant after overnight incubation. The optimal 19-mer DBX and DBY peptides are shown in • and ○, respectively. Shorter, 14-mer suboptimal epitopes are also shown (▪ and □). Disparate residues between DBX and DBY versions of the peptides are represented with bold underlined characters. Peptide concentrations are expressed in microgram/milliliter. (B) IFN-γ secretion ELISPOT assays were performed using unstimulated PBMCs collected 8 and 21 mo after HSCT and both DBX 30–48 and DBY 30–48 peptides. (C) Clone 2F9 cytolytic activity was tested against EBV B cells pulsed with either DBX 30–48 (▪), DBY 30–48 (•), or an irrelevant peptide, DBY 536–552 (▴). | CC BY-NC-SA | no | 2022-01-13 08:52:51 | J Exp Med. 2004 Apr 19; 199(8):1133-1142 |
PMC1361263 | 15096539 | 4 | 20031560f4 | {
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} | Figure 4. T cell clone 2F9 recognizes DBX and DBY antigens endogenously processed and presented by mature DCs. (A) Female and male HLA-DRB1*1501 DCs (10 4 /well) were incubated for 24 h with medium alone or poly-(I)-poly-(C) to induce maturation. T cell clone 2F9 (10 4 /well) was then added to the wells in the presence of IL-2. After 18 h of incubation, secretion of IFN-γ was determined in cocultures using ELISA. (B) Clone 2F9 cytolytic activity toward DBY 30–48 –pulsed 51 Cr-labeled EBV B cells (LCL) at an E/T ratio of 1:1 was inhibited by the addition of mature unlabeled HLA-DRB1*1501 female or male DCs. Three ratios of unlabeled/labeled targets were tested in this experiment. | CC BY-NC-SA | no | 2022-01-13 08:52:51 | J Exp Med. 2004 Apr 19; 199(8):1133-1142 |
PMC1361263 | 15096539 | 5 | 20031560f5 | {
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} | Figure 5. DBY antigen elicits an antibody response after HSCT. IgG antibodies to recombinant DBY protein were detected by ELISA in patient serum samples collected at various times after allogeneic HSCT. Results are presented as serum titrations. Nonspecific reactivity to a control recombinant protein (HIV p24) was subtracted from each value. | CC BY-NC-SA | no | 2022-01-13 08:52:51 | J Exp Med. 2004 Apr 19; 199(8):1133-1142 |
PMC1361263 | 15096539 | 6 | 20031560f6 | {
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"path": null
} | Figure 6. The antibody response after HSCT is specific for DBY antigen. DBX and DBY recombinant proteins were separated by SDS-PAGE electrophoresis, transferred on nitrocellulose membrane, and immunoblotted with either an anti-V5 mAb (left) or patient serum collected 21 mo after HSCT (right). Degradation products generating distinct patterns for DBX and DBY are noticeable in the figure. | CC BY-NC-SA | no | 2022-01-13 08:52:51 | J Exp Med. 2004 Apr 19; 199(8):1133-1142 |
PMC1361263 | 15096539 | 7 | 20031560f7 | {
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} | Figure 7. The antibody response to DBY continues to evolve 21 mo after HSCT. (A) Patient serum collected 16 mo after transplant was used to map the DBY-specific antibody response. The serum was diluted at 1:10 and tested by ELISA for reactivity with each of the 93 overlapping DBY peptides. (B) The same experiment was repeated using identical procedures with serum collected 21 mo after HSCT. | CC BY-NC-SA | no | 2022-01-13 08:52:51 | J Exp Med. 2004 Apr 19; 199(8):1133-1142 |
PMC1361263 | 15096539 | 8 | 20031560f8 | {
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} | Figure 8. Antibody responses after HSCT are specific for DBY antigen. Patient serum collected 21 mo after HSCT was tested in ELISA for reactivity with two DBY B cell epitopes, the corresponding DBX peptides, and both DBY and DBX T cell epitopes. Peptide sequences are shown with the X-Y–disparate residues noted with bold underlined characters. | CC BY-NC-SA | no | 2022-01-13 08:52:51 | J Exp Med. 2004 Apr 19; 199(8):1133-1142 |
PMC1361683 | 15337779 | 1 | 200406148f1 | {
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3/CHeLf8AoNaX/wCAjf8AxVH/AAh3i3/oM6X/AOAjf/FUf8Id4t/6DWl/+Ajf/FUf8Id4t/6DOl/+Ajf/ABVH/CHeLf8AoNaX/wCAjf8AxVH/AAh3i3/oM6X/AOAjf/FUf8Id4t/6DWl/+Ajf/FUf8Id4t/6DOl/+Ajf/ABVH/CHeLf8AoNaX/wCAjf8AxVH/AAh3i3/oM6X/AOAjf/FUf8Id4t/6DOl/+Ajf/FUf8Id4t/6DOl/+Ajf/ABVH/CHeLf8AoM6X/wCAjf8AxVH/AAh3i3/oM6X/AOAjf/FUf8Id4t/6DOl/+Ajf/FUf8Id4t/6DOl/+Ajf/ABVH/CHeLf8AoM6X/wCAjf8AxVH/AAh3i3/oM6X/AOAjf/FUf8Id4t/6DOl/+Ajf/FUf8Id4t/6DOl/+Ajf/ABVH/CHeLf8AoM6X/wCAjf8AxVH/AAh3i3/oM6X/AOAjf/FUf8Id4t/6DOl/+Ajf/FUf8Id4t/6DOl/+Ajf/ABVH/CHeLf8AoM6X/wCAjf8AxVH/AAh3i3/oM6X/AOAjf/FUf8Id4t/6DOl/+Ajf/FUf8Id4t/6DOl/+Ajf/ABVH/CHeLf8AoM6X/wCAjf8AxVH/AAh3i3/oM6X/AOAjf/FUf8Id4t/6DOl/+Ajf/FUf8Id4t/6DOl/+Ajf/ABVH/CHeLf8AoM6X/wCAjf8AxVH/AAh3i3/oM6X/AOAjf/FUf8Id4s/6DOl/+Ajf/FUf8Id4s/6DOl/+Ajf/ABVH/CHeLf8AoM6X/wCAjf8AxVH/AAh3i3/oM6X/AOAjf/FUf8Id4t/6DOl/+Ajf/FUf8Id4t/6DOl/+Ajf/ABVH/CHeLf8AoM6X/wCAjf8AxVH/AAh3i3/oM6X/AOAjf/FUf8Id4t/6DOl/+Ajf/FUf8Id4t/6DOl/+Ajf/ABVH/CHeLf8AoM6X/wCAjf8AxVH/AAh3i3/oM6X/AOAjf/FUf8Id4t/6DOl/+Ajf/FUf8Id4t/6DOl/+Ajf/ABVH/CHeLf8AoM6X/wCAjf8AxVH/AAh3i3/oM6X/AOAjf/FUf8Id4t/6DOl/+Ajf/FUf8Id4t/6DOl/+Ajf/ABVH/CHeLf8AoM6X/wCAjf8AxVH/AAh3i3/oM6X/AOAjf/FUf8Id4t/6DOl/+Ajf/FUf8Id4t/6DOl/+Ajf/ABVH/CHeLf8AoM6X/wCAjf8AxVH/AAh3i3/oM6X/AOAjf/FUf8Id4t/6DOl/+Ajf/FUf8Id4t/6DOl/+Ajf/ABVH/CHeLf8AoM6X/wCAjf8AxVH/AAh3i3/oM6X/AOAjf/FUf8Id4t/6DOl/+Ajf/FUf8Id4t/6DOl/+Ajf/ABVH/CHeLf8AoM6X/wCAjf8AxVH/AAh3i3/oM6X/AOAjf/FUf8Id4t/6DOl/+Ajf/FUf8Id4t/6DOl/+Ajf/ABVH/CHeLf8AoM6X/wCAjf8AxVH/AAh3i3/oM6X/AOAjf/FUf8Id4t/6DOl/+Ajf/FUf8Id4t/6DOl/+Ajf/ABVH/CHeLf8AoM6X/wCAjf8AxVH/AAh3i3/oM6X/AOAjf/FUf8Id4t/6DOl/+Ajf/FUf8Id4t/6DOl/+Ajf/ABVH/CHeLf8AoM6X/wCAjf8AxVH/AAh3i3/oM6X/AOAjf/FUf8Id4t/6DOl/+Ajf/FVn6FpOpaX8XrZdTu7e4lbSpCrQRlABvHBBJrzbUNKkufD/AI6gjzu07VkumT1UllP869Y+DtrJpnhq80qcgz2t0WYjoQ6K4/Q1o/EyO8Hhu3vLcr9nsb2G7ulI+Zo0cE49x1/CvLPE8aS+BPDyxoQNW12W6XP8StIdp/IivoZBtRR6DFLRRRXLeIv+Rx8Kf9d5/wD0Ua6miiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiuIuP8Aks9l/wBgeT/0YK4ExNb+M/iXpq/euLI3Cj1wN3/s1aHw/wDG1tJ441G3VWNvq0kIt5M4G5IcH89uPwqh8ZPHb3Md14d011+yxjbeSlT80gIPlqfYcmq+or9tk+FWk452LMR7DH+Fe+UUUUVy3iL/AJHHwp/13n/9FGupooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooriLn/ks9j/ANgeT/0YK5fXbZbT48W8cnyw61pr25Pq20j+grgdQsdXtvEl5pN9Lbw3GnWAuozasCVeFMIcjoSOSPeo7u5XxZpEE0xX7Xf60kcxRcctEobArsY7GaT42abpdtOnl6Jp4VGMeQny+mfcV6r/AMTX/oIRf+A//wBej/ia/wDQQi/8B/8A69H/ABNf+ghF/wCA/wD9etW0Ewtk+0SCSTuwXaD+FTVx/i3zv+Eo8K+RII5PtE2GK7gP3Z7Vq/8AE1/6CEX/AID/AP16P+Jr/wBBCL/wHH+NH/E1/wCghF/4D/8A16P+Jr/0EIv/AAH/APr0v/E1/wCghF/4D/8A16T/AImv/QQi/wDAf/69H/E1/wCghF/4D/8A16P+Jr/0EIv/AAH/APr0f8TX/oIRf+A//wBej/ia/wDQQi/8B/8A69H/ABNf+ghF/wCA/wD9ej/ia/8AQQi/8Bx/jR/xNf8AoIRf+A//ANej/ia/9BCL/wABx/jR/wATX/oIRf8AgP8A/Xo/4mv/AEEIv/Af/wCvR/xNf+ghF/4D/wD16P8Aia/9BCL/AMB//r0f8TX/AKCEX/gP/wDXo/4mv/QQi/8AAf8A+vR/xNf+ghF/4D//AF6P+Jr/ANBCL/wH/wDr0f8AE1/6CEX/AID/AP16P+Jr/wBBCL/wH/8Ar0f8TX/oIRf+A/8A9ej/AImv/QQi/wDAf/69H/E1/wCghF/4D/8A16P+Jr/0EIv/AAH/APr0f8TX/oIRf+A//wBej/ia/wDQQi/8B/8A69H/ABNf+ghF/wCA/wD9el/4mv8A0EIv/Acf40f8TX/oIRf+A/8A9ej/AImv/QQi/wDAf/69H/E1/wCghF/4D/8A16P+Jr/0EIv/AAH/APr0f8TX/oIRf+A//wBej/ia/wDQQi/8B/8A69J/xNf+ghF/4D//AF6P+Jr/ANBCL/wH/wDr0f8AE1/6CEX/AID/AP16P+Jr/wBBCL/wH/8Ar0f8TX/oIRf+A/8A9ej/AImv/QQi/wDAf/69H/E1/wCghF/4D/8A16P+Jr/0EIv/AAH/APr0f8TX/oIRf+A//wBej/ia/wDQQi/8B/8A69H/ABNf+ghF/wCA/wD9ej/ia/8AQQi/8B//AK9H/E1/6CEX/gP/APXo/wCJr/0EIv8AwH/+vR/xNf8AoIRf+A//ANej/ia/9BCL/wAB/wD69H/E1/6CEX/gP/8AXo/4mv8A0EIv/Af/AOvR/wATX/oIRf8AgP8A/Xozqv8A0EIv/Af/AOvR/wATX/oIRf8AgOP8aM6r/wBBCL/wH/8Ar0f8TX/oIRf+A/8A9ej/AImv/QQi/wDAf/69H/E1/wCghF/4D/8A16P+Jr/0EIv/AAH/APr0f8TX/oIRf+A//wBej/ia/wDQQi/8B/8A69L/AMTX/oIRf+A//wBek/4mv/QQi/8AAcf40f8AE1/6CEX/AID/AP16P+Jr/wBBCL/wH/8Ar0f8TX/oIRf+A/8A9ej/AImv/QQi/wDAcf40v/E1/wCghF/4D/8A16T/AImv/QQi/wDAcf40v/E1/wCghF/4D/8A16T/AImv/QQi/wDAcf40f8TX/oIRf+A4/wAaP+Jr/wBBCL/wH/8Ar0f8TX/oIRf+A/8A9euZh+0/8Lis/tM6yt/ZEmCqbcfOKyPjJG+mXnhrxREvOn3gWQj+6SD/AEP51z/xD8OTeH9Q1DxfbTm6tdYjaAqFwIRIq4YnuDg/pVT4L+FodSebXr1nMFncn7PCfueZt5c+4HFdB8MQdb8Y+LPE7AlJZ/s8LewPb8AK9SAPpRg0oUkgY61fAwAPSlrkfFX/ACNnhT/r4n/9FGt3B9KMGjBowaMGjBowaMH/ACKMH0owfSjB9KMH0owfSjB9KMH0owfSjB9KMGjBowaMGjBowaMGjBowfSjB9KMH0owfSjB9KMH0owfSjB9KMH0owfSjB9KMH0owfSjB9KMH0owfSjB9KMH0owfSjBowaMGjBowaMGjBowaMGjB9KMH0owfSjB9KMH0owfSjB9KMH0owfSjBowaMH0owaMH0owaMH0owaMH0owaMH0owaMH0oIPpRg+lGD6UYPpXJ/8ANZLL/sDyf+jBW3450AeJvBuo6YADLJEWhz/fXlf5Y/Gub+GWpWni/wCHy6Tq0KTzWX+iXUEoznaflJH0A/EVB48ttB8BeBL3+zrQW89yWjt443YZkfqQM9hWn8PvBNto3grT7e8hb7XInnT/ADkfM3OOD2GBXT/2Bp3/ADxf/v63+NH9gad/zxf/AL+t/jUkGjWNvMssUTB15BMjH+tX6K5HxVbx3XivwrFKCUM8+QCR/wAsj6Vt/wBgad/zxf8A7+t/jR/YGnf88X/7+t/jR/YGnf8APF/+/rf40f2Bp3/PF/8Av63+NH9gad/zxf8A7+t/jR/YGnf88X/7+t/jR/YGnf8APF/+/rf40f2Bp3/PF/8Av63+NH9gad/zxf8A7+t/jR/YGnf88X/7+t/jR/YGnf8APF/+/rf40f2Bp3/PF/8Av63+NH9gad/zxf8A7+t/jR/YGnf88X/7+t/jR/YGnf8APF/+/rf40f2Bp3/PF/8Av63+NH9gad/zxf8A7+t/jR/YGnf88X/7+t/jR/YGnf8APF/+/rf40f2Bp3/PF/8Av63+NH9gad/zxf8A7+t/jR/YGnf88X/7+t/jR/YGnf8APF/+/rf40f2Bp3/PF/8Av63+NH9gad/zxf8A7+t/jR/YGnf88X/7+t/jR/YGnf8APF/+/rf40f2Bp3/PF/8Av63+NH9gad/zxf8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",
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} | Figure 1.
Diagram illustrating the central pair images expected from longitudinal thin sections through flagella. Thin sections of CP that are parallel to the section plane reveal both CP microtubules. If the CP is perpendicular, the section reveals a single CP microtubule. If the CP is twisted, parallel and perpendicular views alternate and one CP microtubule tracks from one edge to the other edge of the parallel views. | CC BY-NC-SA | no | 2022-01-13 07:23:09 | J Cell Biol. 2004 Aug 30; 166(5):709-715 |
PMC1361683 | 15337779 | 2 | 200406148f2 | {
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",
"path": null
} | Figure 2.
Central pair orientation in quiescent wild-type flagella. (A) A section perpendicular to the glass surface (dashed line) shows one adherent cell and basal regions of both flagella as they exit the cell wall. (B) Low magnification view parallel to the glass surface shows many pairs of flagella. Arrow in C indicates location of a CP twist, whereas no twists are visible in either flagellum in D. Images in C and D have been distorted by a linear scale transformation in one dimension to emphasize CP orientations; insets in each figure show undistorted images. Bars: (A and insets C and D) 1 μm; (B) 5 μm. | CC BY-NC-SA | no | 2022-01-13 07:23:09 | J Cell Biol. 2004 Aug 30; 166(5):709-715 |
PMC1361683 | 15337779 | 3 | 200406148f3 | {
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",
"path": null
} | Figure 3.
Central pair orientation in quiescent spoke-defective flagella. Each pair of images includes one undistorted image (A–C) and one image distorted to emphasize CP orientation (A'–C'). (A and A') A pf17 flagellum in which the CP has two twists (arrows). (B and B') A pf1sup-pf1 flagellum with one twist (arrow). (C and C') A curved pf1sup-pf1 flagellum with one twist (arrow) between bends of opposite curvature. CP microtubules are parallel to the substrate in curved regions. Bars, 1 μm. | CC BY-NC-SA | no | 2022-01-13 07:23:09 | J Cell Biol. 2004 Aug 30; 166(5):709-715 |
PMC1361683 | 15337779 | 4 | 200406148f4 | {
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"path": null
} | Figure 4.
Central pair orientation in beating spoke-defective flagella. (A and C) CP orientation (emphasized by parallel white lines in the enlargements) is parallel to the bend plane in principal bends. (B) The CP twists (arrow) in a straight region between principal and reverse bends (image distorted by a linear transformation; inset shows an undistorted image). The 32-nm repeat projection (small arrows) diagnostic for C1 appears along the outer edge of both principal bends (C) and reverse bends (D). Insets show the location of enlarged regions. Bars: (insets) 1 μm; (enlargements) 100 nm. | CC BY-NC-SA | no | 2022-01-13 07:23:09 | J Cell Biol. 2004 Aug 30; 166(5):709-715 |
PMC1361683 | 15337779 | 5 | 200406148f5 | {
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"path": null
} | Figure 5.
Helical shape of extruded CP complexes. (A) CP extruded from wild-type flagella and visualized by dark field microscopy are helical. Two images in the top row show one CP at different focal planes. Black lines indicate the borders of individual images assembled for this panel. (B–D) Helical CP flatten onto specimen grids when negatively stained. Changes in curvature (boxed region in B, enlarged in C) are accompanied by twists (C, arrow). The two CP microtubules are side by side in curved regions (C and D) with C1 (marked by 32-nm repeat projections, small arrows in D) along the outer edge of each curve. A dashed line in C follows the midline of the C1 microtubule as it passes through a twist. Bars: (A) 5 μm; (B) 1 μm; (C and D) 100 nm. | CC BY-NC-SA | no | 2022-01-13 07:23:09 | J Cell Biol. 2004 Aug 30; 166(5):709-715 |
PMC1364507 | 15967825 | 1 | 20042280f1 | {
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"path": null
} | Figure 1.
α -GalCer activates peripheral NK cells. C57BL/6 WT mice were treated on days 0 and 4 i.p. with 1 μg α-GalCer (200 μl). Mice were harvested 1, 2, 3, 7, and 10 d after the second α-GalCer injection. Spleen cells were examined for NK cell activation as defined by surface CD69 expression. Naive WT control mice are indicated by the gray line and treated mice are indicated by the solid lines. Results are representative of two different experiments. | CC BY-NC-SA | no | 2022-01-13 09:01:02 | J Exp Med. 2005 Jun 20; 201(12):1973-1985 |
PMC1364507 | 15967825 | 2 | 20042280f2 | {
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"path": null
} | Figure 2. Prolonged and elevated NK cell pfp-mediated cytotoxicity after α -GalCer/IL-21 combination. C57BL/6 WT or gene-targeted mice were treated on days −4 and 0 i.p. with 1 μg α-GalCer (200 μl) or 200 μl of vehicle, and on day 3 i.v. with 20 μg of pORF or pIL-21 DNA plasmid. Mice were harvested at various time points, and spleen cells were examined in a 4-h 51 Cr release assay at several effector/target (E:T) ratios using Yac-1 target cells. (A) Cytotoxicity of WT spleen cells from treated mice at 25:1 on various days of harvest and (B) cytotoxicity of WT spleen cells on day 6 at various E:T ratios. Results were expressed as the mean percentage lysis ± SEM of triplicate samples. N.T., not tested. | CC BY-NC-SA | no | 2022-01-13 09:01:02 | J Exp Med. 2005 Jun 20; 201(12):1973-1985 |
PMC1364507 | 15967825 | 3 | 20042280f3 | {
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"path": null
} | Figure 3. The role of pfp and IFN- γ in prolonged NK cell cytotoxicity by α -GalCer/pIL-21. C57BL/6 WT or gene-targeted mice were treated on days −4 and day 0 i.p. with 1 μg α-GalCer (200 μl) or 200 μl of vehicle, and on day 3 i.v. with 20 μg of pORF or pIL-21 DNA plasmid. Mice were harvested at various time points, and spleen cells examined in a 4-h 51 Cr release assay at several effector/target (E:T) ratios using Yac-1 target cells. (A) Cytotoxicity at 25:1 on days 3, 6, and 10 for spleen cells from WT versus gene-targeted mice. Results were expressed as the mean percentage lysis + SEM of triplicate samples. N.T., not tested. (B) Western analysis of spleen cells harvested from vehicle/pORF-, vehicle/pIL-21–, α-GalCer/pORF–, and α-GalCer/pIL-21–treated WT mice 3 d after the pORF/pIL-21 injection (day 6 above). Immunoblots were probed with mAb to pfp (67 kD) or α-tubulin (50 kD) and visualized by enhanced chemiluminescence. (C) α-GalCer–treated mice were injected with control pORF or pIL-21 vector on day 3 after the second α-GalCer injection. Mice were harvested 3 d after the pORF vector injection, and spleen cells were examined for NK cell surface phenotype and intracellular IFN-γ levels. As internal control, naive B6 mice were injected with poly I:C (200 μg), and spleen cells were harvested 3 h later and subjected to intracellular IFN-γ staining. Results are representative of two different experiments. | CC BY-NC-SA | no | 2022-01-13 09:01:02 | J Exp Med. 2005 Jun 20; 201(12):1973-1985 |
PMC1364507 | 15967825 | 4 | 20042280f4 | {
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"path": null
} | Figure 4.
α -GalCer/IL-21 combination suppresses tumor metastases and prolongs survival. Groups of five C57BL/6 WT mice were injected i.v. with 5 × 10 5 B16F10 tumor cells. Mice were treated: (A and C) on days 0 (the day of tumor inoculation) and 4 i.p. with 1 μg α-GalCer (200 μl) or 200 μl of vehicle and on day 7 i.v. with 20 μg of pORF or pIL-21 DNA plasmid; (B and D) on days 4 and 8 i.p. with 1 μg α-GalCer (200 μl) or 200 μl of vehicle and on day 11 i.v. with 20 μg of pORF or pIL-21 DNA plasmid; and (E) on days 0 and 4 i.p. with 1 μg α-GalCer (200 μl) or 200 μl of vehicle and on days 4, 7, or 10 i.v. with 20 μg of pIL-21 DNA or pORF (day 7) plasmid as indicated. In some experiments (A, B, and E), 14 d after tumor inoculation the lungs of the mice were harvested, and tumor colonies were counted and recorded as the mean number of colonies ± SEM. Asterisks indicate the groups in which combined α-GalCer/pIL-21 treatment significantly reduced the number of lung metastases compared with all other groups (Kruskal-Wallis: *P < 0.05). In other experiments (C and D), the survival of the mice was monitored and recorded as the mean survival time (days) ± SEM. Asterisks indicate the groups in which combined α-GalCer/pIL-21 treatment significantly increased survival compared with all other groups (Kruskal-Wallis: *P < 0.05). Results are representative of three experiments. | CC BY-NC-SA | no | 2022-01-13 09:01:02 | J Exp Med. 2005 Jun 20; 201(12):1973-1985 |
PMC1364507 | 15967825 | 5 | 20042280f5 | {
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} | Figure 5.
α -GalCer/IL-21 combination suppresses tumor metastases by pfp and IFN- γ -dependent mechanisms. Groups of (A) five C57BL/6 WT and C57BL/6 gene-targeted mice were injected i.v. with 5 × 10 5 B16F10 tumor cells and (B) five BALB/c WT and BALB/c gene-targeted mice were injected with 2.5 × 10 5 Renca tumor cells. Some groups of mice were depleted of NK cells by treatment with rabbit anti-asGM1 antibody on days −1, 0 (the day of tumor inoculation), and 7. Mice were treated: (A) on days 4 and 8 i.p. with 1 μg α-GalCer (200 μl) or 200 μl of vehicle and on day 11 i.v. with 20 μg of pORF or pIL21 DNA plasmid; and (B) on days 0 (the day of tumor inoculation) and 4 i.p. with 1 μg α-GalCer (200 μl) or 200 μl of vehicle and on day 7 i.v. with 20 μg of pORF or pIL21 DNA plasmid. In both experiments (A and B), 14 d after tumor inoculation the lungs of these mice were harvested, and tumor colonies were counted and recorded as the mean number of colonies ± SEM. Asterisks indicate the groups in which combined α-GalCer/pIL-21 treatment did not reduce lung metastases significantly compared with WT mice (Kruskal-Wallis: *P < 0.05). | CC BY-NC-SA | no | 2022-01-13 09:01:02 | J Exp Med. 2005 Jun 20; 201(12):1973-1985 |
PMC1364507 | 15967825 | 6 | 20042280f6 | {
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"path": null
} | Figure 6.
α -GalCer/IL-21 combination suppresses spontaneous tumor metastases. Groups of five BALB/c WT mice were injected into the mammary gland with 2.5 × 10 4 4T1 tumor cells. On day 8 primary tumors were resected surgically. Mice were treated on days 10 and 14 i.p. with 1 μg α-GalCer (200 μl) or 200 μl of vehicle and on day 17 i.v. with 20 μg of pORF or pIL21 DNA plasmid. Some groups of mice were killed at day 25 and (A) liver and (B) lung metastases were quantitated as described in Materials and methods. Tumor metastases were counted and recorded as the mean number of metastases ± SEM. Asterisks indicate the groups in which combined α-GalCer/pIL-21 treatment reduced metastases significantly compared with WT mice (Kruskal-Wallis: *P < 0.05). (C) Other identical treatment groups were monitored for survival, and data were recorded as mean survival time (days) ± SEM. Asterisks indicate the groups in which combined α-GalCer/pIL-21 treatment significantly increased survival compared with all other groups (Kruskal-Wallis: *P < 0.05). Results are representative of two experiments. | CC BY-NC-SA | no | 2022-01-13 09:01:02 | J Exp Med. 2005 Jun 20; 201(12):1973-1985 |
PMC1364507 | 15967825 | 7 | 20042280f7 | {
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"path": null
} | Figure 7.
α -GalCer/DC/IL-21 combination mediates extremely potent suppression of tumor metastases. Groups of five C57BL/6 WT mice were injected i.v. with 5 × 10 5 B16F10 tumor cells. Mice were treated: (A and C) on days 0 (the day of tumor inoculation) and 4 i.v. with 5 × 10 5 α-GalCer–pulsed DCs (+) or vehicle-pulsed DCs (–) and on day 7 i.v. with 20 μg of pORF or pIL21 DNA plasmid; and (B and D) on days 4 and 8 i.v. with 5 × 10 5 α-GalCer–pulsed DCs (+) or vehicle-pulsed DCs (−) and on day 11 i.v. with 20 μg of pORF or pIL21 DNA plasmid; and (E) on days 4 and 8 i.v. with 5 × 10 5 α-GalCer–pulsed DCs (+) or vehicle-pulsed DCs (−) and on days 11, 12, and 13 with 50 μg of recombinant mouse IL21 or PBS. In some experiments (A, B, and E), 14 d after tumor inoculation the lungs of these mice were harvested, and tumor colonies were counted and recorded as the mean number of colonies ± SEM. Asterisks indicate the groups in which combined α-GalCer/DC/IL-21 treatment significantly reduced the number of lung metastases compared with all other groups (Kruskal-Wallis: *P < 0.05). In other experiments (C and D) the survival of these mice was monitored and recorded as the mean survival time (d) ± SEM. Asterisks indicate the groups in which combined α-GalCer/DC/pIL-21 treatment significantly increased survival compared with all other groups (Kruskal-Wallis: *P < 0.05). Results are representative of two experiments. | CC BY-NC-SA | no | 2022-01-13 09:01:02 | J Exp Med. 2005 Jun 20; 201(12):1973-1985 |
PMC1364507 | 15967825 | 8 | 20042280f8 | {
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"path": null
} | Figure 8.
α -GalCer/DC/IL-21 combination suppresses MCA initiation of sarcoma. Groups of 10 C57BL/6 WT mice were injected s.c. into the hind flank with 400 μg MCA as described ( 27 ). Mice were treated early on days 0 (the day of MCA inoculation), 14, and 28 i.v. with 5 × 10 5 α-GalCer–pulsed DCs (+) or vehicle-pulsed DCs (−) and days 3, 17, and 31 i.v. with 20 μg of pORF or pIL21 DNA plasmid. Alternatively, mice were treated late on days 70, 84, and 98 i.v. with 5 × 10 5 α-GalCer–pulsed DCs (+) or vehicle-pulsed DCs (−) and on days 73, 87, and 101 i.v. with 20 μg of pORF or pIL21 DNA plasmid. Palpable sarcomas (>15 mm 2 ) were recorded and tumor-free mice were monitored for 250 d. | CC BY-NC-SA | no | 2022-01-13 09:01:02 | J Exp Med. 2005 Jun 20; 201(12):1973-1985 |
PMC1364507 | 15967825 | 9 | 20042280f9 | {
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"path": null
} | Figure 9. IL-2 and IL-12 do not mimic the activity of α -GalCer or IL-21 in combination. All groups of five BALB/c WT mice were injected with 2.5 × 10 5 Renca tumor cells. (A) Mice were treated with: (i) 5 × 10 5 α-GalCer–pulsed DCs or vehicle-pulsed DCs i.v. on day 8; (ii) IL-2 (50,000 IU) i.p. on days 6, 7, 8, 9, and 10; or (iii) IL-12 (500 ng) i.p. on days 6, 7, 8, 9, and 10. These groups of mice received 50 μg IL-21 or PBS i.p. on days 11, 12, and 13. (B) Mice were treated with 5 × 10 5 α-GalCer–pulsed DCs or vehicle-pulsed DCs i.v. on day 8. These groups of mice received 50 μg IL-21 or PBS i.p. on days 11, 12, and 13; IL-2 (50,000 IU) i.p. on days 10, 11, 12, 13, and 14; or IL-12 (500 ng) i.p. on days 10, 11, 12, 13, and 14. In both experiments (A and B), 14 d after tumor inoculation, the lungs of the mice were harvested, and tumor colonies were counted and recorded as the mean number of colonies ± SEM. Asterisks indicate the groups in which combined α-GalCer/DC/IL-21 treatment significantly reduced lung metastases compared with all other combinations (Kruskal-Wallis: *P < 0.05). | CC BY-NC-SA | no | 2022-01-13 09:01:02 | J Exp Med. 2005 Jun 20; 201(12):1973-1985 |
PMC1373686 | 16216891 | 1 | 20051182f1 | {
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} | Figure 1. Dynamic of TCR microclusters during formation of a mature IS. (A) A series of images of Alexa546-H57 Fab–labeled AND TCR Tg T cell blasts interacting with planar bilayer containing ICAM-1 and agonist MHCp at times indicated. Time is relative to first detected contact area. This sequence is representative of three experiments with at least 20 cells observed in each. (B) Alexa546-H57 Fab and Fluo-LOJO dye–labeled AND TCR Tg T cell blasts interacting with planar bilayers containing ICAM-1 and agonist MHCp at early times. TIRFM of Alexa546 anti-TCR to visualize microcluster formation (top row) and wide field image of Fluo-LOJO fluorescence 4 μm above the contact plane indicates relative cytoplasmic Ca 2+ (bottom row). The TIRFM image was acquired 1 s before the Fluo-LOJO image. Representative of three experiments. | CC BY-NC-SA | no | 2022-01-13 09:01:08 | J Exp Med. 2005 Oct 17; 202(8):1031-1036 |
PMC1373686 | 16216891 | 2 | 20051182f2ac | {
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FVYeYeR1KnoPpTdm23b+IZGSelOGxiE3YAXP19qAED7I+Aq+o9aYp3OpZmORyR6elTmFGbB4x19qjEBdhsDBP4CD296AHyKf7/wB0cfT0pjEO3HK+lLcRygKdpO3jjvUgUKu75Tn5TgUANVUP3PkP3gRTGPlybPMJ75qdICm5FBY+p9KbcQSBCyJvzjdgcj0oAhVl87O75U496keRtjiNsu33TSG3k3hzsAHUbe1KkQdvkbkngj0oAjhZccKckHJA6UmQVQdm6mjZgnJbPbYcfnT3g/d5wVA6CgBsiqgBDMF9D3pxyVDjbt68daR5EESxupLDv6UwOFb5RksMj0/KgD0/4IBf+Eo1NhnLWeef98V7rXhfwQ3nxRqRK4H2Ifh844r3SkB5l8cf+RHtz6X0f/oLV8/AgjpX0H8b8/8ACEW+P+f6P/0Fq+e1wPl/h9KAAEk/eGB0OOtKQCozyc9u9KwDKdh6etAAK8ZPfFAxw5x69x3FIR8vX3zT1XPXt1pMZfHJzTAaV+XINO4AY4604R4HXOD0NPWPMnK5U0gI1QsgAPfpQUwflYEe4q2tuxjbg46dKlgsJplwsf1JoEZ4QbTzyvA96PLDJkcHoM+tXZLBljxswq9M+tQvEYlB4yeuOaLAQFSVJHHTINMIBcjGcdKlZVy3LHHTilALEZwD0FMZAeCuB+fSgrk4xn61M2QCp+6f0qIDLbuM0gI5NoRj9RX2JpX/ACCLL/rhH/6CK+PnztI74xX2Dpf/ACCbL/rgn/oIoEXK+M9dbd4h1RQvP2uX/wBDNfZlfF+uKW8Ran12/bJu3+2aTGiqUJzhfxpvy524w2fyp2NvOenAFNffvHP/ANakUO2KMdz296QgnGSB9RSqMOAPy7UuC2CPTigALqo4GTSKN3O3Pr70hVshz0FLHlRyBj2oGLj5ugyP5UmN2cYx6YpcEt/LFPKsMbeT70CIynAG3OOQaXqcgAYqTYwGFOfeo8Zfbn60CBR+7JIpJMDCDrjrS5JXdySOORSOpOc+ucigdxNpCgfnRtLLhQMCl24xwOPfrSL8j7aAEx8uDx7mvaf2febrxBwB8lv/ADkrxdlw5II4r2n9n45u/EHrst/5yUwex7lRRRTICiiigAooooAKKKKACiiigAooooA+W/HhDePtaK8Ot04rB+UgHpu4Hse9dB43cL4811yFO27fkdvrWFEEfjcqs3IH9aYAHXGN+dvyg4pnzu3C5YfLnpxUv2ZFkVeCoBP41YtoxPcrHEHLfd46Z9aAII0cJwcsf0qwlrLcgB0JXqvbite00Ylj5sZGOoA611On6PG9o87zRrDu2YzyGP8ASgDl7fQy6CRHwcDC4zVo6LbQhOcM3X3ro5dMa2kjxIgB+66HrTzpse7bnzHA++vIp2EY1vBGG8oxKNvvTJtMS4mzs6Z2n0rWGj3TRmcofIVvnkA6e1QRHaCjs4UZ2g0hnJ3Nj5QZMcZyKzHLwkrsyh6iutuIJHuCsgBDHcoHWobnQSBv38n5lx1GaAORZHRSmcjqFxT87kG9OM889Pepp4WVz5Zff3x1WoSjeWQSzNjBB/ioAY2dpj4Ve3fdSc7cPge9IygshG9gv3s9qc6RrCqszYH5igD0r4JA/wDCV6icjH2AAAf74r3WvDfgkFXxHqCquB9j3Bj1I3ivcqQHmvxuA/4QmD1+2pj/AL5avnzqn3BnuQK+g/jYAfBdsMgD7dHnj/ZavAAu1iB82eg6UAM3Luxj604/e2rwG4pEAErd6nU56/XPpTGJt3D5Blh09KdFFkE8lgcY71bs7Ca4nWOBCzntXUaV4YmWb/SISi479qBHOW2lPOAFGd3T2rVtdAeV2X+IdK7y10G38qGTz1Dhyvl7ewHrVCa1OnXTtDJvww+bb/SiwGfaeHvMHl3KKm3ngctWrJo8UdniONQF7gfzrThvTemNpQEYJsGB1rW1COCHSIwzYlbPGPpTEcPc6PutjH5aHaOgHP1rmLvSSCdq9PSu+e4e3QFU8wMPu9MVXtLWS4mlZ4gUVd5H40DPMZrYxHacAeh61A8eGBAOP6V6Brmgxw25m4DetcXMo3kDr0x7UgM4kquX5HvTTHnHy4+lSklXwo496jLbz0I9f8aQEbgmN1GcjNfX+l/8gmy/64J/6CK+P5RkMB0A6+vvX2Bpf/IJsv8Argn/AKCKALlfGuuceI9TAbA+1zHH/AzX2VXxnr4H/CQan3H2ub8PnNJjRnrngE8jpT8McHHHtSFdqjnvSmMsD2yaRQ7gndg/hTQSBt6kfLx2pyxl1HcGp44WYLgc0m7ARgAYB5A5NSRQu7EALitqx0WSQ72HB7Y61rro/kQRSCI4OefxrmqYqEXZGsKbkc1BpckjgFdjH19K0Lbw9NJLmQ7FPc11lpZ281u7bsSp0461pW9kZX28dPSuOeMl6CmlFXRxL6FGvy/dxWXc6Y8DFwEPvjtXf3EKxTyAr8obr6Vn6nbQmNWH3WpU8VNPUtcslexwE0JU+gqNuUynK+ldTe6M20NGNxbpWFPaNCSCvPSvRp1oyMnrqigGUHkY+tDryWyuBxj0p7LhgAmT65pDz0AJPatSbkJUBhgMB2z3Ne0/s+qFutfA/uQfzevGFDHgD+LBr2f9n7P2vxB6bLf+clUhPY9yooopkhRRRQAUUUUAFFFFABRRRQAUUUUAfMHjYAeONeJHyG6fPfn1rBURnIJy2Owxkdq3PGx/4rzXPm5F4/BrC25mDDaQfvZPWmA6NGZSjD5s5PNb/h9FTUYGKBlB4HvWLCMyGVzyeARW3pVrJJlldtob070AdPdTpLdTCBdqFV4x7Uun2zvGyZPl9fvVPY2rJJkFVlVfmyeDkVCm2OYFsAqeee1MR09g+lfZGtL2bDqNySYJz7Vj2ZaeZ3UFh1wOOlUWaGK8SQA+X97DcEmpDcSrftIiiNP4UTnFAGtLdTX8Qht4dnl/M6bhzWPFl5MYG8NwcZp817dGbzixjVhjaR1qO1uhbzC7SNSwPr0oGdDb6DJrEEk5hHmwcMBhe2cVi39oqxvGhI8v72exrp9O12eCGe9ZRJJcNuJHUDGOn4ViagHnmkukRmST5iQO9AjzS6imWZ5CBycYFUpGaNtr4LdsCuj1m1CSFcfMOo9awJI9hJLHK8cDpSGUw5ldQWDJk7sLtppTLKHbJX9ac5ZSwYl2PTApxQlgnTjdxQB6V8E2H/CT6iqDC/Yh1/3xXuVeHfBRf+Km1E5/5ch/6GK9xpAeafG8E+CbfBA/06Pr/utXgICj+PJHYV7/APG1tvgq3OAf9Oj4P+61fP8AGQxOFHNAD9vzY5KH0qzEETjbnjFRqrbQB2qxFFuAXncKYG74cup7LU4ZYXxIp4xXoN1qtxf380jW6Izk7gufmrgdHt3EwdUyeB9K7qKCSL52bJX+dAElqBcyRwRxhG3nd7VeuLaC2WRJQJXI+VuuKqQM6Th44zvJycVaiu5IL58wK4XgiQBsZFMRFp6QrEV3hSnzDccfNTZJpr+4xIFXjCj1xTLw/arjEUW0uc4TjFPSF7RwZlYPjgE0AVY4ZDNH8pcnnavJrYtLYy290zt5bhMY9eelU7d5PNTbjcBwa3LGAXCuyZkk/jVe9AHEahZzXMZjkygTOPSuI1CzMUh2DA7n2r1a6t3ZZJ5lIjB2+3pXDeI7eO3mUxHKSLuUH0pDONmXapPLZ6e1QMwMm4qOmK0JIkUlWOe4I6VSlQFiFWgCrJ8yuFU528/4V9faX/yCrL/rgn/oIr5HZMI25hkrxjtX1xpf/IJs/wDrgn/oIpAW6+NNbJPiDVEyf+PubGP9819l18aa5/yH9UwR/wAfk3/oZpMcSjsztIyOOnpTxvRV5z7mgZO7scUR4KYJz2pFE8aZOzPB9K7vRNE0qbQ/tPmDzl+8kmB27VxEKttHGT612GlhTZiL1OciuHGN8qs7FwSvdm5bsIJoWtii7ehJwRxV0XE12MbSFY/Nis/7OohjK5Einue1akMwSwCIAMdTjmvIqWeptBunK5VksGtbgkP8r+laVnKlqheV1Vx93JqnJD/ov2j7SGx/DzmoHuhdL++jAK/dxxms3FyWp0OrGq/Ibeyh5ST9PrUEOnwyKS7NlvugVblZHt40YKGCnkjmrNpDCYVEeXn9M9qpycYmfPGUrle5gW2uHXyQEK8Bhg9O1cTrkbEs5UjnjjpXpeqRJMhd/vcbQOtcjrVoz26vsGBxmtMJW1TZpOlCnG0epwDhccg++KidFOc5yPSr9yhSUgAc9sVRkiZQchs/WvoIyTRwPQiI4BA4/lXsv7P2ftfiDPTZb/zkrxs8cZwSOnrXs3wAGLvX/wDcg/m9WiHse4UUUxmCKWYgKBkk9qokfRWfZatYaiXFldxTlACwRs8Hofoex6VoUAFFZEfiTRZdVbSo9UtHv1JBtxKN+R1GPX2q3e6jaafGsl3cJErNtXceWPoB370AXKKgguIbq3Se3lSSGQbldGyGHqDU9ABRRRQAUUUUAfL3j3y5PHetquNyzvnFYMalI0YqGIPYV0XjOL/iutbdCA32x/m/piseOMOqbl+csRgfzpgaVvp63CIwKgDqBXceG9EtJLdrh5mCRjBAPHb2qlommmWzMqqNo+9z0roEnltrdLYusVs/PCgkD1piKCNNJPN9niDrx8xGc4qtqEZmRZvIaFD07FquQajNauHgb5lJwQmf0ouri51cJbvtSPcGIOBg/WgDNu1lla3uH2oqqEXPTIHeqpu3mu0lRghHYfxVf1W1it402zb2PylP7uO9U7XTxf3CJ5uwhGZhjuOlAFhWm1C8RXljRd+XBB2j3xVu9gsLdXjjuASmCdvRs+lZbSTWsjJsIG3DH1qu82OFGUPVTQBq29zNFcBImYoR90niumS8j0/Tfs8kRaWT94noM+tcaDCsW8ZOOQuTxVu0le4kDv8AdVccn7ooAyddjka4Z5EKlvTvXOzoyZzjb94mvSNSdHtXJh3IF4J4rz244ZlxlWP60hmSiu43j5eTz7UOZFIZAGUfoPerD/JIAe/GfSoXkMY2g4duTxkGgD0f4Ksp8U6lzkmyBwOmN4r3GvDvgqv/ABU+oPxlrIZH/AxXuNIDzb42KW8FQAdftqf+gtXgixlWU5r3r42OyeCrYr/z/Rj/AMdavCFO7jOMd6AHRJvbBGPQ102iackzLJNkRr1G371YdrHl0xgKeor0jw1pq3sao5wkYzjsaYFrTNNhhh84W7SJzwAce3NXo0u3EaqXI4/g6Voox06P7MkxML/eVD+VU5NQmjxboXDL6daYBe208OyQ8CT5d/riq0svmSD7RiQfwnP+FSXWqT3US25J+Xs3T61SkYBycKB2C9jQI0IEdZzIhGV+bPpVydzdnzW3dgzhc1l2cpM2zcvI2kN/FV24e708NHjAIB2H3oAuzpYwRvsYs4O0Nt61RtpmiuAVZlOcZC8VVjut/wAjNuA+bjrVuaVmtV8kMN3yt7e9AHRS24uNFdPkZTzu3cjn0ry7X7Ly5nbb8ueK77Trn7OczqwQ/dHr61i+Imt71pmhQAKCMdh70WGeYXEe0Ef3qznjLR4bgGt28hI39MCsuRTyc5U0gMqXYqlduRivrnTP+QVZ/wDXBP8A0EV8lyoVVu/U8da+tNM/5BVn/wBcE/8AQRSAt18ba0it4i1Rcdbubn/gZr7Jr441o/8AFQaoAf8Al7m5/wCBmkxozgSNvoaswoZHK55zxxUSJnA7joa1tKtRLdDdnjsOtZ1JcsblJFmx0ieYo+3hj39q7ez077DbBplAV+Rjk1Hp1myvG824RD06ity6jtpJflacW57tjP414OJxMpyS6HVSgoxfMZ+I54m2ucL6jGKYn2Vo2RgVx90881qWr6aMo8bbB7D5qyXKvK4gVWRT0PWsYSvdWHNOTTG4IiO5QueFwc1ctbe1Nox2/vx0FUBIQxRx3zj0q4GUbH6Qnj5etaSjdHLKUk7LoEdk9yzGNSdvHTipTvspU4+Zeo96cNQEP7uCZlRjkjPSodr3UjMzuR1561FpN67D542NhfI1KaNxHtb+LOeax/EUK2i3KqBlgV45H1q1YXwtZSo/eIOPn71a1KzF3bmVsBQMbO+axSdOafQ3pVrPkau2eR3SNlgeh61nTAZPPHT611Gs2SWspKsDnt6Vzs0a5B6gV9DQmpRRFWDi7MpKoQsNv417J8AiDc68O4SD+b15BIOBivYPgGB9r1/Ax8kH85K6kYvY9urifijdSw+EVtomKi+vbe0kI/uO43D8QMfjXbVg+K9B/wCEk8Oz6esgin3LLBIwyElRgyk+2R+RqyDE8TSf2Z428HTWwCedLNZSKowGiKZA+gKg110d9ZXL+VFdwSOQfkSUE+/Q1zx0m/1rxJpWqalbLaJpaSNHDvDmSZwFLZH8KgHHc57Yq5Z+EdA0e6N/pei2cN8qtsdF2kkjkZ7ZoA5zxfJo1lqvhzT7qzntLeG/jkivkt/3cbDpHv7bjjP41ahuHv8A4x3kM3Mem6UnkKf4Wlf5mHvgAVYvrLVfFmmQ6dqukR6fD58ctw32lZshGDYj2juQBk4wM1ZvtIurXxdF4j0+ETmS0NldQBgrFQ25HUnjIOQQex9qAKPgedk1rxZpgP8Ao1pqZeFeyCRQzKPbdk/jV/VPELW3iWDRIZLSC5mtvPje8YhZju27Ex34yfqODUvhfQ5dJiv7u7KfbtRu3up9hyqZ4VAe+1QBn61X8SaW+szSWV7oUOp6Y0QKOJVSWKXJzjOMcbeQc0Ab+ny3E9hBJeQCC4ZAZYgchG7jPerdY3hnTrvSfDdjYX9ybi6giCPKSTn0GT1wMDPtWzQAUUUUAfM3jdc+N9aO7AW6dsGsq1bLqw3Be+a0fG5B8ca2x/hu34zWVbsUZQDjf/e5pgej+HL6OGz/AHkSMjDgehrQvVjulMu/avl7QG9f7tcn4fvk8hopFJPRcV2S2kM1nAiyYmB3GM9xjrTEUNLuoba93lC7YxyKv3GnxX6XU0FwsQhB2oWwMYzx71Q0uSKK/aS4hMgUMNi8Y4NUJ7ieRgyZj3DdweD+FAFqPQ7i8tTKqhlXhmNVlsJbWRnhI3j+I/xVraLFc6g62cUjjHzMA2A2altrS2tXs5prneHyrRnPGTigCrY6Tda021Tvfy9xHYVz13bPBcPE/UEjC9eK7W/hk0++e602YrEvC7Tj8D61zr2095cSLCoeZucmgDKs5EZmAwDtIO/iuy0vT7e/0TZb2jzXAOGYJkDpXNtoV3DP+9hMbN85yRgCtrRddutF3R2+zYT8wK5zQBYvLK7ksJLWSExq3XIIJxXnWpWkkFw6cARcY9R7V6vrPiH7Xabo0VXUdSPWvL9Xke7uSz/I59KQzCfiQ/dBx8uT1quyHyiCFCqeg7VcnXBUEA46VSkwN0aqw3dATmgD0b4KIR4n1I562fT/AIGOa9yrxD4LKF8S3/PzCyC/+Pivb6QHm3xsIHgq3yMj7dHn/vlq8HUZUY69q93+NpA8E2+Rn/To8D1+Vq8FXcTn+Edj2oA07RgWyemRXr/hbxFBp+ibEhRmU9COTwO+K8dt2Imz1Pp2rr/Dt2i7o3XO44pgeiXNzYX8rzBTEGUbOScnHNZ8E7R3G+SPeMbduP61oWOmWtzDGiSFZArM+7AA9MVHYTyRNM6rlAjcNxTAzGKIzOvJLn5SOR7Vch0dbhHZXCqRuCkZ/Wo2eFmm/dguy7lc9jmrNvOEjaL7qEFgfQjtQIy57b7Mqndh+v4VN56TKj3ExGcrgjOMVLdTQSeW8SszNHh1I/irMaFTL0wPVeooARWG/Zywz8oHBxWlD8jY2HO3u3SobC1knunRFVmXjJ61tTW6xIiPGFZVBc/xH2oA3sLqWmpFBbKrjoSR+NY+oaCsNnOXi/fSZ2gP+tSC7urKFFt52MSHI/rVPXNekubdZIxsuIz8pWkB5vq9v5U5Rl5XtXNTq6D610usTzXF55spLN/FXOztudjyAKBmdcEjPHGK+sNM/wCQVZ/9cE/9BFfKMzZVzjGBn/er6u0z/kFWf/XBP/QRSAt18b60hHiPUvmGDdzYH/AzX2RXxxrQUeIdSYHOLybg/wC+aUiokEZ3HpxXS+GLT7XfLHu2jOcmuXUk4Jxx0FbelXRt7iJ0ODuzxXLiE3B2K9D2KW3VLRGjkjdgu3ZtxWBdRukeyTKt/DzTLM3E0gKNv3gEgVPdrI75uWbAOAQO1fORjySs3c62ny3Gvp6Lao4kJY9SD7VWdJoY9qAe5xV+e1S2hRoZyzMM844pkcjx3QWba23GSDVxb9SnUioqzszJaCXzDwck5zWhBdxtZtBLHucfdI4xz6Vp3bPOGZIwdo/MetZggdNswb51zxT9pzJXRMKLm3yso3EbRkN91X9s1JbyOrBgCdowPm60+W4kltFhfIZfu+lLbWnmRlVZd2MlieK2jJtWkYYmlGFmmaFhYRzPjdj0FWbyznjk+zibeA2CQKgsCYZQxVgg6kCukguLC5idkUCRDxv4OfWuPE1Jwl3QYWzbb3PNfEtk0U/K4UKK42YYJJ4zXpfie5s2gkQgifPOBxXndx8xyRxivWwFRygro1xEbSM18Bfqa9d+AYAu9fx/cg/m9eRuPlJBwB2PpXr3wG5u9e6fcg/m9etE5Xoj2yiiitCAooooAKKKKACiiigAooooAKKKKAPmLxwyHxprmcgfbHU46msW2KZUKMJWx41AHjvXh1P2pzx2rHjZY1C8Mx6AdaYHRaRciO5QEjIPzE13ssSS2yXKSll2gNgcg+wrzCJwjhvu56g9RXZ6VdzR20a+YNp/vZ6UAamlRXNxfYtwSoB3DHHSm3embb1lh3SIn3nUZ4qWz1NdOnLR71Uj5vWul0m8tho0xEC+YzYlLLxjHOKYjkbaVbC8jJGUydy+1ST3kE9qjwQ+W3O485b8K14NM02a1uria5BmDHy0JHr249KwJESC4McrhVbp9aALEVrNcaW029XKvgRlsEcdcVHbGa02zQthy3zBuDxUum6hHZ30ckoRk+4VI4Y1b1+JHla5QeSsgXYBwOOtAEmrXM2rsbhyq4bAVT3plro0s2nG9MiAROQyk88VnWskxcY2lAc+9bmlwS312bdZCivzgn5TQBBd2KQ6AL55VZ5Tt2A54ziuI1iOBCgjzuVeAR2r0DW7aCxl/s8MXxglT91e9cN4hiSBzKm5l+7/AJ9qQzk7hkZuc8dz2qAMclSd3cNUspV2+dlDenbFVPmVSq/LnoD/AEoA9L+C5z4q1PqD9j6f8DFe314d8E2DeJdRyRvWzwcf74r3GkB5t8ayB4Ltie19Gf8Ax1q8DQ+YOOSD+Fe+/GsgeCrfPX7dHj/vlq8DBOOvHcigCxE4MrYYiul0Mo13HHLKI1Y4JP8AD71y0GVOCwz/AErQhnAZTksM4B6Ypge2R3+mrCo08yPMy4fc2RwO1UreN7ucqkzhApd8N2FctoF5Ckqea/t+ddOWCXEkNrIPJbK57sP6UxCz2/ls7QfvVVQzHtiqbPOkpQkNnBI9K3Gki/slbZABKThjnkj0p2n29jPpc0knE2QFz+NAGJ5riTeiINvAOOD/APXp8FnK6GbB6ncBVq1SC2nmWc7nOQPartvMYo38v5Q/Qdc0AUInayuI5FVlYHd9CPWtMF9SlMp3Mz9cdj61RvYpLi5km2fvG5wKfpxWGTzCN3l/M65x+FAG/d2KppMUqsAitgg9+azdcsLSLSo5oWUzuwyo6bcGleSa+ltoUyiHd9BVe8M0UxsnlDLG20cCgZ5/r/7icKRiQjJx3FcvO26RzjC5rqvE0Pky7nbczEjjnFcXcE7zlsnNICOcoc/7vbtX1bpn/IKs/wDrgn/oIr5Lmyqsd3PIIr600z/kFWf/AFwT/wBBFIC3XxxrUYPiDVPm/wCXubj/AIGa+x6+N9ew2v6l7Xcv/oZpMaKqkjn8OavWp+YYyBms4/My+9XYTjODz2rKa0LSPS/CguriJjAkjuo6g84rW1KUHywRuCdcVw+ia3c2yJCj/IueAPWusdmuIUk+6NuGNfPYik41W3sdUFzRHys11BvihZR93B6cVWMqqNxbJ6GtmF1vUS1tiERlCc9z+NV7mxV5GWBOWIXGawjVSdmbfV01fsRJctJANkwXb8gHPIqq8/ln5W3s3BB7U6702SzYRuuTnpnvUosjFIjvj86tcm6FKq4WWzRXmVpMfLjnp6Vs2ktoLHb5SiUDB4HI9aZcW8DQvJGcyLwB0rNileKUDb9ah2mrLoErp+03TNW3SSV3jKbU64qNbSaaVhBu35wAOtXreZDCr4AzzjPPFLDfk3BuAuxW5AxnBrJzktkY06blJyicfrFoXldG5kX7wNcXdJsyPQ16FrY3meRfmdq86vcIdrcnNexgW5I0rrqUJR97PIPSvXvgKuLvXj6pB/OSvHpXYZxx2x617B8A2ButeA7JB/OSvXicLPbaKK4j4hePJPA1vYSpp63hu5HTBl2bdoB9D61oQdvRXhv/AA0BP/0L0f8A4FH/AOJo/wCGgJ/+hej/APAo/wDxNAHuVFeG/wDDQM//AELsf/gUf/iaP+GgZ/8AoXo//Ao//E0Ae5UV4b/w0DP/ANC7H/4FH/4mj/hoGf8A6F6P/wACj/8AE0Ae5UV43ofxum1jX9P0w6EkQu7hIPMFznbubGcbea9koAKKKKAPmDx0+3xzrIXGTeNg471howXDMN5HXHFbPjmUf8J9rS9dt05waw/NcK2CQp9P6UwLFu7KOeV6jPf3rVsdVeGZGLZC9qxwXVXBRQMgAnsKnjkRUKuo5Xao9vWgDqRrLT3GeNy449a6Wykd7PzZcqjHaoDV5xBIUmLLgdOK14tYuiFiEmAnKknjFAjvSJmG1CE+UYbGc1GbJbi2EkjgXBBIBHUd65uDxNKYDvZsn5Mj2rUTX4JFj3hS6sMN/s55pjJbSONrgIwwueGPZq15I52cbx5gxiIY496rNc2N1K32BSZs7+RUlzf3lnZRQzStyWKhv4fWgRG+nBpEMRw7nIGauO82mzRBZl872X7prlrnX9+VRmDjlSP89KcmteZbrvUMQfnPagDev9Rgl1ES3j7sjDEcY4rl/F/2D9w9hdGbcuGG0jDc+tYOo6lLM7sjAL+lZcl2zpFkx+pOeM+1IdiKeU/MWxxxnHSqWWdd/VG7dxUxdgM9OSf96od7ffCYJ+X3oA9Q+CoQeKtQ2DCiwUc/74r3GvC/giB/wlOp/MSfseCD2+cV7pSA81+NpP8AwhVuAM5vox/461eBKuxWGcn0r3343EjwTbhRkm+jH/jrV4Eh+bpjb1zQA9WVVxwCTVtMKisCGKtnAqgMtliMYqxGXBGOlMDXtrt42XDEEVvadrEyTKwcuwPBJrj0n2Dk/iavQT7QNueGHegD1hI57WzS8nGHufuBuvrmtM2ckdoBGgZAR82ORXl8ev3LqiyzO6pwoLHit238W3Edo0XmgtIQefamB1EsKCUbg/n78ZPQimwalDb3AWSPeBkHjrXIv4luJLoFmHyrtx/WrNteJeSjJKy9l9aQjtIpZbaBJusUqnDv/Sp1trCWWFLa4xI+DLvIx09veuOuLyaOOK2jnMgxkqc/JWZLrTRu6b2R143A0wPRdWuYYLnyLGflV+cg8dO1c/L4isrUv5q+bNnG84JP1rkZPE1zKv3hu9cc1gXOptKxbOaBnS+Jr+zvokmt/kbncBj2riJl+Y5YKx9KdPds3yb/AMKpyTEHg729aQEcjAKw67cn6mvrrTP+QTZ/9cE/9BFfIEjoFI5G4ZJJr6+0v/kE2X/XBP8A0EUgLnavjXWznxHqQAORdzHPf75r7Kr431z/AJGLU8Dpdy/+hmkxxKQYB9q9uhqaNio6gnPOf51WG0AkHr2p4kAII4wMnNS0Ua1ldeTIH/Q9q6my8QZs/JlckE529s1w4dcj5+PWrUblVAD8YzXJWoRqbmsZtHo9pqcZjVoz+8z0FayzSNcRyBwu37zCuF8P6xbWEjS3MRlwPlGa6LTtftvPfzl4kIryMRhpJ6I0pVeVNG1eXMl2+0KWkLfKRVUearATHJ9G6UT6rp6yMEcja2QeahedLtDEkoLr82fXNc8U0rWsjf2TrRVtzSQeWiyt86yDOR2ps1gZWDWuXYrubHSqVndi0kKTK0qkYwD0qT+2kt2cQkD1z2pOM+a8S1Rajyt7F+2t3nLvsOBxtA596kaeFrMWkKncp4c/yrL/AOEpRIHthtjLY+fHJrH1HWkijbyZORx9TQqFSpLVCpJxuzcurSRrUhGjZhnjvXluottuXDqQ3oetaT+ILlZflmbntk1hXV0JpHYnJJ617GDw86b94wq1IuKSK7vjA6/WvYPgA2brX/8Acg6/V68blIbp1FexfAAg3ev9/kg5/F69RHHI9yrzz4o+B9T8a2umRaZLaxtayyO/nuy5DADjAPpXodYPirWDoeiPcK7xu7iJZhbtMIs9XZV5IABNUSeJf8KJ8Vf8/elf9/pP/iKP+FE+Kv8An70n/v8ASf8AxFe3eGLma90ZLqTWLfVVmJaO4t4REu30xk85zVpNbs2vNTtAz+ZpqI9wNvADKWGPXgUAeD/8KJ8Vf8/elf8Af6T/AOIo/wCFE+Kv+fvSv+/0n/xFe5r4l0n+z9OvpbxIYdRCm1835S+5dwGPXFVv+E08Oi3adtViESyeU5IYFG4+8MZUcjk4HNAHiv8AwonxT/z9aV/3+k/+Io/4UT4q/wCfvSv+/wBJ/wDEV9FA5GRS0AeC+Hvg34l0jxJpeoz3OmNFaXUczqkrliqsCcfJXvVFFABRRRQB8veNAG8da8AoZheOT9KwfLwu/lvQA1veOZWTx1rh25Iu3/75rDiOGbDFcrk8ZpgSuCmUaZMepBpCikbmbAHr6f4VWjZQwLZGQcjrQW+9tYkDnbjt6UAXYvlCAvludx/lVgYVU+fjb0PY1RRgUynBb+E08TFxjJyD6dqALqTYjOTuUc8VK0/IRXySe3as9ihb938px3/ipvnDB3Heex6UAdboetGwvvOXDeWOrcg81qar4iOq3kUyJtRAcqeh4rhUkLpgN0HP1pTcvnJ+UL90g5x60AXLq8P2kkAhD0IqBr0wh0875HHXnFUmmLMVZ/M3/MTjFRCdkgYY2JuPzD5j+VAFgym4D7WBHYCopCVRgYuVX7o/nUSqD919pB5B70rRRtNtUkKfvKfSgB025o1cDBwOD2prRvGoZmDMOoHrTZFKFkRgYj60SHG0FyzlT2oA9N+CBR/EupPjD/ZMEf8AAxXudeE/BD/kZ9RzwfsQyP8AgY5r3akB5p8bj/xRVt/1/R/+gtXgDZYBeV9u1e//ABvyPBNuR1+3R/8AoLV8/kNnG7qOvagBVbKcgYp6v5YyoxzxmkBA6j8qUDLFjz7e3rQMmGCgbPPcVIk6uByQQPSqsYAJ3P8AiO1Lkg/w88/SmI0I5mC/NtAbjOeakE+35wMEdqob/wB30LbugHWgykJuBznpmgDSW6fqxHLdM1estWkspkmQ/MucAVz6vuIPJK+tPMrA+uPTrQB1ltqzSXTXBZSVHQnGaxb69865dyMZYt/9as3z+D5ZP49arvIZG3NLyB1zQBba6wG2n6YqFpjIOnXrmqpYBlG7mnNu81tvT360gsSu6s/HYd6iVvc8jsKj+cFlYgZ6ZpwbCnHB7GgYjFWDZJC4xwOtfYGl/wDIJsv+uCf+givj1i20gjpzx619haX/AMgmy/64J/6CKBFyvjXXiP8AhINTXHH2ub8fnNfZXavjXXsHX9S3ZH+mTdP980mNGft7A5x2qRQQc7AaaSOFUjctOYlVDdGPGe1IvQlzzwPzp0bPnnnmoA7qu/8AQ0u8lupU/wA6TQMvJKSQPfFTpdSIBg8VnrLtYZ7U8MSxGcVnKCYzUF4zD73JqxBqLq33uPWsPzcN746inLL2yMms5UItbFqbWzPRLLVYP7PQtKPO2ncTWPqdzG1pvR+S54/rXMrdMoHPyj1ouL4yx42ZPbb0/GuaOD5ZXR0zxPNBRLLXztg5zio7i98xRjjA5A7msxpiD8p2juKY53HKFiB3zxXYqUUc3tHaxYeQk5B2ioi244LA8ZxTN7spXjj1pg3sSwUfLwfWtUjNgxy2ME+gr2j9n/8A4+tfJz9y36/WSvGA+X4BORz9a9n/AGfyWu9fJ/uQfzkpoT2PcazdT1L+zRCTZXlwsr7CbWEyeXx1YDnHbitKiqIOf8N6WLFdSmW3NrHe3jXKWx48sFVByBwCxUsR/tVzrT3UHjPxXbxabe3P26CCOGSFAYw6wkFWYnC/fU816FWfZaVa6fe393AHEt9KssxZiQWChRgduAKAOFhtr2bw14HgOmXqyafeW/2lXgIMYSNlZiPQEjmnahp17LZ/ENU0+5Z78KLUCE/v/wBwqfL6/MDXpFFAFPTcjTLUMrKwhQFWGCDjuKuUUUAFFFFABRRRQByOofDfwxql9cXt3ZSPcXDl5GE7rkn2BquPhT4RAIFhLgjGPtMn+NdtRQBxA+E/g8f8w6X/AMCJP8aRfhP4QRsrYTZ6f8fMn+NdxRQBxA+E/g8EY06Xjp/pEnH60o+FPhELj7BLj/r5k5/Wu2ooA4j/AIVR4QLbv7Plz/18ycfrQPhR4QH/ADD5f/AiT/Gu3ooA4ofCvwiqlV0+VQfS4k/xpB8KfCIGBYzY9PtMn+NdtRQBxH/Cp/CHGNPlXH925kH9aP8AhU/hDBH2Cbk5/wCPmT/Gu3ooA4dvhP4Pfrp0v/gRJ/jSt8JvCDMWNhNk/wDTzJ/jXb0UAcP/AMKm8H4wdPlI9Dcyf40v/CpvB+c/2fLn1+0yf4129FAHO6H4L0Pw3eS3Wl2rxTSRiJmaVmyuc45NdFRRQBka94f07xLYLZanE0sCyCQKrlfmAI6j6mudX4SeDl6adL/4Eyf413NFAHC/8Ki8G/8AQOm/8CZP8aUfCTwcCD/Z0vH/AE8yf413NFAHCt8I/BrDB06XH/XzJ/jSj4SeDgMf2fL/AOBMn+NdzRQBww+Eng4f8w+b/wACZP8AGnf8Km8H/wDQPl/8CZP8a7eigDhx8JvB69NPl/8AAmT/ABob4TeD2IJ0+Xj/AKeZP8a7iigDhP8AhUXg3AH9nTcf9PUn/wAVS/8ACovBv/QOl/8AAmT/ABruqKAOE/4VB4M/6B03/gTJ/jQPhD4MByNOm/8AAqT/AOKru6KAOF/4VF4NyT/Z0vP/AE8yf40g+EPgwDH9nTf+BMn+Nd3RQBwZ+D/gsqR/Zs3PX/SpP/iq7eGFIIEhjGERQqjrwKlooAK4W5+Evg67uJp5tPlMkztI5+0yDJJye9d1RQBwA+DXgkdNNm/8CpP8aX/hTfgrAH9mzcdP9Kk/xrvqKVgucF/wpzwV/wBA2b/wKk/+KpP+FOeCuP8AiWy8f9PUn+Nd9RRYDg/+FPeC/wDoGy/+BUn/AMVSD4PeCwMDTpv/AAKk/wAa72iiwXODPwf8FkY/s2b/AMCpP/iqP+FP+DOf+JbNz/09Sf8AxVd5RRYd2cL/AMKh8Gf9A6X/AMCZP8ab/wAKf8F/9A2b/wACpP8A4qu8oosF2cCfg54KIA/s2Xj/AKepP8aQ/BvwUc502bn/AKepP/iq7+inYVzgf+FOeC8f8g2b/wACpP8AGlHwd8FgYGmzf+BUn+Nd7RRYd2cD/wAKb8Ff9A2X/wACpP8AGtzw34K0Lwk1y2j2rwG5CiXdKz525x94n1NdFRQIKKKKACiiigAooooAKKKKACiiigAooooA8P8AFHxP8TaR4o1OwtpLQQQTskQaDJ2j1OayD8YvFmeJbLnp/o//ANesHxuXX4ga5gbB9rfk/wAVc+FYAYQn+lAHoB+MHiry96z2bAcH/R+h/Oli+L3ixwG86z2n/p3/APr1wQ3JGVT5SeeaFDFA5GGXgn1oA77/AIW74vOP3lkP+2H/ANenL8W/FpU5ls+uM+R/9euH2Fh8xwe2ajaJyRu6dhTA7xfi34r8za0lmPQeR/8AXpjfF7xVsys9mWPAX7P/APXrh9sjS/N0Xj61LIFSQEcuP0oA7E/F7xeBkSWTH08j/wCvSx/F7xW3WezDHov2fp+tcScs25kJb0Hp60wRgPwvB/WkB3b/ABc8XB2xLZBQOnkf/XqNfjD4tcHE1nkH/n3/APr1xLRlR12g9jULpuXrgA/maYHfH4v+LVALS2YB/wCnfp+tMb4xeLcLtlsyM8n7P2/OuEMUr7dvyt2BFKYnQr/eBpAdy3xi8XB/9bZbMdfs/f8AOmn4x+LtqhZrIyfxD7P/APXriGwW2ZAJ5xTNgYlJOV9aAPc/hn451rxVrd5aanJbvFFbeYvlxbDu3AV6ka8J+B6j/hKdSODn7EBn/gYr3Y0AcP8AFDxPqXhTwvDf6W0SzvdLETKm4bSrHp+AryMfGrxkf+W1j/4Df/Xr0X46jPga2/6/4/8A0F6+dwuTwaAPRD8aPGOf9dY/+A//ANek/wCF1eMc/wCusf8AwG/+vXngBP1p6AFumRQM9DHxo8YcbprID/r2/wDr0D40eMD/AMtrLH/Xt/8AXrg1j3kL/wB8+9L5bE5JG48YoA7s/Gfxj/z2sv8AwG/+vQfjN4ywNs1kf+3b/wCvXDeTn5ScN1oMWCABkUAd0PjL4x4zNZf+A/8A9ekPxp8X/wDPay/8Bv8A69cKE3PwhwOppHjznsfU0Ad2PjP4xYcTWWfT7N/9ek/4XR4x2586xH/bv/8AXrgghYALwf5UrxbWGDyO3pQB3Z+NHjIAfvrH/wABv/r0f8Lq8YZIM1j/AOA3/wBeuBIw/BzxTSFU+me3pQB35+NXjL/ntY/+A3/16P8AhdXjL/ntY/8AgN/9evPCM80A4oA9CPxr8ZBT++sf/Ab/AOvX0bZytPZW8r43vGrNj1IzXxe/MbY6AcV9nab/AMgy0/64p/6CKBFqvmzVPjL40s9avrWOWxEUNxIiZtwTtDEDvX0nXxTr6KPEmqFBlvtc3Tt85oGd1/wvDxn08+x+v2b/AOvSp8b/ABkx5uLEZ6f6L1/WvNvmcIGOcCnIpDBihyvIoGejf8Lv8a+ZsE1gT/17f/XqU/GzxpxiWxPr/o3/ANevNss0vzfMCOg7GpY0flOoH6Uh2PQl+NfjY4/fWBJ7fZh/jTn+NXjVRxLY+/8Aow/xrz0wsfuNn+lNEbqpxyT1ouPlseiH42+McJ/pFiA3f7L/APXqP/hdvjUjInsdvr9m/wDr1wiRgQkOw2jvTOSgQKQvf2FFw5Tvv+F3+NM7TLYD/a+zf/Xp7fGzxn5bFJrE+h+zf/Xrzt0BH3DkdPp60CIsFx971oFY9Ab43eNUYBp7Af8AbsP8aUfG3xsTgTWB7/8AHsP8a87ZTnqG9MetNVDuO3k9z6UxWPRf+F4+M8/66x/8Bv8A69NHxx8a7T++sN3p9m/+vXnggfbnqvagblj+boOQfSgVj0MfHLxnuBeexAxz/ovf869M+EPjnXPGZ1f+2HgYWvleUYo9n3t2c/kK+bmU43Kd2ewr3D9ngKG8QFep8jP/AI/QB7nRRRQIKKKKACiiigAooooAKKKKACiiigD5b8eAHxxrmTn/AEtulYCsTMqnhRW/46Qp491tx903b7qxE+cbiNw7E96ABTtbB+YE1PHbMWIBBXtk1Hs2lTjGTjFa9tbJsDE5H0pgZwjcgtyX9B0FSCElRuznrWgbRhKxR8DHSjymjbkZP9KAMwQuZHB+6T8hHXFPa3d2zxgfnWkUGVaPpihUyzMUAOPyoAom33qP4cD6GozAVQsfyFaJAMmSMjpiozERcYCBs9BQBnyRD/aNNKHjKgfUVqra5Qvn6+1NMCnhvmHZjQBklVD8b8jpUZBQHBLMvJzzV+e1kB64QfxVTCmOQg/NnjJoAhKJgSneCT/n8KHxJMy9Avb1qVt0gbIwqnGahITzoyG3MM4yOtAHpnwQl3+KtS+XAFkO3+2K92rwr4Ibh4o1IH/nz/8AZxXutIDzH46DPga2/wCv+P8A9BevnfGMEV9EfHP/AJEe39Pt0f8A6C1fPYXcOBx2NAIQHLdPpUiRKWH3ufSmoDuH+z39Kv20G5+vHXNAxiQOGPt92rEcO/tgj1FXVgGDkcdjU0Vs7LnGfemIoG2zxjPv3oSzJb5sg+1bcVkwwx6VYNn975RlqAMAWOBn+9xgUw2JKnAziukjs1EnIzVpNNUqcIBmgDjPsrg52gfhTFtH3A7eD6iuyGljLCQdfump10mPZ9wEetAHBy2x2kMuMNxtFVHjyxyDmvQrrw8JY90eOBnpXKXloYnICAqO9AXMRhhzwOnamkbunFWpEV2+QYXpiomUA7cZ4/KkMrsMqcV9m6b/AMgy0/64p/6CK+NmQrHkjII4r7J03/kGWn/XFP8A0EUCLVfFmvA/8JHqg4A+1zc/8DNfadfFmugyeItV4wBdzfnvNA0Z33SxXt61Iv3FO75h1zTVyfk6t6etTCMP/CPrQUkKsfmqCvDZ71YMDjAyAD3HWn2MPmtyehxj2rWazQxn1HesZ1VF2ZtCk5K5lJAxYjkKOeac1sQuFzknPNay2km3k7sdc1ZhtCRll+lYvEJbDdO2jMFbVmDcdezdKelkUznktx7V0BsyV2lB7n0p6Wq7wOoPGKh4kiyObawboDmozbkE8HiuzXSlZCVQCoho/wAxWRQAfumhYpdSOaN9DjBbsDwh98imvFtU5Ujn+EV3q6JGE+4CO5NRXfhgSRb4P7uSOKqOLi3qS5pOxwLKABy+1ajILHy2HHUEVo3tm0JI7Dt6VUdyQpCj5vlA9661JNXRXqQErHEwXOQ2Oa9u/Z6QKfEHOf8AUf8As9eJsqg/MefSvbP2eBtTXgOn7jB9fv1RLPcqKKKCQooooAKKKKACiiigAooooAKKKKAPl/xyyDxxriqMn7W2T6Vg5G4bec9MVv8AjgKfHGuYBH+mNux1rEwBwF+hA5pgWo4y2M9a0rZxGp9ajsQoTaygk9yKsNEEb5Fye+RxQBPMTJwHXPfikhiIyCwNNRMgcj5euat+QhVcOw79aYETRqWQBSCB81RvGUJJwPQVekjhMeFMhftt71UTBVN5JOe9ICGGON5C2c46inSMDnAwF/Srkwtzt8lcMRtPAHNR3Fq1vHFuKncDuwc0AUtnkqoKMSTTmg8yH5gduc0+4LLIFODt5B7VYimTaN47YwBQBUEYWMYIV/8AarKuLfzZGcn/AHfc1rzMjPhN21upPaqssYzk/dHYdaAMZhnhvl2nBzUM4yyFPm2+laMsSncwHHbPWs1io3N842dh3oA9L+ByEeJdSZmBJs+3++K91rwv4IY/4SfUsNkfY+n/AAMV7oaQHmPx0/5Ea2/6/wCP/wBBevnsDI4yfavoX45AHwRbf9f8f/oLV8/rFySh59zQA+GIvuVSCD1NaMMLAgLzxVe0hLMu3jdxXVadpEs0YbaCenFMChDE5AU/hW5b2G6LLc4/SrQ0UwgPIrKB0zx/St6y+x+UFK/N34GDTEYo04QxiUKTkVJHDE0fLgH3revIIbWwExkjYGQfKGBIH0rl72cSXjGEMsbn5eMUAX49KRgX3A45q7CIomHncDGMdPxqvBqduLXy+c45OOajsdStxNKtwN6lWCEjOPSgC4YYpppGjdQiHqeQaZDzGy7CevSqq3aQRbAQVk6n0xU8F+kN0j7QQCPlxxQAyeOa2XJQqH9R2rMvdMSWMSKMkVv6nqYv1UCFQq/3ExVRLmMRbXUfL2A60AecX+mvDKfRecYrNkiyN3Q+9dpqux9/y9enFcrdJsyyjPYikMzw6BXVlJJ+63YV9h2H/INtP+uKfyFfHUql42YDA9Ohr7F03/kGWn/XFP8A0EUgLVfF2thB4j1Mn/n8m4/4Ga+0a+MNbCDxBqnc/bZh/wCPmgaKAIZm/hz0zU9sGboPl71GqqpY4yRV2xTdKCBx6VEnZGkFqWraLaQevPatuBmKY3KB2BFWLHSXu0DKnt8orTXRDCN8nCr2P/6q8yrWUjqVZUnyplW309pFLE7iPQVprpSwxiUqWBXoK3dNFiY9jKNw9hzU9yLS1tSzPuzJnbkH5a8+dZ3scyqScrW3OejtoXh5YKfepE0VHUyFwcDIAzVPUJVk1Im3EiQOSVyMVrWmrWY08xMW3YI3YGapykkmVOlPRRJohDAUE3GFwB0pPIiuJpHjdVRD948g1W067hmml8/5kAYKW/SmJdrbwMg2lX698Ule5jOhNbotW3zROnlk8EVWmSa1BOMBj3FPg1FI7ldw+XjhRU9/fxXMO1IyVB67Oc025KVrGah1Oe1LSUmhEijPuK4a9097OYjadp7mvUku4fs+2VACn8IXrXI6wElLfJ19q7sNWlF8pUXJvU4xlVATuG73r2b9ngEHxACOnkf+z14/eRiNs7cjp0r2P9n0bZPEKcnHkc/9916kXdXKke4UUUVRIUUUUAFFFFABRRRQAUUUUAFFFFAHzH41Rm8da4Bwxu2xWRAMzHcfm7D0rU8dOn/Cca2u4f8AH2+R3rMtm3qwxhsdTTA17WPZFvIy2atRsCevB6+9UIWZQAjA47Va3yAg7lJPfFAEsyIj8HI9cVKEMkIKHcSdoFEgj2cA0yG7e1nEm3/Z6UwNOzVbFN88I+XjJNZt48b3ZeJAkfGMVcvNWe7gEfAB68DmrOlWMNySZiGI/hBwRQIyN6CMEAK27r61eeKKXT9/nkT/AN3b15qY6Ss80vksF2FuDk9Kzl3W8zo/LJxgUAMMX71InfcCepHSpLq2SHZ5Mm5cDdxjmoCdqmTru4yKu2iI0ZkaVFO0qN1IZTmjDIvl/KD6dqieFdvDfMvP1pxIVtjuGI/iHSmrsCoT98Nzz2oApXMO+EsvDA9KypNhjBzl+y+lbdx8rH5SwbJBHQVjzKTIEYcNQB6F8EbfyfFGpEcg2fX/AIGK90rw34Jj/ip9SywLfY+n/AxXuVIDzL45DPgi2/6/4/8A0Fq8BiTD8nGK9/8AjgFPgi3yP+X6P/0Fq8FgUBc9TQBsaXDvdfT+dd3o9z9nZAqcDBxn6Vxeng+YMcD3rrrT5owdp4pgdJrd1Fd2Mb7ArKPuDnvWE1q8UKySN5YJO3HNXYDLChupYZGhHfHHNYt7d+ahwpwM4piHXFwkylDxtH3vU1mrcuFweq8bfSmTXkhcFsEhNoIHaq5cMQTwfekMsg7M4Gc9B71Gu8yBTxk9KtMkZt4nWRclvu55FVZy0cg3MOnFAF6WLyl68Dt61ZgCrIN5GD1+lZKyEwkmRd4qwty8sYUDAT5sd6YHQWs0MRdNoZWB2mqz2Usjlzlc/wAVVtNRJ95dwpGTgmtuC6tRpflbG+04HzluOvpQI5+90/dG+TnC+lcfexPGzKDxnpXoklsTC7hgBg9a4jV4f3xwDn1pDOenYoHI+Zlr69sP+Qbaf9cU/kK+RLgFUKAHFfXdh/yDbT/rin8hSAtV8Ya0n/FQaoQMn7bN/wChmvs+vi/WmCeI9URmG37ZMfx3mgcSDayqTnap7+lbWmQiWRAv3c1hwuAxP3lPUCugsR++DZ2jjFc9dtRNoNbs7rRrnyCIo1x7Z/WtvVAjacZXO5+PlPfmudsNzQqdvTmti0naDNzcxO0Y6Y4rwqkdboxklKdykLRoo1Mj+Vzxjmo3b7QcNGGVONx7mql/eGWMhFJAycelQJrbhVWQZKptGAOKrlk1dHoYWnFv94ya8u0MPlY/eR8Kv92s6IouAQGz69qdG32q4LOwG7qT0rVuLG2MMIDAMz469KrSFkztnSlVbnEzrQ7pmRnxHk8VPcQGFmZZDsXtjrUF9ayWe1y4KdOBUTOZVCBhuHb1qrX1RlUjJLlktUa1nBEOZX2k9sVo2U9vC0kJUMGyQTXOw3MlwyxZAVTnmtS3SCZ/muIwVUjGazku5x1KScOd9B0mnTzS7ySM/wAVZt/pmUfLZ2rnOK6C2u0Fise9RIByT9arz2ZNtI+9QME81UZtM4ozdzzK9iMMzI7kITmvWvgAAJfEO37v7jH/AI/XmetRETttX8fXmvTfgAu068fXyP8A2evboyvFM0lse2Uxt207cbscZ6Zp9FbGZy/hDWNQ1Y62motAZLLU5LRPIQqu1VXHUk9zXRzOY4XkVGkZVJCr1b2Fcl4C/wCPvxb/ANh6f/0FKuaVN4ybVAur2mjR6f8ANl7aWRpP9ngjFAGHrOqeMvDUMOt3txp91YGeNLrT44CrQq7BRskz8xBI6jmvQSQASTgCuTvdR0rWbyNrjULVdKsZfOYtOoE8qdO/3FPPuwHYc9SrJNEGGGR1yMjqDQBSk1nS08svqNmBI5jQmdfmYdVHPJ9qlTUbKS/eyS8t2ukG5oFlUuo9SvUV5IumWLfCXxbMbWAyx3d4Y32DKbZMrt9Me1dBqFlbWfiHwFNbwJFNJLIryIuGcGHJ3Hqcn1oA660eVdZ1KSbWIJrYLHsswqg2vB3FmBydx9fSrK6vpjSwRLqNoZLjmFRMuZO3yjPP4VyWlW0B+I/jKPyYyklnaF1wMMSr5yK5GKwtI/gnoV7HbxrdJdW7rOF+dT9oxwevSgD2uiiigD5k8bRRjx3rL4yftT1kwR/vSASf5Vr+NjnxxrSAYzdPzWVZyY2svReSKYGlbQhDkk1ZA/e4xx6GkXAAc8ZHSgOd4fbkdvagCSSB/L4Jw1KsDFNhBJ/2quWlzbqyefyoPINLfTJJMskAwgwAaLCHWejzzKNyqF7HNWprebTJRJGVKn1bmn/2uFto4kbEoGNtVRcTXcqrMSR/ET2FAEKzztM20su45+TNJf2MiBGZsGTJ681rXohsbWO4iQAjaMjvWNd3739wr7ioGeOtMBLSSFI9sq5b+EEZGagumR5CEyF9B0zT1t3lkxH8zDv6VDco9vncnU4xnv60hkSg/Jhd23rmlyCxULn8KdAWEJXfhzSMGVWCHnHWgCrPIFzycjjHas2d+u0Zz69qv3UbKoPTIyW96zpldlyshJPbHWgD0b4LY/4SbUcKB/oY57/fFe3V4h8FRnxJqL7if9DxnH+2K9vpAeafG/b/AMIRb5z/AMf0fT/davBoFyoHQ17x8cCB4It8j/l+j/8AQWrwaF8SJuOaAOr0mzM2MdBXSLG8WxTlV45rK8KkSSeW7Y3YH611dzFHMu0SZC/L0pgTI0l1pb2EZjO7HLN6c1yl+n2Z2hJ+YCtRnazdhGcE9GFZt4smouZEi5TljmgRjHLsRTd3lEbvm+tTzIY+AMGqxZWJ3gYFAyaSbzJMqAoHQDpTmR5E39cd6qj7vHI7CporiQR7FY7c8igAUHYSR061agcMVTpk9e9RFvlIHf8AjptrxchnbIHegDUsrV7i88qJsc464rbutPa1uEhP31yD6Gsi1kaK4862bkelaLaq14zvJ97+9mmAXIdQwVvk29zXK3CLNeujEYw2K6u8jmaz81l3RtkZzXGX4MchZBtHrSAwr9NpZAea+tbD/kG2n/XFP5Cvku4BZNxOTjr619aWH/INtP8Arin8hSAtV8YazGr+JNVDf8/c3/oZr7Pr401rK+ItUOzI+1zf+hmkyolWOJPL2jjH511Gj2LXOMZ49a5eN1Eyse+eK7zwi3mTeS7YY4GfxrkxcmoXRbsotmukLwqiHKjjkVtmA3mnC3iZdygD73vS3UUc8YXfwvy9O9ZnnNp8xVDt/wBsV4zbktDKNqjS2ZkXtubWZoTuyBnPaqMdpNNL8gX8a355E1GGQwoDKq5b6VmW032fesvygGtIzdvM9uhSpq0ZO/ccth5cfX5/TPFR3F3M5VdqgpyMUst6zklBlP72amt4Q67nG5vQ09VrI9DkhJ8tPQjEE13AS5YgetZ6IY5Azk4HUirsmrNGHgTOASvXpVbBaDDMc+tVHm6nHW5bpR1aLhntpUCRrszwGC4OaZY2z3F95cTHjOcnFQQ2siOkkg3IGzz2q5aSOl2ZbZzlc5xRay0OLGOV9VY2Z7DyWiUZyM9e/wBaivA6qyqxCbf4jilOrG73bu3Q56U3UFmktGZvmQqRk/Ss43urnmNSi0pHGXe2a9dHPA3YNej/AAH4m8QDGMeR/J68v1BGSY7PlHtXp/wEDBte3MW/1HJ/4HXs4dWRo72PaaQgMCD0NLRXSQULDSNP0x5nsrOK3aZt0pjXG9vU+p96tSwxzwvFKgdHUqynoQeoqWigDnF8CeE1ZWXw5pgKnIP2ZeP0roSAVKkcHjFOooAyV8N6KlhNYLplsLSdt8sIjGx29SO9SSaFpcz2jyWEDNZ/8exK8xf7vpWlRQBnLommrd3N0LGEXF0uyeQL80i+jHvUJ8N6K2mppx0u1Nijb0t/LGxW9QOla9FADUQIgReABgCinUUAfMvjX/keNbUdGu3rGhUjCYILcZ9a1fGpZfHetj1u3wfSsuIs20KcsPulqYGlE3mRjPLLxj2q3FL0GP8A61ZluHVjlh0ycGtOFN8amPB3DJz2oAmVM2zkAjA4JqYb5ljjLrjAPSommzCqgAJznHWljBVSWOP7tMBLqNkk2IQ+3jIrZd4LfTTjmXB4z0rKS6VLaSN0QycYbFRmfzWK5JGO9IRMZbi7tTEfmG7dgDoKfDYwNZyuXAl471Zsp4baJgwBLKRnHPSs15pULiPaY26Z60DGJLJEgaI9Tg5Gab5wnmHmjn1qt5jsrp0GOCPWkRmK7RjK9SetAF0qGu3QOuAflqGeCSCYB+McjipI22KZ0AY9s9TS3Fw12FlIAz8uKAM+5AI5VsMefrVCdFikHUj2rXJBiYMuceorKlOZN3GP5UAegfBhs+K9SHf7EOP+Bivbq8R+C+D4n1Egf8ufUjn74r26kB5n8cQT4It8f8/0f/oLV4JbSAOAMZPc1718cCB4Ituf+X6P/wBBavAojGXDcg+lAHV6Lf8A2d16bhXa6RcxXUw3nk+/0rzWzcMEfJHPau40Ioqqxb/PFMDo73STdXIijdTuycisK4iWyLxdyOTXUJdmGNbjaNqjrjmub1SQTSNIAPmHamIyXs1khafcCQcbO9ZR2F23Ajf3NalwzrENhwemBVRLKSYcDJPr2pDK8yIpCx8Y9akhjVF3yKSOnHFT/Y2JJPb3qJky2zc5X29aALDxxMIwrquQd2T0qBbf51EeTk/nUiQmN13g49x1q95QabdADwBgEYosAtjaGWTyyCH7Ct+DQLiOEvEN0vddpOKxrSWWG8DhQzL1BrrNN1p2kmbYN8hBxg4FAjHlYtYokn8LnC981yes2kiAyFCoPqK73UPsjIRFnd1yR3rhvEF+WxH1C/LQM5GclYufSvrSw/5Btp/1xT+Qr5HvCGU/OQcdq+uLD/kG2n/XFP5CkBaNfGeu5/4SbUj1xdS/+hmvsyvjHXR/xUOplWPF5Nkf8DNBUSGMEuGxkeldFod+bSZJAec8VzUT/MGyR6CtK3DYRsgLnoDWFaKlGzNEk0en6PexXUpd/vc9+Kv3tj9sYY+Unue1c54bMaKrO/PYZ+ldmLhYEErqpU+2a8Ct7stDllzRn7pzM8Q06SaFTzs5JrPayDWr3PmKW3Y8vv8AWtPVpFnmaRQDuGP0rJmmaIKVxj7pFXG+jPToSvG7INNVRJI0gKjPGadd3LLeBYOFGM55zQ2+Zm8pQA33RTobcGfe/IXGa00vzM9GNeKiqcJbEENoGnL3IIVjnHTNT3lvClxGkLgKc5BOSKW+kSQqIi2V4xVSQy+ejyrjOe1Cu9TDEOnBNde4pllchPvBvlwBWhY2YmVk+5Jno1QGHzLnfbBvlAOCMc1ZspJorzcFy+DkHNOW2hwSxEp3X5m5BoMkNoZkkQv9DxUcx36eqyDlXOFHBzWnYagbiN4MfexkgdKiuli8tgwUMBxiuaMpX948+cnze8eea7YyIWlMbIrcjIrv/gIRjXBg5/c/+z1w3ibUGlcQg8INuPxru/gOQTrvY/uen/A69vCtuOp0WajqezUUVVub60sgpubqGANwplkC5+ma7CS1RWf/AG7o/wD0FbH/AMCE/wAaP7d0f/oK2P8A4EJ/jQBoUVn/ANu6P/0FbH/wIT/Gj+3dH/6Ctj/4EJ/jQBoUVn/27o//AEFbH/wIT/Gj+3dH/wCgrY/+BCf40AaFFZ/9u6P/ANBWx/8AAhP8adFq+m3EqwwahaSyt91EmVifwBoAvUUUUAfMHjoOPG2ubXIzdtWGjHpv6/w4ra8dOreO9aXcNwu3/CsHYGzHvBbsRTA0IJk3BHOPQ1sW3mIpGTx91vWsCFdkYLEZDYrVt7rbCUzkdx3oAtTs8TgINg7kd6sBiyqznPy9aro4aLIZSnanpM3RSNvuO9ADTGrMTuzG3OKcsawH5jw3H0oYvgByPwFI8wBxuViemKAHoQZ1Zn+XpjHWrd41o0arEirj7xGaoIgkPJwfWrSJH5ixuwwPv5NMCi4dSCp+X+dIqAzbwMZXBq9LIoVQiE89e1U5pEZ9qD5gMk9qQE0sKRRxGF+ccjH3arNP5fysu5RyD7017ndbspID+lU5pk2/KfrQBZkuiAedwK8e1ZbFwquw3e1EkzSYXB47+1QMQ/mJn92PzoA9M+CziTxTqTD/AJ8hx/wMV7hXh3wVl3+J9RA4UWY4xz98V7jSA8y+OX/Ij2//AF/R/wDoLV8/od2F2YI/i9K9/wDjnn/hB7bH/P8Ax/8AoLV89bircdfegEadvNsUDdkr29K7Lw+BcuNpyVXcf0rhIXRX3bh/unrWrY6jJayZjcc0wPVftqSWjWhPHH/AaotENvlRxAs3Gc1g6ZrWI3+YbuOuOa2LPUzHbn7u5vUUwK0lkYwxZcSZ/SptMhRnLSTYY9Btq5aFbuV3uJY1CoSAeMkVmzXoiZj/AHugFAjX1DToraJhbgOJFxnpisGOMW8hHlAt9a3LDU0ZiLhgUUZ28ZNP8iB7jzVwFY5AJ7UAZrW0+owqAmTHxjPTNXLO3EEZdz87fKK22MP2eKK0GZMfMByazDJB9p2zq0Ufo5xQBLpUNq1zM9wQfkYcg9aqrcRWZkSJvm4wazdY1K2jb/Rn+6cfezmueutcONyNj60DNXUtXeIkhySePrXI3948zksevNMuL15STn86qSMHTOQOOppAVLiQGM7eRjrX2Fpv/IMtP+uKf+givjd3ymT6V9kab/yDLT/rin/oIpAWq+L9cVh4m1PBx/pUx/8AHzX2hXxfrkgXxHqikjP2ub/0M0DRS3MWOXxjv6VbhnC/Nuz7VQAXltwAHY9amhTMqupAU+tS0Wmd34aC3kqlGyVGSPyruGuYp7cWxxleM/3a8k0++e0lzG4FdZpeusok+ZfMbHUCvIxVB810OVLmVzoTD+7+zxwhmbjdms2ewKK29dsgPH0q1Y6sYrc4ZS/OOKsQTfa5WluJI/lU4HSuTVO5MZSgmmVdHtUdi80+1/TbmtC90+KK1kWCMbpVKkD+H3rHn1DyWc5HzHitex1YP5gldNqrlV4zmiXNe5M1Je9EybZIbYHzow0g4GanktLnVIVVUJMXGMjjNaa2sLzCbco3c8n1rYzFDCqwujP3A5NRKpyvTc0qYhyilZIwdPtBbQtJK37xsqMirOnWsE080jy7HG4fdzmiSaBZmFwDEuON5281g6zqtsmPs8g+X5eG61aUp7HMo3l6mwt1DY70iYF+Oelc5qetyRs+yQ5Ix/nisi71wsx2MB6Z71gT3zuzHls9cV20sLd3kbRp8ruybUbuW6nznqOa9Y+ALZOvLjBHkf8As9eKSvlN2cNnjPpXs/7P2PN8Qnv+4z/4/XpwioqyKnK57fXjH7QW06doO7H+vl6/7or2esrWY9IFg13rNvbSW1uC5aeISBPoMH9K0Mz44xH/ALFGI/8AYr610m08I67aNdadpenzQq5UubEJ83/AlHrWl/wjGgf9ATTv/AVP8KAPjjEf+xRiP/Yr7H/4RjQP+gJp3/gKn+FH/CMaB/0BNO/8BU/woA+OMR/7NGI/9ivsf/hGNA/6Amnf+Aqf4Uf8IxoH/QE07/wFT/CgD44xH/sV2PwqCf8ACzdExtz5kn/op6+lv+EY0D/oCad/4Cp/hToNB0e1uEnttKsoZUOVkjt1Vl+hAoA06KKKAPlzxttTx7ruVB3XjnkVhoVD7+30re8dZ/4TzWtvX7U9c5HIzRl/vFuAPSmBZEgJ555qTzDEchiVPSqwdo2Crxn+dSNna+VySetAGil7tyFA4/h7VMLpsg8AEdPestBzlTktxn0p6s+0o3XqDQBpi4IzvYnHSoxIDKG7e1Z4kfAB5ZevtUgdo1Kbsk96ANOKcBsZyc55qeS4R2y2APUdTWMlxlfLVeQclqVpBK2Q2cfeWgDTnucKdrnBHHNZ8sjbRsc7j15qAyIVznG3mmRudxz3BIPtQA6V3+5k57t3pjbQFXcd2e9IznYhXkt916inkQuN3zN2NAEjON2VYlVGOfWoyfNUjhM9xUQBJPz++2mu+YQHO1V60Aen/A5GHijUj/D9jxk9fvivd68L+CDbvE+onOf9CH/oYr3Q0gPMPjr/AMiNbf8AX/H/AOgvXz2Sp59Oh9a+hfjmQPA1v/1/R/8AoLV88Z46/hQCJEwWA7+tWEk2+mRVVQQOfwpwcdhQM0Yrpt3DkZ961LbVnQAFiT+OK5veMEZ4qws6+WRFx6j0oEdUmtEfxnd6VG9/5sgy5x2xXOJLkcctUqTBSBn7vamB0keoMDyefarw1l1QLuz+JrlBdqCMNlaVrsA+nYUAdjb+JZredXQJlc9zzWXqOuy3bZ3nnjqa5xrhpCEz81Rm5RgT3A60AXJrx3JBPI9DVSSdcgNyO1VnlZ23A8dM1CcbSQcgUgsTzSsyY6Z9KRXXIDElQvf1qGSUuyjOQP0qNmJHHbvQMdMyBMDrjnNfZGm/8gy0/wCuKf8AoIr4wdsqxPJr7P03/kGWn/XFP/QRQItV8Xa9Ev8AbupvwW+2zce2819o18Xa0QPEWqpty/2uY5/4GaBoz2KuvCgE+1Sq6qFUdutV2ZuELYzT9xZi4GABwaBllWDLlSQwPf0qzBelP4iCO/eqKs0iDPPNKBvZl6D0qXFNWZalbY6GDVpVGz06HmraazKBnf8A7OMmua3uoVk+6Oop3mMG3A4Uiud4eD6FOV9zflv/ADnALn2qWPUGXHzH3rnVduGzjb29al+2BWDk5U8AVLw6sO66nXx67IkIUNk9sk9Kni8TSxSIy7GZfUn5vrXFm7HRzt3ciomm24BPzetZrBxe4Pla1R0Opa7NfSHMh/M1hy3UrFizcA469aqyS87FGSvzUjNuKjPOzO2umFGMFZIlWWiFL5JZ2bHbFRFxsPzEE8ACkEhEbc4XslV2YN9zgCtUib2JmkzhCA3HevbP2fAN/iBgc58j/wBnrw3cyMGBzkda9u/Z4OZPEXOT/o+f/H6qxLZ7pWPr2jy61YpbxajdWEiSrKs1vtzuXpkMDkZ5/Ctis3UtKj1MQb7m7tzC+9Wtp2jPTGDjqPrQSZ/hW91Se2vLLWGjlvNPuTbtcRrtWddqsr47HDDI9az4b67bxD4yha5kMdtBbmBN3ERMLElfTJrp7OzgsbcRW8ZVcliSSxZj1JJ5JPqa5eHwuuoeKtcv9RguYY5mjhQR3JWO6iEa/fUHs24fjQBRXWNVj8LeCJIL4iXUJLeG5kkQSGQNEWJye+Vqpd6t4itrDxXt1os+hSeZDI1sm6YGNZNj8YxyRxg11MPg/TYbLTLQSXbRabMs1tunJKsoIUe4AJGKll8K6bNHq8bmcrq//H2PNPzfLt4/u/KMcUAa9rMbi0hmIwZI1fA7ZGanqC3gW2tooELFY1CAscnA9anoAKKKKACiiigDwTxV8PvFOqeK9VvLXTRJbT3DPE/nINy/nWQ3wu8ZbTt0hcdl+0R5/nX0lRQB82SfC/xmWTZpK8AZJuI/8al/4Vl4zyGOlIQOwnj/AMa+jqKAPnFvhn4z5C6Qv1+0R/8AxVKvww8Y9f7LAP8A18J/jX0bRQB84j4X+Mwx/wCJYhz389P8akl+GfjAjKaUPbM8fB/OvoqigD50X4Y+LwMnSlJ9p4/8aU/DTxiy4/spQD1/fx5/nX0VRQB84v8ADHxmVBXS03f9d4/8aB8MvGW3B0hc+1xH/jX0dRQB83n4XeMW2uNKAY9QbiPj9aT/AIVd4xwQdJU5/wCniP8Axr6RooA+bx8LfGKj5dKXOO88f+NRn4WeMyq/8Slc/wAX7+P/ABr6UooA8n+FvhDXfDmu3s+q2It4ZLYIjCVWy24HHBr1iiigDg/it4f1PxJ4VgstItxcXC3aSFC6r8oVsnJ+orxk/CXxuTn+xx/4ER//ABVfUVFAHy//AMKl8bf9Acf+BEf/AMVSj4TeNguBo65z/wA/Ef8A8VX0/RQB8wL8KPG4Uj+xl/8AAiP/AOKp/wDwqjxqeujjP/XxH/8AFV9OUUAfMy/CvxqE2nSF65GLiP8A+KoHws8ascvo498XEfP/AI9X0zRQB8zj4W+NVUBdHGR63Ef/AMVTv+FX+NO2jDOO9xH/APFV9LUUAfMzfCrxoSx/scZP/TxH/wDFUq/Crxn97+xhu/6+I8f+hV9MUUAfMTfCjxoXLDRhz/08x/8AxVNb4SeNSf8AkED3/wBIj/8Aiq+n6KAPl7/hU3jcDjRh/wCBEf8A8VTv+FT+NiOdGX6faI//AIqvp+igD5eb4TeN9uF0ZfxuI/8A4qvpiyjaKxt43GHSNVYehAqzRQAV8wav8KfGtzrV/cQ6MGSW5kdG+0R8qWJH8VfT9FAHysPhD453AjRQD6m5j/8AiqB8IfHI3f8AElHT/n5j5/8AHq+qaKB3PlaP4R+PFUj+xkH1uI//AIqpB8JvHKrj+xQcf9PMfP8A49X1LRQF2fLI+EfjpjhtGUf9vMf/AMVSn4R+OduBpKAZ6G4j/wDiq+paKLD5j5eT4TeONp3aOu49P9Ij4/8AHqYPhL45Lc6OvH/TxH/8VX1JRSsHMz5e/wCFUeOAcLoy497iPr/31SH4TeOWbP8AY6c9f9Ij/wDiq+oqKLBzM+WR8JfHYHOiqfpcR/8AxVB+Efjhjt/sYBcZz9pj6/8AfVfU1FFhczPlb/hUPjsKB/Y6YH/TxH/8VSn4QeOGOTooHHH+kx//ABVfVFFMLnysfhF46ZgDoy7QP+fiP/4qvUfg14P17wodY/tqyFt9o8nysSq+7buz90+4r1iigLhRRRQIKKKKACiiigAooooAKKKKACiiigDkr74j+EtMv5rK81dIrmBykiGKQ7WHbhcVD/wtfwT/ANBxP+/Mn/xNeA+Pv+Sga+P+nx65ztweaAsfUH/C2PBP/QcT/vzJ/wDE0v8AwtfwT/0HE/78yf8AxNfL2PU0p6c0AfUH/C1/BP8A0HE/78yf/E0f8LX8E/8AQcT/AL8yf/E18vdR0oGKAPqH/ha/gn/oOJ/35k/+Jo/4Wv4J/wCg4n/fmT/4mvl80mMmgLH1D/wtfwT/ANBxP+/Mn/xNA+K/gk/8xxP+/Mn/AMTXy/j3oxigD6g/4Wv4JJ/5Dif9+ZP/AImj/ha/gn/oOJ/35k/+Jr5fxgUh/OgLH1D/AMLX8E/9BxP+/Mn/AMTR/wALX8E/9BxP+/Mn/wATXy71ApcZoCx9Q/8AC1/BP/QcT/vzJ/8AE0f8LX8E/wDQcT/vzJ/8TXy6R70vXvQB9aaF4z8P+JLqS10jUVuZYk8x1EbLhc4zyB3roK8A+A//ACNWp9P+PIf+hrXv9AGVrWvab4dslu9UuRbwM4jDlWb5jnA4B9Kwv+FqeCv+g2n/AH5k/wDiax/jcceCbf8A6/o//QWr5/br92gD6ZPxT8Fgf8htP+/Mn/xNA+Kfgs9NbT/vzJ/8TXzIDntQeeOlAWPpv/hafgvH/IbT/vzJ/wDE0v8AwtHwZ/0Gk/78yf8AxNfMhU/8BFOHvQB9MH4qeCwcHW0z/wBcZP8A4mj/AIWn4Mzj+2k/78yf/E18zH5mx/OnqvygdcUWA+lj8UvBg/5jSf8AfmT/AOJpR8UvBhGRrSf9+ZP/AImvmryg3PWnGIgUWA+kv+FpeDM4/tpP+/Mn/wATS/8AC0fBn/QaT/vzJ/8AE181FeeOaQ8cEUWA+lT8UvBY/wCY0n/fmT/4mk/4Wp4L/wCg2n/fmT/4mvmdhuOB1FAGOTgGgD6Z/wCFp+C8Z/tpP+/Mn/xNH/C0/Bf/AEGk/wC/Mn/xNfMzHcuQaQncOn50AfTX/C0/BeM/22n/AH5k/wDia62KVJokljOUdQyn1Br42Y4U9cgdK+wdL/5BNl/1wT/0EUAXK4mf4s+B7W4lt5tcRZYnZHXyJOGBwR92u2FfEuvH/io9V/6/Jv8A0M0AfUI+MHgM9NeT/vxL/wDE0f8AC4PAef8AkPp/34l/+Jr5NpaLAfWP/C4PAh/5jyf9+Jf/AIml/wCFv+BP+g8n/fiX/wCJr5MpRmiwH1j/AMLg8Cf9B5P+/Ev/AMTR/wALg8Cf9B5P+/Ev/wATXyd0FAHPpRYD6x/4W/4EI/5Dyf8AfiX/AOJo/wCFweA8/wDIfT/vxL/8TXygF4pQhFAH1f8A8Le8Cf8AQeT/AL8S/wDxNJ/wuDwJ/wBB5P8AvxL/APE18pFTTcYFAH1h/wALe8Cf9B5P+/Ev/wATSf8AC4PAf/QfT/vxL/8AE18oHGKaQaAPrH/hcPgP/oPp/wB+Jf8A4mj/AIXB4E/6Dyf9+Jf/AImvk8YFITzRYD6x/wCFweA/+g+n/fiX/wCJra8PeMtA8VPcLomoLdtbhTKBGy7d2cfeA9DXxn3r3H9nQ5u/EXP8Fv8AzkoA96ooooAKKKKACiiigAooooAKKKKACiiigD5N8fj/AIuBr/8A1+PXOiuj8ff8lB14/wDT49c5jHegYUdPeg80uKAE/KlH4Ug/ClAoAMZpVXNKqZPvUwVQec/SgCMIWIA60hXHHcVI3yvleKTGTnvQBHsJ9zTSOcHgirCocbgOlMdOMnrQBERSe1OZSAPekIwaAEwKQjNHWjoOv50AerfAf/kbNT/68R/6Gte/14B8BjnxXqf/AF4j/wBDWvf6BHmvxtGfBNv/ANf0f/oLV8/kdACM17/8b+fBNv3/ANOj/wDQWr5/wGHyjmgAGT1wKUDb2pNoznsKUdM0DBsAdOadjcMetIFIHXIpwUGgACAY74qeGIFh1OaZHHubBra0+wMjqWBCnoaYixFYxosY8sEH7x71Yv8ATrdG3wqSuOhq1KZIAqbF+X2pJWBjzuyxoA50Wq8r3zxUd5p7Qrn27VvRwI3zbMsDuNPmtUnt2l38k8JQBxxX86acBR61v3WjfvAI2UZGTmsWVCHZOflOKQEABGQce1HA4PPtTnHp3ppGF4A3UDGsVKEjr619gaX/AMgmy/64J/6CK+P2XCngfSvsHS/+QTZ/9cE/9BFAi3XxLrw/4qTVP+vyb/0M19tV8S69j/hI9V6/8fk3/oZoAzzQRRjj2oxx70wDqaKMc4zSgUAGM80oXPFGKs28DSMNoLGkxN2Lem2C3UnzZwvat6y0S0uIZ9+Y3X7o61JpNh9mi84qG45Q9quQzbmaMKEHc1yzm29DlnN3djmbzTFiZUHBXrUA0xpd3lcgCuiukSSTY5yPUU+G2RFMKEhpDwapVWkV7V2OIlhaN9jDFMxXWXuhebcSrvG5RndWDdadPaQiaQYRuAa1jUUjaNRSM8j0pcdKUjrTcZNWWHBH1r3D9nPAu/EQH9y3/nJXh+MnGK9v/Zz/AOPvxFz/AAW/85KAPe6KKKACiiigAooooAKKKKACiiigAooooA+TfH//ACUHXv8Ar8eudwCPSui8ff8AJQde/wCvx650fSgYcEfSjr3ox+dL27UAABzilH4UYpyjJ6UAT2kfmSbc4OKvy2YYKR94daqWcTPcBQCM11C2lsIG3ynzMcYpiOdlttuN3P0pGhymFQEetaMiZIG3IFMWPCncOPSgDMaEx/KckVE75x37YrTeIyHqfYYqnJbMPmHTNAFMnKepphqd0wSOvvUBFIYh569aSlxQBg0AeqfAfnxVqf8A15D/ANDWvf68A+A4x4q1Pj/lxH/owV7/AECPNPjfj/hCLfP/AD/R/wDoLV8+8gc/gK+gvjcM+Crcf9Pyf+gtXz8CcD/OKAHZ7cUqgZzThls/zpOOmcmmMUfMKeEGM4xnvSBTx6VPGmR1waBCxpkj+ddjoy+dZNgAlRwD1rmIIdx4BNdl4cmtreNzN1VflWgCKYCS3YgfvF+8SeapShZFV4B25U1o3CpczmX7qnqBVRlZQWTjFMCJWkaNR93t0qZ/INkUUETg9e2KbGvnOqu233NTrAz7okG456ikBBp9pHMxDkkBcnNczqMYW4faOPSuqUm2dkJ2rjqa53VriOWZhHyooAxGGX56dqTb83UU5vmH9KaAtIYxxhW+lfX+l/8AIJsv+uCf+givkGUKEI9q+v8AS/8AkFWX/XBP/QRQIt18S6//AMjJqvf/AEyb/wBDNfbVfEuvceJNU/6/Jv8A0M0AZ+aKAeKdimAlLjNJjNSIOaAFUela2i/LdoTyDxg96oJHz1rY0yEJOjN69xWc37rM5vQ7SSMW5WNlKRSD5sf0rNmijjujHKWTK/u810N69sdOSHcHZl+UjtWFNbEoryvvc8YPavPhK5xRXVlBGMVwFeMN9atRbJJ4zcNsjBxx2pruyFUZR8vTipUtm8jzS4KE8itGynsVr2NReMsExEPZv71Ra5paRaRFKTlnGQPSr0tqSPOCYUdBio9Tuo20796VG1flWnFu6sCburHASjafeosZFWLh90hI71ARXcjuQmOK9v8A2dP+PvxD/wBc7f8AnJXiOPevbv2dP+PvxD/1zt/5yUDPeqKKKACiiigAooooAKKKKACiiigAooooA+TfH3/JQde/6/Hrnf1ro/H/APyUDXs/8/j1ztAw/A0AUnanjnBNAAOvap4ULMMUsMayMV6n1rbsrBQoxyRzzQI0LCzijtWmcfNjrT4o3SRLjZlc45HFaVm1qbcW0wOxv4h2rWsLA6g5tYIWljzhWUc0wMqy0WXVNU2RJtQnJbtmugk8J6bYWUkupTATA/Kq/wAVbuneCtZgj8jzVihdvm55xXW6jpcI0SKwFt9pYDamT0P94mgD5+uFikuyY18tDxz6VWvfITaIFJXvn1rs/FHhS8sIzeXKxIpbAVWrjX2q5yOB2oAx75F25Xg9xWaRW5PbLvLuOPQ1jShfMbb07UgIqDS4FJQM9U+A5/4qvU/+vEf+hrXv9eA/Af8A5GvU/wDrxH/oYr36gR5r8bv+RJt/+v6P/wBBavn4decYr6A+N5x4It/+v6P/ANBavANucUAPJ44pVTJzn60wEgYGKkXrwaYyWNN2O+KuRQZXPVvSoLfrx0NatrBtILJmgRZ06Jkfdt68HitGVVWQOhAGPuiliAhgXDA7uvHSqrv85DMBTAkF4VVk4O7tTGmO1V/Pmqe47zxmmq+TyOtIC+ZwzjoB6Vr2mpG2jYRDLsNucVzw2qy4Py1difEgw3ToaYCXRlOcj5z61h6nZNblc9GHWuutrdbtvJJ+dvuE+tcxrnnQ3LW03VDjFIDBb5Rzg00HIqRuCePwqLJB3YxQAyRRtOcdK+vtL/5BNl/1wT/0EV8fyFSrN7V9gaX/AMgmy/64J/6CKQFyviXXv+Rj1XH/AD+Tf+htX21XxLr3PiTVf+vyb/0M0AUFApevFNxinZyfSmA4Lj61PFCWYDse9QrkkVpW8ZmK4UZqW7Et2JYLXD4xntmuotLeN7QBkG9VwvtVLT7ZXZFUY9S1aVxLtXAAGODiuOtUb0Rj8UrEXntDGFYgkHrTjdfabhdinHfFVXUyEBRuB9KtRaZdouB8obrWEpJLXc7aGClU1SuvIlKKgd52G7+Gm2U8ZY7iNuenrWi9tHHYiEp5jdh7+tZL2k1srSuFGO1Z06iludGOy904e4vX/hzV1LURPEscEYCr3ArmLy2kvA6IuRGpOa24JHMIjyNmc49adqdtJZ2LXltzGR83sa6KbUXY8SL5XZHnMyEPioSc1au5PMmZ/wCImqzYx05rvR2IaRkV7d+zoMXfiL/rnb/zkrxE9MV7d+zp/wAffiL/AK52/wDOSmUe9UUVla5q0WkWIkZ4hNK4igWVwqs56ZPoOSfYGgCSPV7GbV5tIjuFa+giWaSEdURjgE9vwrRrzfw89jbfFK/SK+t53k0qHdMJFJmlMjFj16+3YYrsLLxRoOpXos7LWbG5ujnEMU6s/HXgGgCtqPjTw/pOqDS77UkjvTt/chHY/N93oD1roa84u38QeCb5tTu7i11XQ7i73XJW38ue28xsBwcncoJUfSvRG3bTsxuxxnpmgB9FeZt4u8Tv4P1TXkOmr/Zl1MkkXlOfOSN8ED5vl478/hWvJr+s2niLQUujZtp+sF0WGNG8yBgm9Tvz83oeBQB0dtq9rd6re6bH5v2izWNpd0bBfnGVw3Q9O1aVcnZ65qlz4q8RaS32QLYQQS2zBG53hj8/PPTtiufi8Y+Ij4N0fxPL/Z4t5po47i2WNtzq0uzKtu+XHHGD9aAPTKKKKAPk3x8P+Lg69/1+PXPV0Xj7/koGvf8AX49c5npigYvSnDrTe2KcowaANPTsB8iPcO5rZ3BSMH73pWdprmK0IC/ePU1r2cUcyshwDjq1MR0XhXSxrGrQWjMQp5ztzivYNL0y08OWTKrBpXOeBgsfQCvMfAxni1yCRGjQfdJfgYr0e4tre51yO9bVI/Lj/wCWW7vQBcN7JNIk2JIVjBDJ13MegpNYjuJtIdzM1uUG8tH1qtrmuWulSRDyzI8rB+vHFRPq2oXMbM+ml7GVeNucj60AeQancXl5cOtxcySkdmOawp4Cu18EfWuv161isNQMsAIRugYVzF0GkBOSec+1AGPqNy3l9evFYTDLc9a29VxJFuVcKtYhpAhh6UH27UH0ooGeqfAf/kbNT/68f/Z1r3+vAPgOP+Kr1Pg/8eI6/wC+te/0CPNfjb/yJNvgZ/06P/0Fq+fguTz0r6A+Nwz4Jtv+v6P/ANBavn9+WAP0oAcgywx2p4API7VEMq3B5qeLkY6ZpjL9nw6jbljXUWdi0aETcAjOawNNtJJ3/dEDb6mumgctHsD5OOhpiIp2Ea46msxn4boTVu/kzgAHcKz23H/e9KQEjPviAAwR3qIHHFICQ2OuO1SKuWzj8KAJBwtW4SCygDNVFbJAxg+laFsillxgN70AWprW6jsHvI0KxrwSO1cjeO0shZ3LN6muq1AzR2rYl+Vv4Frkbj7zYxigClJjOe9Qtw2BzUrH5e2KjbqMc/WkBG+GiJH/AOqvr/S+NJsh/wBME/8AQRXyCygocjkivr7S/wDkE2X/AFwT/wBBFAFyviXX/wDkY9V/6/Jv/QzX21XxLr3/ACMeq/8AX5N/6GaAM8dB1pwHy0wc96cDnApgSxL82K6LS7d7hV8hPu/erBhXLZFdjo0FzYqC4MaOODjrWNWVloY1XZGmLNYo0fI5Xlf7tU5MT3CQpxuODWjPJxvcYBXt3rHtpXOoLswMN1NcOtmPCQ56i5tjoLa2h04FmILGmyXDyMpw0YXkj1qK4jSe5R2ulCp1FOvbqKBQQCzN6dK4rXd92fYpxpxaWkUTSiWW1bLBON2R1rnfMZ5jvcvj1rbF3PIu4W+YWGOKy5I0WbIBCt61vQ0bTPMzRqcVKLZZtIzKoVFJc8LiqWtXl5bwvZsxRMcp6+9bFlHMkf8Ao4BcdG9K53xDcy3Fw3nMpdBjiuml70j5tK8zl5hgn3quRU833ulQmvQOpDM+vWvb/wBnQf6Z4i/3Lf8AnJXiBFe3/s6gfa/EX+5b/wA5KBnvVUtQ0uw1WFYb+yguo1bcqTRhwD64NXaKAOPsfA1jp/jabWrex0+O1+ypHBDHAFaKUMSXHGBkHGRzW/DoumWkv2i002zhuADtljgVWGfcDNaNFAHKrpuv6vZCx8Q/2aIN4MrWhcmdVYEDDfcBwM8mupOccdaWigDgo/BuqL4F13QmmtPtGpTzyJKGbYglbPPGeK0dQ8O6jeX3hi4R7ZRpLl5lLt8+Y9mF4/HmusooA5a00LULbxXr2rl7ZotQt4ooU3NuUxhhluO+7t0rIPgnVP8AhW9h4aE9n9ptpo3aYs2xgsm/0zntXoFFAEaklRvwrdxuoqSigD5O8f8A/JQNe/6/HrnD0ro/H2P+Fga//wBfj1zfPagYuOKeoOQM5po6e9SxELIPagDXgR1gQ549K1om2rF8uPWshLlS6ZU7R0q3Hdbsnnj1piO0tbSyWISPqe1cZAXOQfyrpLDRbjV9I+12dyjNC23Zk5PTmvNbe7dYyC3yt2rvPA/im20h2iuh+5lGGcDpQB6Tp8FpqekWy3ESSGJQhz1DDg1Z1O6j0/TZCsiRMqfJmvNP+EyGmaxdyaeP9ElY4Xt9cVV1vxmdY0sWzookU5Enc0WAwtZvnvXJmbG01gtKyAsOlPkuDKxLHJ6VWMgUsrkFcflQBkajcF5CuSAe1ZhqzcndK2MYzxVY8/WkMTpSZo/CjoKAPVPgP/yNep/9eI/9DFe/14D8COfFep/9eI/9DFe/UCPNPjcM+Crc+l8n/oLV4Btyu49a9/8Ajdz4Igx/z/R/+gtXgAHy4zQAo4HPJqaPFRBRgc1PCmWGKYG9plrN5JuFbbH061sWPlRTlm5GOprJscJEqPuO49ulaKgPhF7HrQA25+ZnOOaoY2nPUmtm4gETqoIbPeqckeGO0UAZ5TLcVYRSAeOanWHYu9uT6U+OIn5v50ARImQMDn1NX4EBIUsBnvUaxkDPapGX92GA5pgV9Sle0cp1BHGR1rlZyd31rd1WXJEbZJHesCTPI7UgImwBioTjvT2BB45z60w0AMk4Q9TgV9faX/yCbL/rgn/oIr5AZflNfYGl/wDIJs/+uCf+gikBbr4m14Y8R6qM/wDL5N/6Ga+2a+Jdf/5GTVef+Xyb/wBDNAFDGDilGMjFJShe2aALdrG0sqxxjLscAV2Cx3AiWO5fayDgVy2mq4njdDtKnkjqK6uJ0mPnNKXbod1c9Zs56pozmMabEqfM2Pmz2rIeGPdjzdorTtbVrhJSH+RRnB71VkhWRCcEY4rmS6XCjUUHrqNt7V7u3bynBMfbua17GNJrNY5FDFPlINZmnzfZbj7mUPDVPJdiC+Jtxjd19K56kZSdke/hsXQpwU3u90bMjJBAQCEAXiufBaWQ7sYzVqW5lng8t1BbOc1HGgDANRRpuN2zlzLHxrWjDYteVIlq8yMML/CK5LWLsTqAEAZTywrpHma3jkCsQmOfeuNvnDOWTp6V20I63PIpK71M5juOTUbYzT3yT6VGTXYdIle3fs6f8ffiL/ct/wCcleIH2r2/9nT/AI+/EWf7lv8AzkoGe9UUUUAFFFFABRRRQAUUUUAFFFFABRRRQB8nePwP+Fga9/1+PXOn2rofH3PxB17/AK/HrnRQMXrUsMZlkAFRDqachKng0AWDK4UJ0A4q1DKThR6VRJGBt/WpB8gB3YPpQB0ZjRYEaN8+tS+fILfYoATrmsn7YkUCoWzmr0OySPduyopiL9tNt+aQ/uiOcCnPLAbaQ4+Yn5DWcDkHaSB296ZKrkAZ/KgCXCgMzntxiqks6xRN05FI7uo+Y8VlXMmX25zQBC7bm70zPNBOeKb24pDFIOaRh70d84pDgGgD1X4D/wDI16n/ANeI/wDQxXv9eAfAf/ka9T/68R/6Gte/0CPNfjcSPBNvgZP26P8A9BavAD0r3743/wDIk2//AF/R/wDoLV8/rgc9c0AOUk4HXFTxMN9QDG7JqRCAeDzTA6iy2iFXL8ehq+sqBvk61ytvchPvMfatixv12Aynv1oA2VWSQAP0FAgcPhec9KgtdTtzI2+TrwM9qJ9ZRJcR4JXgNQBLPatHgs2fb0qRAFRRIoxUJ1WCWNVYDzO59anilglUhm6dMmgRZW2LQ+co/cjiqE9zsiZj91e1WGuGhtjHu/ddaxtQuEMOPX7ooGZd/c+bIW3ZFZzH3qV23FjVZsDvn2oAQvj8aYxz0/SlOCAPypCmMn86BkZ+WNs4xivsHS/+QVZf9cE/9BFfHjn92wr7C0v/AJBNl/1wT/0EUhFyviXXiD4k1Uf9Pk3/AKGa+2q+JNe/5GPVBn/l8m/9DNAFAnmnjpmm9RQBxjNAGtpOWnAVsHtXUxLEi4fbu7muIhlaJgyHBFbFtqOHQbt4Y/NWNSDkYVINnVQzsoUQ8rj86c0DmMnod33Kpx6hAkXyuAxPQ9q1Df2qWvnb1fAwR3rkkmczunsQJaSyJhEAxyTUEMRWfld2Ooqa3123Y+UwAhzye9OW8tnmZ4X4PAPtSs+qKvJbk8UMUjfL/rOwpbiM2pUugEh9aXy0ikjmhbcQd1V9QvRPIXc5k/u1KTb0Ju2zM1S+CRyJkCQ9eK5CaUsxwa0NWnV5m2vu9DWTJ164rvpx5UdVONkNZqYTkUE8+4puM1qaiGvcP2dDm78Q/wDXO3/nJXh544r2/wDZzObzxF/uW/8AOSgZ73Xmfxe8W614Us9Kl0a6SB7iWRZC0SvkBQR1r0yuP8c+BLfxzBZRXF9NaC1dnUxIG3bgB3+lAHh//C3/ABx/0Fov/AWP/Cj/AIW/44/6C0X/AICx/wCFd/8A8M/6b/0Hrz/vylH/AAz/AKb/ANB68/78pQBwH/C4PG//AEFov/AWP/Cu1+F3j/xL4m8Xmw1W+jnthaySbVgRPmBXByB7mrX/AAz/AKb/ANB68/78pW/4N+Fln4N146pBqlzcuYWh8uSNVGGIOeP92gD0KiiigAooooAKKKKAPk7x9/yUHXv+vx65zNdH4/GfiBr3/X49c4elAw60UY4oByODQA7IFLk00HNANAD92e9SrPIibQxC1BRn8aALsV/JGm3OfTNSDUpCQW5xWcfajP1xQBfu77z0QKu3HX3qiTls/pSE02gBaOaKTqKAFI5pCTSc5xS9eKAPVfgOP+Kr1Pn/AJcR/wChrXv9eAfAf/ka9T/68f8A2oK9/oEeafG4Z8E23/X9H/6C1fP5HzHb0r6A+N//ACJNv/1/R/8AoLV4ATlcYoACVIODTkZc470xRjOKUYzjoaBkobmniV1GN34VCD83vSk/nTAsrMVbrx7VIZ8kYaqRYDHpT1cDHagVi7HcEEHNS/bJCAd2DWcXyTk0gPFAG1/asgjKFsjGKoy3TP1OcVTMm4YppfPtQBO8is/PAFQORk+lISMe9NLDPPSgY7OGHtSZ+YsTnPamsM4757UFsD3pAMkGVPYmvsHS/wDkE2X/AFwT/wBBFfHr4CHucV9haX/yCbL/AK4J/wCgigRcr4l14D/hI9V/6/Jv/Q2r7ar4l14/8VJqv/X5N/6GaAM8dPSjikPNL2pgOzxT0dkYMpwRUY6Uo6UBYsG5djktmpku2I5aqINKCKVhcqLy3T92qzHqLRoAv51lBvl96Cx45P0qXG5Ljc3oNauInY7844GaS61lpWDrgNjBrD3kd6aX9aXs43vYXs0WXmDliRzVdiCvXJ9KaWzTSRVl2FNGflxSfTrSUxik5Fe3fs5j/S/EX/XO3/nJXiBr2/8AZz/4+/EXX7lv/OSkB73WB4r1C503Q3ktYrxpZGEfmWlv5zwqer7e+APzxW/Wbqd/c2KwG30y4vld9snkMgaMY+9hiM/hQBn+ELlb3Q1uk1yXV0ldiJ5YljZMcFCqgYII781ZTX7d9Q1ezEcu/S445JTgYYOpYbfwFM0DTGsW1C5khED6hdG5aBTkJ8qr24yduT7mua3aivjHxXFaaZJdR30UEKzpKipFIsPIkycjhweAaAOiTxZpa6XpN/O8sCaoE+zq0ZJLMu4KduQDiqzeO9CS2nuJJrpFtpfLuVa0kDW/TmRduVXkcmsGHTtVfw/4LtW0u4SXTLuH7SGK/KscbIW68jJGKff6Pqk1p48jTT5i2p4Fpyv739ysfrxyO/agD0FWDqGUggjII706qmnB1021WRDG6xKGRuqnHSrdABRRRQAUUUUAfJ3j/n4g69/1+PXN9B3r6wvPAXhbULya8u9EtZrmZi8kjKcs3r1qL/hW3g3/AKF6z/75P+NAXPlX6UfTFfVX/CtvBv8A0L1n/wB8n/Gj/hW3g3/oX7P/AL5P+NAXPlX8aB6V9Vf8K28G/wDQv2f/AHyf8aP+FbeDf+hfs/8Avk/40Bc+Vx6daTj0r6p/4Vt4N/6F6z/75P8AjS/8K38Hf9C/Z/8AfJ/xoA+Vc80ZzX1T/wAK28HYx/wj9n/3yf8AGj/hW3g7/oX7P/vk/wCNAHyqT6UV9Vf8K28G/wDQv2f/AHyf8aP+FbeDf+hes/8Avk/40Bc+VcfSjPWvqr/hW3g3/oX7P/vk/wCNJ/wrbwb/ANC9Z/8AfJ/xoC58rdhxSCvqv/hW3g3/AKF+z/75P+NJ/wAK28G/9C9Z/wDfJ/xoC55X8Bv+Rr1T/ryH/oYr3+sTSPCmhaBcSXGlaZBaTSJsd4wclc5x+dbdAHmnxw/5Ei3/AOv6P/0Fq+fe3XNfXmraPp2u2q2up2kd1Arhwkg4DDof1rH/AOFc+Dx/zL9n/wB8n/GgD5d7Z6UhHq3NfUZ+HPg8/wDMAs/yP+NH/CufB/8A0ALP/vk/40Bc+X4yrNhiaTdliO4r6h/4Vz4P/wCgBZ/98n/Gj/hXPg/Of7As/wDvk/40AfL4+YUdVx3FfUP/AArrwhjH9gWmPof8aP8AhXXhH/oAWf8A3yf8aAPl4BQOefc07eD07V9Pn4deECMHQLP/AL5P+NJ/wrnwf/0ALP8A75P+NAHy+T83tSMQ4FfUX/CuvCGMf2Bafkf8aP8AhXXg/wD6AFn/AN8n/GgD5dwB1NNAzwWr6j/4Vz4P/wCgBZ/98n/Gj/hXPg//AKAFn/3yf8aYXPl7JB45PpTBw2D+XrX1L/wrrwh/0ALT/vk/40n/AArnwf8A9ACz/wC+T/jSA+WzjY2a+wdL/wCQTZf9cE/9BFYR+HHg8jB8P2eP90/410scSQxrGgCoihVA7AUASV8Sa+c+JNV/6/Jv/QzX23XJTfDTwbcTyTTeHrJ5ZHLuxU5Zick9aAPkGl7V9ef8Kv8ABH/Qt2X/AHyf8aP+FX+CP+hbsv8Avk/40AfIdOOAobP4V9df8Ku8Ef8AQt2X/fJ/xo/4Vf4I/wChbsv++T/jQB8iZo719d/8Ku8Ef9C3Zf8AfJ/xo/4Vf4I/6Fuy/wC+T/jQB8iUoODX11/wq/wR/wBC3Zf98n/Gj/hV/gj/AKFuy/75P+NFwPkUnikyMV9d/wDCr/BH/Qt2X/fJ/wAaP+FX+CP+hbsv++T/AI0AfIePegivrz/hV3gj/oW7L/vk/wCNH/CrvBH/AELdj/3yf8aAPkPHekJ4r69/4Vf4I/6Fuy/75P8AjR/wq/wR/wBC3Zf98n/GgD5C6j3r3D9nTH2vxF/1zt/5yV6b/wAKu8EYx/wjVj/3yf8AGtTRPC2h+G2nbR9NgszOFEpiB+bbnGfzNAG1RRRQAVRtNMs7K7vLq3hCTXsgknYE/OwUKD+QFXqKACiiigAooooAKKKKACiiigAorC1bxdoOhTLDquopaMxwvmowDfQ4wahPjrw0qq0mrRRI3R5VaNT/AMCYAUAdHRUEFxDdQJPbypLE4yrxtuUj2IqegAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA8s+OYH/COaQccjUU/9BavR7yO0l06VL9YmtGjIlE2Nm3HOc9q83+OihvDWkg8g6io/wDHGrqL74eeGtT082s9gwRlxlJ3BX3HNAHHfBNp9mvRwGRtES7/ANCLZxnLZ2/8B25r12vJfh3q2o6V421TwPcz/a7OxVjaylAGjVSvBx6hh+Ir1qgClqOoQ6Zp897cb/KgQu2xCzH2AHU+1YcvjfT49Qg0+Sw1VLu4RnihNmwZwvUj6V0rosi7XUMp6gjIridb/wCSw+Fv+vK7/kKAOgg8SafLpl3qM7S2dvaOyT/a0MRjIAPIP1GPXNQS+KYILF9Qn0/UorFVLmdrfouM7ioO8D6rXN/EX5te8H2MigWV3qytcjHEjJt2BvX/AOtXoTosiMjgFWGCD3FAGDf+LdP0+4023ljupJdTGbQRQlvM4DEe3B71NYeJdO1DVJtLR5YNRhXe9rcRlH2/3hnhh7jNcv4yQ2fi/wACx2cAk8qe4WOIvtyBEBjJqPwsn/CVeNbnxPeEWl3pqNp403/lpCcnLSN3z2xx+VAHo9FFFABRRRQAUUUUAFZt7rWmabcQ297fQW8024xpI4BYKMk/QAda0q4TxwbZfFngw3Xl+V9ulB8zG3Pl8frigDobHXtP8Q2F1JoWo29zJGGTcjZ2PjjcK5rxZe3nhvR7eC31fUL3XL1hb2UOYx5kp6sQE4UdTSGax0n4ia5rvmpDp1vpMYv5V+6Zt5Kj3bb+PI9ah8GxjW9Wm8bazJHHPcJ5em2skg/0W39f95up/wDr0AdnottfWej20GpXhvb1U/fTlQu5u+AO3YVy3h/xfdX/AI7v9NvAEsruAXOlH/npGhKOfxI3fStDWtdt9S0lbLTbuMTanctYQTBgRxnzHX12gN+IFc9470290HTNK8Sx3UMh8PzIVjjg8omBsI6Z3HPGOKANn4iajqGlaVp9xp19LavLqMFs+wKQyO2D1B5qKbWdS0P4iaVoTXb39jqcEjgSqvmwMgzncoGVPvVP4mX1nfeEtFuYriN7e41S0dHD43KWzkH6V11poGl2epPqcNvuvZE2G4lkaR9v90MxOB7CgDkte0/xbp+lXuqN4vkikyTFZw2UZRWZsJGGPJ5IGa0rnUb6bxTpfhdbxkdbA3d9cx4DuAQqqvHy5bJPsKva1/xMPEmjaUOUidtQnA/ux/KgP1dgf+AVl3Nv/Zvxbt9Sm4ttQ0xrRZG4AlR923PuuT+BoA0PC2sXF3e6zpF6/mXWlXIj84gAyxMu5GOP4sZB+lbF5fx2s1tbAb7m4YrFHnHAGWY+igfzA71zPg2B7jxN4q1sD/Rry7SG3cdJFiTaWHqN2Rn2q1Ju/wCFrQ+b/q/7GfyM/wB7zl34/DbQB0EF/a3F3c2sM6PNbFVmUH7hIyAffHP41byOORz0rzqz0XStV13xvpE8cMUlzNGF24WRd0Cnevf73OfWtDwu9xqtgi6tbiOfSEksZSV2h5QMM6n+6U2n/gR9KAO2rmvEOvahokM11Doz3dhbJvuZROEcL1OxcfNge49qy/hrploPC2masu972W18p5WlZsqHJAxnHFXPGb2mo6Df20Wsm0vbVPNCQSKW8wDciunO4E4+XvQBo+IdfGheH5NYW0e5SMKxQMEIDEDJz9al1XWBYXFjaRRiW9vpGSCMtgfKpZmY+gH8xXP+M5bl/hTcyagFjuntoTOvQK+5Nw/PNaniHRkvzp+qpqC2NzpshmiuGAaPay4dWGRlSPegB1r4h+0Q6hutGW70yXZd26ncdu3cGQ/xAqcjp3FbVtcw3lrFc28iyQzIHjdejKRkGuW8H2N1Jea1rt5kNqcyeSrR7D5Ma7UYr1G7k4PYin/Djd/wgtjv3bd83l7v+efmtt/DGKAOtooooAKKKKACuU8WeIrjTLzStG04J/aerTmKJ3GVhQcvIR3wOg9a6uvP/HVnLZeJ/DXikIz2mnSvDeFRnyo5ABvx6A9aANLxBDq2haJcavp2o3N1PZp50kF1tZLhF5YcAbTjOCPyq/p/i3R7610qUXccT6pEsttDIcO+eoHqR3qr4v1i2h8J3q27pdXN7A0FpBCwZpncbVCgdeuc+lc9qHhW70X4YaQLfD6v4eVLyMr/ABMvMifQqWH5UAegfbrYXrWnnL9oWPzWj7hM4z9M1St/EGk3V6LSG+ia4ZC6pyu9R1Zc8MPcZrmdV+2618Pdb1axilF1qdrvt4uQ4hC/Kv1ILH/gdVtIvfCniO60O7g1W6vL+2bzLe28357c7cPuUAYUDg54oA6qDxZoF1cwW0Gr2sk9xI8MKrICXdfvAfSsfwZrEv8AYOrXmragzpa6ndRedcOBtjR8AdhVb4cRWktrrkixwvIuuXTbgASPm4P5Vz9nqVhZeANblvbeK8hbxDMm2RyI0Yzja7kchVOG/CgD0aHxFpNx9p8u9TdaoJJ0YFWjU9GKkZx71LBrul3OkNqsN9DJYKCTcK2UwOpzXFaVeQv8WpvM1SC7ebRlUOm1UZvNJ2rjrj6k0mjWVzpfiG+8GCJ/7MacalbPj5Vty254v+/mBj0Y0Aeio6yIrqcqwyDT6KKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDh/HPgu/wDGcVtbf2nDaWttMJkAgLuzYxyd3Tk1qPYeLHtvJ/trTYmxjzo7Biw9wDJjNeV+LPir4p0fxTqmn2Zs/s9tcNHHvg3HaPU5rLg+MvjCU/M9gB6/Z/8A69AHsXhPwTZ+FpLq6FxPfajeNuub24xvfnOB6DPNdVXzrN8ZPFyHasunn3+z/wD16nh+L3iwxbnlsM+1v/8AXoA+g65fUfDl3d+NNN16O7hRLCGSJYGjJLh/vEtnjt2ryFvjD4vBzmyKev2f/wCvUTfGjxbn5GsW/wC3f/69AHuHiTw5aeJ9KNjdtJGyuJYJ4jh4ZF+66n1qC0svEqwi3vdXs5EA2m5htWSZh9NxUN74/CvGl+MHi9l3tNp6j0Nvz/OnS/F7xeLczJPp+B2Nv/8AZUAetax4ZutR13QtQgu4449JZmSJ0ZzJuUKctn0p1/4Yl/4SeDxDpN4lpeGPyryNo90d0n8O7BGGHZq8ft/i/wCMbiBpFn04MP4Tbf8A2VQt8ZfGaHDNYD/t3/8Ar0AfRq52jdjOOcU6vniL4u+M5F3ebp/0+z8/+hVHJ8Z/Fyy+XmxB97f/AOvQB9F0V85yfGTxmjABrA/9u/8A9eo/+F0+MtwXdYZ/69//AK9AH0hRXzhJ8ZvGScbrAn/r3/8Ar08fGbxf5RLSWAbt/o//ANegD6MrkvEuiXura/oFzFbQTWthNJJOsrj5gybcAY5655rnvhV441jxfPqceqNbn7MsZTyY9n3i2e/tXp1AFVLCzjtfsyWkC2/XyhGAv5dKj/sjTD1060/78L/hXEfFTxjq3g+x02bSjAGuJXSTzo93AUEY5rzNfjV4xdsK9h/4D/8A2VAH0P8A2fZjZ/okH7v7n7tfl+nHFSTQQ3KbJ4klXOdrqGFfOZ+NfjEHG/T/APwH/wDsqB8bPGGeXsP/AAG/+yoA+hzp9k0axmztyi/dUxLgfQVYRFjUKihVHAAGAK+cD8a/GI58zTyP+vf/AOypV+NXjF+A+n/+A/8A9lQB9FiGPzjN5aeYV2l8ckemfSkuLWC7iMVxBHNGeqSKGH5GvnUfGrxi5wrWGf8Ar3/+vSj4z+My2N2n/wDgP/8AZUAfRkcaQxrHGiqijCqowAKpX2npdTW10jCO7tmJhkxngjDKfUEfyB7V4G3xk8Zhgu/Tix9Lf/7Knj4y+LkG2RrHd7W//wBegD3PVbC5mtp5NJmt7LU5FVRdyW4k4Bzg9MjGe9WLGxFpYLbyyG4kOWlkdQPMY8kkdPwrwBvjR4vDffsSPa3/APr0j/Gfxioz5mn4/wCvf/7KgD6Jhghgj2QxJEnXaihR+lRtp9m10LprSAzjpMYxvH/AutfO6/Gzxf3awP8A27//AF6X/hdfjHGd+n4/69//ALKgD6MmginTZNEkqf3XUMP1pGtoHVEaGNlTlQVGF+lfOh+Nni8n5XsP/Af/AOyof41eL1PEmnn/ALd//r0AfQ19bvd2r26SmISDazL94KeuPQ+9PtbaGytYbW3jWOCFAkaL0VQMAV87Q/Grxa80aM1hhnVf+Pf3+tfSAOQKAFopjnahI7CvBX+LfinzHVXssBiBmD/69RKajuVGLlse+0V4Avxc8WbuXsSP+uH/ANekb4v+Kc4DWWf+uH/16n2sSvZSPoCkIDDB5B7V4Cvxe8Unq9j/AN+P/r07/hbninGd1kP+2H/16XtojVGTPcLfTLC1lMtvY20Lnq8cSqfzFWyAwIIBB4INeAj4u+KjwHsv/Af/AOvTm+LvilR96yJ/64f/AF6ftoiVKR70iLGioihVUYVQMACoILCzt5ZZYLSCKSX/AFjpGFL/AFI614UPi/4o2/esif8Arh/9enD4u+KG43WWf+uH/wBej20Q9lK9j3aG0trfd5FvFFu+9sQLn8qb/Z9n5EkH2WDyZPvx+WNrfUd68M/4W14q7PZf+A//ANel/wCFt+KSPv2Q+sH/ANel7eI1Rkz2m6sfJsnfTLWyS+ihZLUyR4VD2HHIXPYVW0Kz1NC17rj2rajKioyWoYRxqM8Lu5OSST+HpXjo+Lvio5+ay/78f/XpD8XPFWCfMsQf+vf/AOvT9tEXspWue/0V8/r8XPFR6vY5/wCvf/69B+LnisNjfY/+A/8A9ej20QVKTPoCivnuT4xeKkOA1ln/AK4f/Xr0j4ZeK9T8VaZfXGpmEvDMETyk28bc881ammQ42O8oooqhBRRRQAUUUUAFFFFABRRRQAUUUUAfKfj2WQfELW0P3TePistfL2+W3et3x40S+ONcbguLt+K5yJ2Y72WmBFcIIj8ucVZtoZGh81yPKp0k/mpsWLJqeKMxWnz/APfNAxu/zYSkI/d1WwtqNyjNaVsUaLIXb7VZNrbSQ7mYbvSgRjjyrqLe4IqFbOV2+U/uveugs9PWdtmzCU290maFwlvllPpQBzj28sM2Yc7ac0xMw80flXSW2hzSDBWrb+HI4I/OccjsaVgOcZdsPmwg5Has8TiS4DzD5q6wNbG3IUDcO1ZDWnmXG5otopgRT/Nb+ZHjcKoRieU5I5HqK1mssThw/wAo/hpL1FERdPlx6UAUz+5izLgmqjN9oGF61Ige5jZR8xppt/IjO9tsnYUhnrnwEjaPUNdVuvlw/wA2r3GvDvgHuN9rrMc5jh/m1e40CPHfj+M6Vof/AF8Sf+givC0cxnivdfj6pbS9DA/57yf+givCmjZeTQCHxljLvK5onZnfJXbTMtt4NWSFa1xuy/pQMqD2qWDO7ipreMP8uzB9TU6WvktknOaAIwVjQ7R8xpsEcrko6kZ71ehtSG3FN1dZoGkpfqN6Y+tAjjxYmNM5yalS1M0eHH412up6EkEoUdKyntNsnkqvH96mBy8Vv5NwUPKetMuLUI5dTkeldbPpUbQbc4b1rMnswE8vbnHegDn4YxK211wKW4sjEPlOa0buEFVWNcMKbLbO9v8AM+0gUgMnySpAc7aSRAjYBzU6wH5jK33aaZYyuNm40DGWxIuIeP8Alov8xX2kv3R9K+LbfJu4QOMyrx+Ir7SX7o+lAhr/AOrb6Gvki4jAmk2Hnc386+t3/wBW30NfJkx23EmBn52/nXPWbVrG9G1ncZH8q+9LsDnNMAy2akGe1c73ubraw1VUH3pwBkHzVIIwo9SaVI2UHNTKVzSMUkiLYQpGOacqFY+eTVmM/Jjbk1PBbnO5xxUOoWqXM9GZ6qv3v4vSk8r5t1bi6V553oOKeumgHBqPbon2Dk+UwRE5OVpzwMw962ri2CKBEMmqslvK4GFxQq19QlRUVyPcylDj7wHFI0Pmncnar7wFeDUe3y2wtae06oz5NLMqFdvXrURZy/Aq3OrbshMio9mBv/StFJbshpvREDqpGT96vavggANE1XH/AD8rn/vmvF3VWOc/hXtHwQGNF1X/AK+V/wDQa3p7mE9j1SiiiukyCiiigAooooAKKKKACiiigAooooA+XvGdqs/j/XGA6Xj5rJls2ROCCPSuj8XMR4111Qv/AC+PzXP7wk20Puf+7TAfbRo8O1RiT3qVYfJ/4+BuHtSiOQ/OybTWpY209xjfHmP1NAFeLT1uYt0Hyj3q1aaIS3z81rLZiNQsP5Vesc2sgMq/gaAKBt4oI/LVMN706Jo4otrrlq0NQzdSb0jCj2og0+FoN7tzTEUoZvm+VSKkmXzvkflavLHbCEjge9RR28e7IfIoAxGsbGO42hDuPeo7u3i3BAvNal1ayPOCqfJ/epz2QSPzE+Yj1pActc2Bi5qsLdHjPmD5a6Saze4iMj8Y7VlSwP5ZwPloGYUohtfmhXFZF3P9qkztJI7ity4gSZSrHCetUGeOyXyrZBNn+I0gPUfgGjLea5u/55w8fi1e4V4r8CY2W91uRuC0cPH4tXtRoA8e+PwY6VohXtcSf+givFfLL2pY4zXtvx7kKaRo6gZLTyD/AMdFeEgui9cD0oAIwT8q/eq5aWe2UO5HHamQ25aPzE+96VaiE1ziLYVI70wLi2xZvmUbfatBNMR0BarGnWsix7ShkIq2IirEMce1AEVnHBGpV639JuYrcgcDNY0dtgMW69qdHvwVA57GgDX1W4WSUc/LVceQ0OO/rUMCtnbLzSu+bgQJHx/epgUp1aU+XFnNONo6wgOvNdVo2jRXs3ldH9asajpgspDEV3kUAcRDoUl25ZAMD1qtqemQlCmcMvpXUS2l5EC8asimsi5tGckydfWkBwd3aujNnIUUWkZRDOmGC+tbmq24U/J8w71gzu8fCfKvcUhjUkSa+ik+6fNXgf7wr7MX7o+lfFsJ3XcJAx+8Xj/gQr7SX7o+lAhr/wCrb6Gvk2Q/6VIg6bz/ADr6yf8A1bfQ18nzDZLI3fef51zYjob0BzooXmkVSgz2NIZMqMDNSxR5Ayfwrjd0tTuS1HRx7hkdatQQ7h84p9rZtIcjIArQWJThehrGU0dMKTtzNWK8FlucbcVae1KDDdKlVPL+7zTmRnG4n8Kwcnc35fcstyez+SPaOlMmVt5NPRikfyrzSGTf259Ky63MfYcr5pMhEW35hgmqzOQSGArQAyMDqaWLTiG3/fz2qudLcJRas2ZDW+8EkVRa2Jk4HFdLPZ+nHtVaRVQbFXOe9aRqdjGonbRGBcI8YwBxWbIzs2xa3bqFg2OTWZOmDtC4PrXTSkc0k9mVBCF/1hr2b4JDbo+q46faVx/3zXjpGF2tz717J8FP+QPqvPH2lf8A0Gu2lK8jnqRsj1Giiius5wooooAKKKKACiiigAooooAKKKKAPmHx2Z4/HurmP7humzVO2sVn/egYetfxhI58aa4So2rduKr2OHj3DrTAs2to7MFk+f2FdfZQItl5QjKnHcVV8P2CGUTuM47GtW+1HdqCwxoAOnFMRhyLLb3OApPPWrSL50g39a11EDzCOQDcakmsbWKYEN8/pQBQW3O8Jj5afJELf7yHZW5Z2SyYZhTNTCeX5O0UDOYa2+1z/uR8vpV8aa0MWWQge9WNOtJrefzETK/StHUb2W4j8t4wqeoFAjnGuF3fZ1I54rX0/QGuY9ocAGsuHTYmvgd/yZ61vSXP2RBFasTx1oAw9a0ptPPkhg2fSsZrZBaMrcGujmkR5c3Tkn3rC1l7cDMTfgKAOHvF8u5MRQlCaz7p4rWQJFCee+K27l5WVmCAr61lS3arGSUBI9aQz1D4HyB7zWf+ucX82r2SvFfgXIJb/XHHeOH+bV7VSA8h+PKs2m6HtGcXEmf++RXihtGmYMOBXuHxzl8rTNGO3P7+T/0EV4i5lm5T5R7UAXdORTceV1NdTaaVtffKvyewrn9Dt5BcAonmPXodonlwZmXn+6aYEdp9mskLYGCO9Z115Mk5cd6uXYAO5eR6VVVElPvTEQz/ADMir17V0ml6TG1p5lyhH4Va8MeF11W4Sdz+7jPNd1rum28eksYkCFBxjvQM8lv4CbjbB93NdFo2jw/ZfOul4q1ofh1tUnZ3+VAetdk/h6BbAwRMSccZpXA4QOtjetNb8R9qgt9Se51ItdY8ujVYJ7a4a2dNqjvWQLeUuR0Ud6Yjq7/U7Oe3MaBflFcJqlysrMsdS3MzJlA3NZMxaPPm/LnoaAMq7kFuTv5zWHdbZ3xH3rauY1YncdwNZVyscAPlnLVIyjEoivIQM7hIv/oQr7OX7o+lfGEW43kLvwfNX+Yr7PX7o+lADX/1bfQ18pTLvkkUnne386+rX/1bfQ18qOoN5Jzj5m/nXJieh04d7oSGMhsGtCCBWYADk1UiJ8zaBmtzTbfEgZxXn1JWV2epQpuSskW7SzZF61ObAMCe9WJl3BdvApGkIKgdK4HOTdzrm1P3OxUERWQKRU/lDePSpC+XUDmrtlYSXVyqKvWpnUsrs0ioxW5VNmwTzF6VWjjBkJPWuj1Gxe0QR9qoWmnvPL+6XcayhXTjdsyi1J83QgSxynmDr706wm8uRw4zWre2M9pbhnXArI85EBx1NKMvaLuYS/eT1ehbVIriQ5AC1Uu7KJTuTpUfmkHg4qC4vXjjKtWkIST0NKsE2tbJGVfkHITrWNKpZSD96tG4k8wk1mTKxb5TXo01Y86pZyuU5VKcGvY/gn/yBtV/6+V/9Brx1twb5q9j+Cn/ACCNW/6+V/8AQa9Gh8Ry1fhPUaKKzdZ1e20LTZL66LFFIRUQZeR2OFVR3JJArsOY0qKxLLXPP1ZtLvbV7O+EIuEiZw4kjzglWHcHgj3HrWtLKsMTyuSFRSzEDPAoAlorlF8YSRa3Z2GpaHe2EN+5jtLmVkZZHxkKwUkoSAeDV+913ydXXSrK1a9v/J8+SMOEEcecAsx7k9B7HpQBuUVm6Nq1tremRX1oW8p8qVcYZGU4ZWHYggj8K0qACiiigAooooA+cfGC7fGOtZ6NdPS6CiNMqlCRR4pdJPHmswt/z9NV2wUW2Ng4poDqT5dsgKkKMVUaNJn85HG6iGP7Um6YkR1JDYRm4HkljHTESRKDhmPzjvUttA018pd8j1qYaeWuAn/LOpLi3+ysEgOTQB0++1trTHmKXx0rKEkNxNtIGai07R57qQSzMdtb6aLbIwZW+YUDJLO2hSHBANNvdPhuLYxqm0nvWbc3sttfCFOR0q/cS3DWuQO1IDidS0uaxZlR8jPUVRS5aNDGTl/WuguJmbckw+X1NZE9nDjdFytMRmz3xWMxOhdz/FWHcxOWyx/CunxBGuSM4rIuVhluA/YUAc3PBITnzML/AHay71VCH90SK3dViUyBozwKxLm+cIYttIZ6N8CWU3ethU24SL+bV7Sa8c+B+BcawO+yLP5tXsdIDyT46qW07RB28+TP/fIrxoSCNwoHyV7T8b8Gy0MHp9ok/wDQRXjsgxdKFGRQB1/hyzaMC5QjHpXSoDdykdDiuO0q6mhkCrnHpXZW1tfX0Y+zQEt7VQihdWcsbnkYqrbRKs2D1NdBNo12seJ1Kt3zWTdWDQTJigDq9C1CXSY9sWCG6it6RdR1wDHyRe/FZ/h3Q/tIinc/KmM5712/yRqB8qqPwpAZNlA2jR4lIMZ6kVoxXtvOm6OTIpl0tvdQNFJIoB75pLCwhsotsRLA85NIZyfikCWcylDtHtXImQy5QcCvU9bsftli4VAXA4ry3UrZ7I/IPn7iqAz205pJGbGcdKzdQhVkKXA6dK3bfUhDGdwyxHSsXUZPtMjMRgUCOYlXaWU9O1ZFzbbcyr2rb1AFWwgzWXcSosZhc4du1IZnxNvuIWfnEi/zFfZS/dH0r47t4Uili3Nz5i8fiK+xF+6PpSAR/wDVt9DXyocNPJ672/nX1U/+rb6GvleSIrO5HTcf51yYrZHThr6tE1uhaUAV1FkqLGN4ziuettpx610Nk+VAfgdq8jEao9mldR93qWPM3cbeKYTjqKtDqPl4p8ke7BxXHzI1hCSd2VYFy2eldLpF9BaBt/LkYz6VgbSHANallaNPMqAYB71jX5ZR97YdWF48vQt6hdfbWCIp2r3q3oqLFuGMNV6HTLeFOe3dqo6jCyTfuD19K4eeM17OJyqcbeyibLRpLEySgFO4NcLqdpHFdP5Y+XtXTWllcyxYlcqfc1latZvbcnkHvV4V8k2kyI8sZ2bOdflflHNUpIZHBaTkCtOU+UwyOtMlZRHhhye1erGTWxpNKK1OfuIsqWXhfSs913j5OK2bn5cr2rFuBsJxXZTdzmmkijIr+ZgnNexfBT/kD6qP+nlf/Qa8gc4XPevYPgrzo+qn/p5X/wBBr0aD9446tuU9QrhfiKGM3hXdn7P/AG5b+b6fxbc/jXdVm6xpFtrmnSWN0G2MVZXQ4aN1OVZT2IIBrtOU5XxBIY/ip4XeNWZktLxpAgySm0f1x+NbOi+LbbXL42sOl6xbMEL77yxeFMDHG49+elWbLRFg1R9VvLhry/aEQLKyBBHHnOFA6ZPJPsK0ruJri0lijmeGR0KrLHjchI6jPGaAOM8U3mq6X4p0K9uLe0utFN2tuqqGEsM0g2rJ6HqR/wACNL4cD/8AC0/GRm+/5dn5ef8Annsb9M5rZt/D07Navq2qz6i1o/mQ7o0jXfjAdgo+Zhk47e1TXuhCbVRqtncvZ3xh+zySKocSR5yAVPcHoe2T1oAwvhyWMXiQr/qDrlyYvpkZx+NQ+KtUudK1qaTVRqcOhyW6rDf2DNttZOdzSqvPdcE5HFdbo+k22iabDYWisIo8kljlnYnLMx7kkk1TvNEubm6u3i1SaKC7QRy27Rq6gY2krnoSPqOnFAGlpzrJplo63AuQ0KETjpJwPm/HrVuqenWFvpWm22n2qlYLaJYo1JyQqjAq5QAUUUUAfOXi6Mt4/wBVcLtAuW5rS0uOOSZd0ox6VmeMjcnxxq6cbDctio9OYrMEyd1MD0yy0uG4ddsoC+lbLafFZpkJ8vrWPoxghsg8j5fHrWld6sj6cc80xGJdamFvgkfTNa0FhLf4O0jPesmCG1nhaZciUdM1dsdZubX92/T1oA6VYn0fTzIx3gCubvvFTPCxRduKzNa8T3rt9njOYzWJ9sR4WSUHmkB02k+Iop5P3kYd/UiuytpVuYgSoC+lcB4d02KWYMh4rvwFtIAT90CgZm6vpsckDSL8ormxan7OyryvrXQ6nqcM9o0MZw3vXNRfa1QxhhtPrQIzrvy4rdourHvWKZkghZGXJPetq6iCS7JMk+1YGt2zpAzxHimBz97fuJtqoWXNUrmBJo944f0qaGcFDvHz+9Ubm4Mb7sEt2pDPUfgejrdayXUqdkX82r2SvGvghem7vdaDDDLHD/Nq9lpAeT/HGVY9P0QMM7riQD/vkV5HGyiQE16x8dWCafoZP/PxJ/6CK8gQ7pAU5FAHX6TCsrKVIz6V6p4SnSzJEzBQRjJrxjSLp7W6EjH5fSvQItQe5tQY+PpTEeha9cWpstwZGc9CK5jToLae6T7SBgnvWJNdXIjHmsxA9as6XJNql1FGw2Kp60xnqEMcNvAFjCrGB2rlPEmqO8yLbSfIn3jV3xA62NlDGkrZ6Vy0iiWBg7cHvSSApXOrXTXQCTZTuM16NoEjS6VGz5/GvLI7eKO6wrllzXq2hhBpMIQ5GKGBo1554mSCTUXWPAPrXb6m7R6dMykg7eteYXcokm/eOfrQgMi5tfKyWGfesC+MqkgHiutmlEqbCBtHesO/toiC8ZyRQI5ScSR5LVkXQSSTcw+ety9uI3l2HgrWRepukDIOaBlNY3kuocn/AJaL/MV9kL90fSvjYFjewKeG8xeP+BCvslfuj6UgGv8A6tvoa+W2U+Y+XH3jx+NfUj/6tvoa+VioeSRifm3n+dcmK2R1YXqi9auisARmulsdsgXArlYlKYNdJpF1GBtbrXkYhPl0PYw85LRnXaTZwXHyyCoNVtBbSAJytV470xAeX+lNlvXkP748V5KjPn5ugVIzlJNPQktbFrydFQ8muohtlsbbG4eZjr3rl7GaRLpHt+atalfTK+NmGI65qalOU5pX0OfF1Z6QQ7UNamjkEaNuC9TVODWJppee3es2ZpdmRyfen2mWx/ezzW/sYKGwYalFyv1O4s7pbqIEdRRqMUc9sqSdT0NLp0Kw2K7QC5Geap6rfYt8KuD0+leZCF6numVV+/yx3OYv4QsjD72Kx5w55PataRgzHnJPrVW4i+WvYpO2jO2V2rM527uCcr3rOY4OX5rRvLciUuB8tZ0vzt8tejC1tDz5P3tSsyZk3549K9g+DBDaRqmP+fhf/Qa8blDpJXsfwVOdH1X/AK+V/wDQa76C95M56zvG1j1Ciiiu45QooooAKKKKACiiigAooooAKKKKAPnnxSQfGWsyHnZdOMVQt5vOkBxt96l8ZsR4w1oowGLp8iqVlcK8O3Hz0wOs027ZZVi80sK6eJYuPn3f7FebQ3bQybM/P611uiXP71XmcMKYjZuI2Y5hXafQVIltdTWxRoMHH3qs3E8MgEkOAwFb+jyGe0Pm7elAzg7izitgRI2ZPeqptvOiOIvxr0O/0KxuYy5XEnrXHagjWZMUZB9xQIXRLe7tpw8akrXf20jXMa+cmDjpXP8Ahm9iWDy5sbz3Na+palDZ2xcSKX9BSGc14js0juDJC+Hz9wVTS2uH09ppcxkVae5S8ja7bJde1Z02rTXEZhKHZ0ximIitruHyWDYkk965/V59pMknyqP4a6Oz0Jp/30R2DrzXK+KmEUvkyfN24oA5q8kF1l4Uwo7iq4mC2rfug/vUryrbWzBCNvpVGO5MtuwjHFIZ6h8Cxm91t9mMpF/Nq9oNeL/AreLvW1b7oSLH5tXtFIDyP47xebpmi84xPIf/AB0V47bNgAY5r2T45qp07RSTyJ5Mf98ivFHuHiO7HSgDXglVJAXcEf3a63RdWBYIVwvvXn9s0c0vmlju9K3LS9laQRrgAd6YHqul6e2sylQflX0rWXT0sbmOOE7WB5rivD3ieXTiyIea1INXurnUkmc/Lu5pgeoy2MFzCiTxh8Dqa5XxHo/2eLfAcIf0ro4tYsWhVjOo45Brn/EmuW9zbiG2kDD+I1KuBzmj20Vxei1IyWP3q9MsrVbO1SBDkKOteXWF4thc+ch5zXRy+M5xb7440J9TTYjQ8RawkZayQjcRzXn92dzkY5FSXGsLcXpuZifNY9KZdNuj89P4qYFVZVXIdhj0rJ1O8jijfZxmrOoRqIfMyQ1creztM2AeFpAUJZEmZztw3rWc9wyN5Wck9DVm6m3SAR/dH3qqzeR5ilDn1oGRhitzAp5fzV5/EV9lL90fSvjaNQ19Af4PMX+Yr7JH3R9KQDX/ANW30NfKhBF3J/d3H+dfVb/cb6GvlVtyySF/u7j/ADrkxWyOnDPdliM7n4PFaFvKA4A4xWRDIFbKmrIdgdwPFefOJ6EJ6XOztLqORAvU1aa3NxwOlctp12iONh5rrrHUIVgIONxFeZXg4O8TrjUbhcmsYfs06oMkmr1/pVzKQ+KqafcB9Ri+tdbu2ruf7uO9efWqyhNNGGJTjZrRnA3MLxLsbg0+0tsMpU7mPar2vvE9xiLHvUGmTLFIrseR611c0nTuXQa5b21Ous43W3QN1A/KsLXJknlZE+XaatXWv2yx7Yny3pXPSyvcMz7uTXJQpSUueWhjTj7SbbWxUu38vBXmoXkM0XXFTmFt3zmq12RDE3QelenG2iR1uDkm9kYt7LjKZrIcbX4arF1KWkIaqLMTJtWvRpx0PK23GyHL8nJr2H4Lf8gfVf8Ar5X/ANBrxxosNkmvYvgpzpGq/wDXyv8A6DXbQ+LQwrbHqNFFFdxzBRRRQAUUUUAFFFFABRRRQAUUUUAfM3j2JG8Z6zKrkMtyw2isG0v5t2FStrxrewL461yIr8wu3Fc9b3aw3oyMJTA2JHnkjztw1bWkXMkUA+cmT+7WFPfh2Bj6e1XLG6VnGOHoA7uwuGkTfM21vSt601OeIhk+4K4a2vAHAmcVrQ61FEwQMNlMR0OoeIL2ZfKCkR/3hXP3F2wyqnex9aZNqBmmCo4EdULi4VLgLGd3uKANvTrnaf3r7DUV+ZZrsFZmZPTNUozvYF2xWlFbF4t6SDFAF+zCRqCT8vpU0kkW7esa4FVowiWpZ3Xiud1HWzAGROlAzbv9e8qEoh2H2rhtRvIryUiV8v71Uu9WMhLHP0rLZhNJ9oPG3saQEV9BIsuFOUpqN5K4C/LRcTvN86HgdqpTTu8RUHBoA9g+CUyy6hre3tHD/Nq9krw74BKwvddLf884f5tXuNIDyL48OE0vRvUzyY/75FeIKd3yOck17Z8eyq6ZoZbtcSf+givEcLM+9OooAntpFFwIym0etaSyC2k37/l9axTKxl2ydPapFLSvsyfLoGdFY3377f8ArXXaPqKzjG7pXnsU8cGEGa3bK4EKB4m69aYjs7i9c/KJMCqEt60bcPkVkLfibgnmlSQM3XigDT+1O7jB4rVgWWeDhSE9axrbY0gGflrVm1MwW/2eIrtpiL1hpkd3P5TgcfxVJqccNuDbq4+Wueg197aQpnn1rO1TVZGYyluvvQMl1fUlEfl46d65a4m+VmQZ9hUst09xneRismaaSJisRyDSAiF5vl8vywNxxTbmBbWVXDAg9qSRdrBzjPtUMsqyyBjnikMlRhNeQlflHmLx+Ir7LX7o+lfGMUim7gKjB8xf5ivs5fuj6UCGv9xvoa+VpJMzSDGRub+dfVT/AOrb6GvkuQvHPJz/ABH+dcuIjexvQly3FZSW9KtxoQvLZqkSzcmpUlYjA7VyyTaOqLRpWreU31rYspxGOW3Zrm1lYMKvx3CxbfWuapTujrozUVqdhay5w6tgipptUusbftDfSuZg1IrjFTNebjvNcTw+uqNJThPzL0t00jYZqdFdbflHNZQkaaXcOlWYmUMB3q5QVrEwcU7l/IdsjrVhI3bG2oWmt0hG0/NSnU4o4yExnFYNSeyNVPkg2h91L5YHNYGo3e4H5s028v3Zm54rIllMhJzxXXRo21Zx1K8pOwSSCRDnj3qphf4W5pXlU/LUP3GyOld0I2MJST1EZzu2sa9l+CZB0fVcf8/K8/8AAa8Wkwzbj0r2f4I4/sbVsH/l5X/0GuukrM5ajbWp6pXifx01O/sL7RFs765tg8UxYQzMm7lOuDXtlc/4i8GaF4qkt31myNw1uGWMiVk2hsZ+6R6CuoxPlj/hItc/6DWo/wDgU/8AjR/wkWuf9BrUf/Ap/wDGvoeL4VeAbgssOnJIV6hLuRsf+PVN/wAKf8Ef9Ahv/AmT/wCKoA+cv+Ei1z/oNaj/AOBT/wCNH/CRa5/0GtR/8Cn/AMa+jv8AhT/gj/oEN/4Ey/8AxVH/AAp/wR/0CG/8CZf/AIqgD5x/4SLXP+g1qP8A4FP/AI0f8JFrn/Qa1H/wKf8Axr6N/wCFQeCP+gQ3/gTJ/wDFUf8ACoPBH/QIb/wJk/8AiqAPnL/hItc/6DWo/wDgU/8AjR/wkWuf9BrUf/Ap/wDGvo7/AIU/4I/6BDf+BMv/AMVR/wAKf8Ef9Ahv/AmX/wCKoAd8K7ia7+HOlz3U8k8zGXdJK5Zj+9fqaK6bRtGsdC0qHTdOhMVpDu8tC5bGSWPJOepNFAHzR45iRPiFrkjnn7Y5ArDd4pZBnFei+Lvh94p1fxTqt3baSWgmuWeKTzoxuX1+9msGD4WeNIpfm0Qsvr9oj/8AiqAMSAxowWM5PvVxWhSQOzYl9K2G+G3jPzR5ehFV/vefH/8AFVaX4Z+LFYFtJLn186P/AOKpgc+12k8m0uQ/YVet12H965rbh+GvibzAz6QVPr50f/xVLN8PfFvmjbpRZPXzo/8A4qgDPkuYvLwkh+tWLC5tFGGky/vVs/DrxQVz/Zhz6ecn/wAVRF8PfFIPOkFffzo//iqACZ0ZNwfC1BHq1xEuyFsp9auTfDzxWYvlsyT/AHfNT/GqaeAPGgO3+ymUevnx/wDxVADn1CZ4vmcj2zWLc3wDbX5Fbf8AwgfjMNtOlMV9fPj/APiqSb4ceKmX/kFFj/12j/8AiqAOMvbyNG3Jz7VTBubz5kGF9K6+X4V+LJEJ/sk59POj/wDiqbF8N/G0MJjTRW+vnx//ABVAHHvKYW2fxelUp3kEuW4Nds3wy8bMOdBJf1+0R/8AxVQ/8Ko8bycvo5z7zx//ABVIZ1/wCYvqGuk9fLh/m1e5V5R8IfB+t+F7rVm1ey+zrOkYjPmK27BbPQn1r1egR478fhnS9EPpcSf+givDhOwb5BgV9DfGDwvrHifT9Ki0ezNy8EztIN6rtBUAfeIrywfCrxqi4GiMc/8ATxH/APFUDOSA480Dc3pTEmCSFzwfSuwX4W+OEORoZ/8AAiP/AOKpR8KfGbNubRWB9PPj/wDiqAOSF4EbcqBia0LO5kcZ6D0rof8AhVnjBACmhMT/ANfEf/xVTL8M/GkQGzRjz1Hnx/8AxVAjCSUo25Du9RVhbtpV+XhvStiT4Z+NEA8nSDk9f38f/wAVTovhp40Vw39kkH/rvH/8VTAzY9Qmtk/eDbTZNTMse4PzW3N8O/Gcw2yaQW9xPH/8VVX/AIVj4yRvk0c7fTz4/wD4qgDG+1O6/MuPeqt1dO0e0fMK6N/hz44YbP7FO3/rvH/8VUR+GfjfG0aK2P8Ar4j/APiqQHIursvySZPpTYFChhI/Jrql+F/jeNsjRGOf+m8f/wAVT/8AhV/jNuuhNn/r4j/+KoA4uT9zuXfuDVErIn+1Xbt8KvGJUj+xG5/6eI//AIqof+FT+Nf+gI3/AIER/wDxVAzj7fm7hx/z0X/0IV9pL90fSvl+H4VeNo7iJzohAV1JP2iP1/3q+oBwAKBDX/1bfQ18lyLmeQ5z87fzr60cZRgOpFfOknw08YmdyuknaWJ/18fr/vVjVTexrSaW5ygkGdvepBkc9K6c/DHxbjI0g5/67x//ABVOb4beMGUD+yDx/wBN4/8A4qudwb2RtzpdTm0k29OacHIbmujX4beL/wDoDkf9t4//AIqpU+HHi0EZ0kn/ALbR/wDxVZOlLsbRqRe7MJJQo9TUn2njBrdf4d+Ky2V0g/8Af6P/AOKpT8PfFe3B0ck/9do//iqz9jLsV7WOyZjx3xQYxxVj7cgXIOWrSi+HvisH5tIOPTzo/wD4qnT/AA88UOv7vSCD/wBdo/8A4qodCV9h+2Tja5ivdg8lzUb3Clchia2F+Hfi3o2kn/v9H/8AFUf8K78WL00gn/ttH/8AFVXsJLoQq0UrHNzzk1TaRi2Oldc3w68Wt/zBz/3/AI//AIqo2+G/i4/8wg/9/o//AIqtYU2lsZTlHucqyYXI5b0qBzleeD6V1x+GvjD/AKBJ/wC/8f8A8VUbfDPxiTzpBP8A23j/APiq2jCREpxZx45+te0/A5dujav73S/+gVw3/CsfF5/5g5z/ANd4/wD4qvTfhX4c1bw5pmoxata+RJNOroN6tkbcdia2gncyla256HWfrFveXWkXVvp00UN3JGUjklBKqT3OOa0Ko6lBeXFk8dheC0nJG2ZohKBg8gqSM56da3Mzl/BkUWm6jqGkz6Fp+malEkcjvYJiK5iJYK4OM8EMCDWvLqtynju10gFPssunS3DDb829ZEUc+mGNXNP017e5lvLqcXF5KqxtIE2KFXJCquTgZJPU9a53VbS8vPiNatp941nPbaaxaR7bzY5EeTBXqMNlQaAGDxdf23gzVNaeCC4mtL+aBY8lAUWbyx684xVltf1//hIbvRUsdP8AtItBeW8jTtsVNxUq/Gd2R24qBvBFwfDmpaH/AGtmC8uWnWRrcF13OJGzyATuHt1rX/sOf/hKH1v7Ym9rH7H5Pk8D5t27O717elAFjw1rH9v+HbHVfJ8k3MQcx5ztPQjPfkVr1jeGdFbw94ftNKNx9oFspUS7NmRknpk+tbNABRRRQAUUUUAFFc5deOvDNjfS2NzrFvFcxMVeMhsqR26VAvxI8HuuV162I+jf4UAdVRXKD4leDS+wa9bbvTDf4U5fiN4QfO3XbY4GTw3+FAHU0Vy4+I3hBjga7bH8G/wpR8Q/CRGRrluR9G/woA6eiuXf4jeEEGW122A+jf4Uj/EfwfGAX122APThv8KAOporlv8AhY3hAxtJ/bttsXqcNx+lH/Cx/B+3P9u22Po3+FAHU0VyyfEfwhICV122IHXhv8KU/EbwgOuu235N/hQB1FFcr/wsnwfx/wAT6259m/woHxI8Hs+wa9bFvTDf4UAdVRXKt8SfByEhtethj2b/AApg+JngwjI1+2x06N/hQB1tFY2keJ9G16eaDS9QiupYAGkVAflB6dRWzQAUVn6lq1ho1stzqNylvCzBA75xuPb9KzP+E88L/wDQZt/yb/CgDo6K5z/hPPC4x/xOYPyb/Cj/AITzwvnH9swZ+jf4UAdHRXOf8J54X/6DMH5N/hS/8J34Yzj+2Lf8m/woA6Kiue/4Tjwz/wBBi3/X/Cmjx54XbprNv+Tf4UAdHRXOnx34YA/5DFv+Tf4Ug8eeFz01m3/Jv8KAOjornB478LtnGsW/HXhv8KP+E78Lgf8AIYt/yb/CgDo6K5z/AITzwv8A9Bm3/Jv8KP8AhO/C5/5jEH5N/hQB0dFc4fHnhcYzrNvz04b/AAoPjzwuvXWbf8m/woA6OiudHjrwwRkaxBj6N/hW+jrJGsiHKsMg+ooAfRRXKzfEbwjBLJDLrlskkbFHUhuCDgjpQB1VFckPib4MIBHiC1wenDf4U4fErwcemvW35N/hQFmdXRXKH4leDQMnX7bH0b/Cj/hZXg7H/Iftvyb/AApXQWZ1dFcp/wALK8HZx/b1t+Tf4Uf8LL8G8/8AE/tuPZv8KLjszq6K5T/hZfg3OP7ftvyb/Ck/4WX4NI/5D9t+Tf4UXCzOsorlf+Fk+D/+g9bfk3+FH/CyfB//AEHrb8m/wouFmdVRXJn4meDQcf2/bfk3+FH/AAsvwbx/xP7bnpw3+FFwszrKK5L/AIWd4LP/ADMFr+Tf4Uf8LN8GZI/t+1yPZv8ACi4WZ1tFcn/wsvwaW2/2/bZxnGG/wrS0bxPoniGSdNJ1CK7aAKZdmflznHUexpiszaooooAKKKKACiiigAooooAKKKKACiiigD5Z8cBH8e66x/dhbtwWboa5iPbHOUf59wwSOM10Pj4qvj3XY3Ztj3jsSO1YcewNIu3OVwCRyPegZGpdZHMLbFU4wRnFT2rSXLTHzAqlMEEdaaEdl8mNQWPc96uRRJs2LhXHTHc+9AimsKhWRHA/vVMgRbdPlzJv4Oat2tnEkj+cSGc5IAyKhFs7OrkbQX2jH86YDWTZmRlPmev92pbmzRoF2OFXOQv+161ea1zA6Nz6setRAfaDsROB3IoAy2git4yWkUzN0PT9KIluGOEbZ3yVzkVo3GnK6ruzhe+OaekRVeFGfu0AZuZNzIZADL9w46U2Ulk2yONy1ZktjEzvNkbPu7ecVGIUkm4LH5CeRQBVjkC2hIHBHzChvKlRSIjJ/unpU8YQQspUYx6VGtuYxlGPlk5J759KAI2jVHPy/KP9WPQ1C0hH7peVJ3Ee9W5keWSLYF8wHlc8VBMrYy6ImDjK0hnr/wACp3m1LWdwJAhi+bsfmavba8P+BLY1fW4+Btgi4H+81e4UCOC+Lef+ESgwcf6Yn/oLV4x8u3JYEjvXs/xbOPCUP/X2n/oLV4uqgj2PQUIAZjjGc5pQdhAc5Hdu1G0qOBn60vVlyAQegPf60wHMeRjlcUZ3KCR/9agkFti/j7fSl8sgbeoPX2oAZhC4XIIIyaNqhsr19fWphbhV45NBiCpj+M/pQBExyQvr3pQvVjyTxUrQlYw+AcU5LZ3UDA475oArlcH270OiluGG7uPappE8rjr9agQqRk8EnGaAG+XhTgYNIQFUFRnnpUu05OT9KawDH5elADNpcNlwvsaPlC4708BSwWlkCZ2nj6UARBy6sGG0Due9fTth/wAg20/64p/IV8yMAEYdgK+m7D/kG2n/AFxT+QpAWjXx7rxUa/qSnOTdSnP/AAM19hV8d6yrHxFqe4Bv9Lmxnt85qZFwKBbCnj6cUhUqm4Z3HtUmCVUED2pQpB3E9O1IuwKoWLnORQBnHXmpEKyR8d6kEe6MhRgjvUOVi+W+xCTuYj2p6jaRxz24qVLba/I/GpHhZQGwCe1S5rYpRe7Krou7gGmEb2CgEH3q7HD5nXrSG2IfPb1o51sJwfQqlMjJ69KYFGMHPy9KvPbbY854PA+tV2RlYDbkU1NMlxZXcZAK+vehm2sOOKlKZTptOelNfAwjAVdxWGDcT/Dtx0xTTtVeAW2+lSMBGMk0gUkb1O3PTFMRACwb+nevavgH/wAfWvZ67IP5yV40SA3vjrXsfwBbfc68c5GyD+clNEPax7fRRRVEBRRRQAUUUUAFFFFABRRRQAUUUUAfLPjPn4ha8siFgbx9vaueLys3LhnPDYHUV0HjmZT4619ZMptvGAZBzWOsCKVVmIb+8OtADUcxlRJC7cfIBxxVyytFe4chCX29aLWyeeYszMfLO1OeordtNPlghjLKFYvjPr7UwIo7AuY36Oo+UVpW2mzTKqEfuycb8cZ9K2rbTI5bdZH+UqB93FaDabtj2QmQRR/vCRx9adhHNz6WLeRUkcBR3PGKht9NCEuy+Yh4G3sfWte4YXE3I3eXwinpIP8AaqRbdIyscbsVb19aQGS2nGLfIjAA88jrVF7Z7clApbf2A9a6u70ySG3j80lUlB2kHmq/2SGTZknggbu9AzlHtJIY1hdCqdNpHK1lrb3UrOVcBVJHl7eSPWu9vo7YuYQC8q8ZZev41jyacUlLr8qbeo65oA5CSLzm8lkIWPqPrSbI1jMSXEYTuPQ+la1zA+9tqIC3cdaybmwD3Cpkodu47e9AFFF+zM7qwCH+A9W9hS3DFoxuhc7vmB9BUn2UJJGzOzID/FRIzklMAjt7UAeo/AUq2r62y8Zgi4/4E1e514f8B4vK1PWUYDeIIs4/3mr3A0gOC+LYJ8JQY/5/E/8AQWrxlCQxJG7PQivZ/iypbwnD/wBfaf8AoLV4zwUXHH0oARjtbcOT7U+OMN8xIJpUQlgMdfStJtJmghWVhgN05pgUY4Nz8Vbhs2Yllz7nFWLODc+HAGPSultNNSaUm2Tci4JBGKAMOGwS2j82aNiD36VQe2RpD8wK9q3NXJYNGCQEbbtHTrWRJC/mBeh7gGgQskQSFQp7dKSCIBM9WH6VorpdxJZ/aNo2Jhcg9ajZEiTLDG7jgUxmfPZTSK0yqWHqBWdJCT8x4IrvoL+yh8NzwvBGZ3KFCY+QO/NcjLtcsVRefUdKQGcFJHTGfWmH5GOfTgVbePK47iqzAtw2MrzmgBiM27J4pHQB8rwMdDSl/QAt6UAh6AI3Yhc9Mjqa+nLD/kG2n/XFP5CvmRwvlkH05r6bsP8AkG2n/XFP5CkBar4+1sZ13UwT/wAvcv8A6Ga+wa+P9aH/ABUWo7hgfapuf+BmpkXAoKMnrjPrTlzkqcEU4ANkYwfWtnSdEfUEJReF6nj0rGpUUFeRqkUIYd4XjHtV2O0yPutUiW4juNu707da3rNIHXYqKx7n0NcVWs1qjuhSuihb6UM4kI45z2qvdIhZ4cZ2nG4dK6nVtNm0y2UOnLHHbjiueEW8O+MqD849TXPTqqfvXGopvVFeOFVUpwVx+NRtbIJFx0rU06w+13AhVvrx71Ndaf8AZrqSIDcI2xnpVOqlK19S5RitDGjsXuJPJUc9ap32nzWrPG6njjoa6OzuFhuRJsBK/rzVfVLl767lmaMIGbO3OcVcaslLyMHSd7LY5hrfavGfXmoSNqFyCT3HeteaDamQc+9UHjB+YNXbTqX3Mp07bFJmQ/X3pFGMqvT1NP2Kc8ZNIRsBJ+761uYNMik3qc8EdK9l+AJzc68MYwkH85K8dI3L7V7F8Asm6149tkH85KaIlse3UUUVZmFFFFABRRRQAUUUUAFFFFABRRRQB8weOjjxvrbKfN23bAonUVh20MbESBg6HoB2rd8aJu8da4V+T/S3zt71khYrP9ySdy8sMcAUwN7RxDFKlwcFo+FXPJyK6m9+z3si+bg7QGxmuN0iRPncknn5QR2xXb6IsM8k7yIrmOLftYcHFAFUZhmieJwAoOwegr01r6yPh6SK3kQMYmBXdk8qcmvOpoxPI80KKBn7o4C+wqWC7nj3qxOGQrjJpiIViiW9yq73z1FQgyRzKxQhVbcp/wBqtCytmiuBcyDI6qD0NX9Qg0ua0DQTT5U7seXj5sUAU3u7nUr6yhkbbINwTI6VBqOmf2bPteRS7Dfirug2L6jeKVOJIzwxOCMg1q6/ZratF9qCu/y/N1O30oA5QyyyrCuCrc7c1M9lFcRgQL5U2fmLHOfWn6sY/vWvG/Ow9Cv0ojvkj2lk+YJjgd6AOc1fTls7twnMh++B16DFczJbOLgtLIrnnBAxt9q7q7khYPdXGdx5bjNclfwvcMXtgAM5wfl49aQzGuSyy+T5bBm4I/vVVLJCjPEhEitg8/nV9pd21sBm7O3WoT5aM0oRWj5D5H8VAHpnwIO/U9ZlCkK0EQGf95q9vNeH/Adg2q60VJC+RFhew+Zq9wNIDhPiw7J4Ug2jObtB/wCOtXjGecAcfzr2f4rru8KQjOP9LQ/+OtXjSEFSW4A9KEBYs5AJ1cDAXsa6LUNVfUo4YhwFJ444rmYmA6DitnTVUyb25VeeaYE4s3WMPtOexrrfCWrW1il0k65LRgEbsZ5NYk14klr9mSNQSQQwHIqnIj2g3bmBamBNqU4n1Sfy/kiZ2YZ5xzVW4R5pfMMLALzSwo8rF25HvXQ2t5YT27xzRKr7TgqnU0CK9nfOdP8As44j+XcK1ta0CC0soHWRJGZyMLnjisLbHHc7YydrHOK7S601U0yC5a4klVHLMHIIwKAOBubGeNh+5cKehx1qNNLlN5FHIdiOyryOma7HVNSsLvT1EcSJJGAowmKyHdZDC/Vg4zn0oAzvEXh+DT47cwypNvQkhM8c1yk9o0bEbeMdK7mWe2n1SJbiR/JXcDxnFZfix7CTU86eoEBiVfu7fm5zxSGcmV2x8KaiLHG4g+lWJQy7c9BUTKEPzHIPQUAQuNke/cOBxX05Yf8AINtP+uKfyFfMrqWRxgfKK+mrD/kG2n/XFP5CkBZ7V8g64SNe1LuPtcvHf75r6/r5D1lV/wCEh1HPGbqX/wBDNRM0pq7KafKQo+6PWt/Tb0wJsThTyfrisAljj5MZrSs9zFUVea5K6TWp20XqbdrC84yEbnviprN/sd9u/u5BBqSK8NtbqqfKy5OBSw2U1/unjUuc/Mfc150nvzbHXeSkma+v6v8A2hYxr8uFbP6VgRQyTwssS56Z4pI4ZLh0hGTlsD61owvJpUmzbkjhlzjNQoqlHlgXJXKEMc1pPsOAfXFdJoMdrctP9sJ3Kw24bGeKztSuUnG7yFRsdj7Vq+GFsZWQXBUk+qn0NZVpP2fM0c04OWjMeTTZrlpPIQhVJOSpqmlg5Zy2Ay9j3roptZi0+Z4oWDwHPqOaxXv45rx3UjG7p6VdOU2tVoZxnOL02LNlaWT2MzzrJ5oRgCDgdK5K6095I3dUYwjuAeK6OS4dYDHtzk561DPqqQ6PLYrCqu67WcE561tSlOMroVVS+K17nGmPaSoIyPWq7bvvHrVydFJLhsnpiqhfB5Of7oNetB3VzCStoyKTccHHFeyfAXAuddA/uQfzevHnJxheQa9i+AoAuNcx/cg/m9axMpLQ9roooqzIKKKKACimhgSQCMjqKdQAUUUUAFFRq6OWVWBKnDAHoakoAKKKKAPmDxn5i+OteVJBGjXjFgR1NZ6SQw3Dblz5gCda1fHSJN411ohiCt0wNY62iyT+ZvYomGpga1kRLIuBuWP5fLHVvpXU2rTLapPIdoDHKEc4FYWkRQSTR/MVyOoHPSu0u5LNpUtIFy7YwCmAc0CINFZZ9UEiMIlycFue1aF7drPev5zjzVj+mRWfPp13Yr5uFRO+1+n0qvp8Z1DVLdXdsvKqE+24CmBuXN4t3pdtGW2zQptiz2GefrW7caRFY6WZp0MibCQgJBDbc5rmvEGnx2mrR28U0oA3A9sfStrVtfkn09LYxqowADzycYpDMBJo4ntp7RSZZckgHJBqLWTcyzJNOjRLsC4cda6Xwv4dlZ4r+dE2j5kTII7il8Vpb6hepYQqFdUDkhcdyKAPPnbfNEEifYudrdq09EmCPIl1gwfMcdPm+tbth4VWW0n3SMpjA2dKz7KxX7a9sAGxuzn+dMRQvp4ZY5ESJjGo/dHPCeufWuUuwFY7zhyeHPTHpXf6jowtrSPyWDM+7AbHNctrFkuwO6hdoxgDvQM429gUybiheNv9Yg64rPR1TeCpIydo/ujsK0dQZvLkdSQQOB61UJU24fYu/wBD0pAem/AiRm1PWUkGJBBFnP8AvNXt5rxT4Gq41LWDIqh/JjyRzn5mr2s0gOD+LWP+EThz/wA/af8AoLV41GdmD/lq9l+LKhvCcIP/AD9p/wCgtXjCqyqg4OP0oQFqKMdQME1s2sMwtG3IRxycdax4ZPKcAjcTzg13C6tYf8Ixb2aRIbn5w7lOeTxzTAw7JlF0u5gMetdLroivpUCMOvX8KzLPTEmha4bhV4z3zVO2865voYxK/wC8cLjd0piL4vU0+ykgAJYsOQav6NpcMmj3V1Mm5hExXkjBBqLWdG/s+yWR8MzYIzg1Rh1yS20h7NRwVYE855oAiUrvkJOArYBPatON72bTTC5KRR7nXK96xLM/aZQE5HcGu31aRFtYdOhijEhblhx94etAHAzyMZW3NkqcZ9atW0zsojcFh3x2FbN1okVj5TTcmRckcGqCPbpeFV+6wC/doAo3yiOSPZxwaxpslcH5jnoK786LBdaTNebvmh2hRgd65KTTHEDTDlQTzQBgsrbwDxj1pjAj3qzMBy2Tleoqox3Dgnd6UhgxZYyT6cCvpmw5020/64p/IV8yBjtIPIr6csP+Qba/9cU/kKQFmvkLWCB4h1L1+1Tdf9819e18ha0UHiHUiev2qX/0M1EtjSnuVoZD93ggdK19Ms57qUJApLtzjBJrJiCp7muj8Oasmm3i3BQO6hgATjqMVxYhtRfKjsppvrqS3UT2sxTY3I7itfTLuOGwdGbazFTycVWhkOqXIaY43EDPWotVjihcLFyqfK3GOa892naMjqd7K6J4pkBSWLJkVsn0qxaSLqGsR+bkY3cDjPFWvDmnQXOnyzPguEY4I96zUV4NXlaJdrBjtwayvGTlFbo0pXZq+I5Vju4gmwr8vA+lUbG2ub26c2o+63HB/pVCe6e8vVR3JJwMmuo0qVNLtnZH2ycYIFTO9KnZas2dNyWmyOY1WL7NcbBu3EDINZwilUs5U+3Fdbb2kOp+ZPM26UbuCOwqlefZkh8pUXzRxmtIVvs21OWNNyTXQppI8dkUZNzHPIHtWPdI7qisDx0xXUacYXjRrkDy9+DnmotTs7a51XZZECJmPlgLjPFVCooytYG2vdlscRMpJ5xxxVGVRsK54b8639Xsns5dhTBxmsGQHcGA4r1aMlKN0cdUhZWKhQRxXsnwFZmuteyMfJB295K8bkIbADlfpXsfwEObvXuSfkg/nJXSjmlse21FIgljZGzhhg7SQfzFS0x2CIWOcAZOBn9KsyOM+Ge4eG7xWeR9mqXaBpGLMQJSBknrxXW3cLzWssUUzQyOpVZVGShPce9cn8P7SeLw/qNrdQXNrJJqF1IBJG0bbHclWGfY1csPDsPhl59RGp67qGyFgYJ7lp89/lTu3H60AYGt+FLXw/qug3vh43EOpy6hHFLm4d/tMRyZTJuJzhQTmvQ5ZDHEzhGcqM7Vxk/SuDsvFNxNf/bbjwr4ge/k/dQK9ptigQkcbieM8Fmx29BXeu+yMs2flGTgZoA45fiLp7aLb6ydM1IaZLL5ctyY1xAd+wFhuyef7oOK07fxRDJ4iTRp7G9tJp42ltpJ1ULOqn5sYJIIyOGAOK4YadqB+CDaX/Z179vM2Ps3kNv/AOPjf0x02811GrrNP8RfDN3DbXEltFb3IklELbYy6rt3HHGcUAP03V9HtbrxRc2el3UVxZzK+oYUbpm2Z3KN2Pu49KdB47tJk0edtOv47PVTGkF26KEEjjKoRu3evOMe9ZVpb3KXnxAdrO6C3ZBtiYG/ffuNny8c/NxVO4s70eAPBNt9guzcWl3ZtcRCBi0SxjDlhjjFAHp9FA6UUAfMHjjDeNtdaX7q3jAL0JrDti4jiJlUo77Vjxyp9TWr4+lI8ca4uMv9rbaO2KpRLDIi4+Vk+bgUwNC0KJexZ+bAOcGuy06dFDytE2duFOe9cbaIski4PzdjXc6FpFzqlvIQdvkKZSFbsKYD57y4lWP7RIHQDiMLgio9Ju3sJoZ4/mk80biOy5zWhpWlx3eqLFLI+xchunpS3llbabPOAxZWiKqMDhqBG3BeJ4i8QW8UsZaNCw3DoOM9vpWb4yQLrMcaIywIiHnuee9ZNneyaZEJ0kkVsZ3DNV9Xvp9RuQsk0gKoGyGPNAHTWfjCSzsY7SFdoAwhODtrn01+5k1FZpc5EnTABPzVLDYwy6MtxI7q8aZBXvz3qsY0W3DBFPzY3MOaQHWXWoJ4kuo43cW8aE5VzzHn1x9KgS3htJGlEqSPgxAKe3rWR9qgtYLdYGLXBz5hcct6ZPeo4NRknnKlQAAeRmmM2L6xgGkJKbuJX2tvcnh+e3pXI6ze4sxB58ci7gQVravJgNIleVm2bDtU/X0rh9Tuk2hdvXkcdqAMm+nUXpLoXVzgOOB0rLnjBuN7KWGMLjtV+Z1kdUIHzHA46VT2H7VwxKKpGG9aQHqHwKj8nVdaj2kEQRdf95q9uNeJfAnLX+sM7EyGGPOf95q9tNIDg/iySPCkGBn/AEtP/QWrxnAPzZGfWvZvi023wnD/ANfaf+gtXjQAMfPUdqEA6Jtz8Hkd61bJDG6u+cN39azIkCEE1sWNvJqFxDbxE4LYXnFMCwb24MLwg/u92cYqNbiRLpJUU7wRWh/Z/wBkuBbz/ietWtRtbS0kBjOSvP3RzTAhvdemv4Y4ZmBZFCgYA4puoaakGnxP1G41lSAySu6qA2e1T3GoSTRrG7NsB+Uc9aBDLadocqnGT3qZby4aZXV9zAgjA6Vf0i2s7hCLjcAf4gmSOKpxKLck7QSeOaANBr2a+khhkO3CkFmFWbm0tI7pWgXcny8Bs81QW5RLOVmRd24YbHIot9RLwJEVXcX+93oA2rSziuI5ne6jhCMAI36msRda8i1ltNwZDux06mtq3sX+wT3kjPtjI47HNcJcsFlYj16UDK9xxO0mM4NVm4LNtOMVYeQtg8fSq8rZ6flSAiBUwjtuHNfTdh/yDbT/AK4p/IV8z8beAOO1fTNj/wAg61/65J/IUgLHavkLXTjX9RCjP+lS/wDoZr6+r4/1gsfEmpHoBdTfj85qZbFwKyFVbaM8etaFlktgYGfWqIKYD9M1dtCHYBDg1y1fhOynfmVjaWUsiRqwGDyRTZEcowUMy5571qx6Qi6St31Ylv4fSrVibRbJ/NjXeSOSK8x1UtUrnocsm7GVbXU9orOGwjLtGK19GKXBd5nUFiCCTisedvNCQogCh/l+tIRcQMFUEL3OelEoKS7MuM+XcidjDdnYQWz25qSe7meMo2Q3bjFV7QM91HuTLbx1PvWzqscatbfuFjk2nJH8VVJqLSZj7SW19ClYz3NsrFeNwIwRya2LVojaOsiN5sgHB6isgSMtwucttw2D2psmoSy3jvCSG3dAetZyg5bCTdrPU2VePKK/EQcEjvVfX7mzinia3WUZ3c/lS6XazX0io3zNuy2f7uRVPxUotr0WyIAFLAY/CopxXtUiXVV+VmBqF21025yeBgVkEsNytjb2qxLI2ST06VXOX4xk9vevZpR5UcVR3ehDjJIyMetexfATJuNdJ7pB/N68cYbQU6NnNexfAM5uteIbK7IMD05kreK1MJ7HttFFFaGQUUUUAFFFFABRRRQAUUUUAFFFFAHzB46TPj/VxGwwblyw96w4XdbZn2Hc4Ksfatnx58njnW5lYhFu3DEdQax4fOltoGVEwXIcZ7UwJLJgmcct6V6d4a8QjS7WVCMmRCm7jvXmsnkwTRyOdiqOdorcspUt41Z5XdGPy7ueaAPQLC4WW8MkMqxGUlnZuRmqc7GWRn+/n5Tj0rJtdQ/dGJcAvypHWrZvIluvKjcnYodsjtTEddoOkW2s2DRuwBhwoXJyK5G/tXtrxoXQsoPX2zV/TtYmgut1s7RxyHJ2krnis64W5vY2k3sfmPO7mgDUlvLRtDhsIom2shWVt3Dc8fSqzwm5uBCsbFVi3DHtVARGOGP533Afd7VfhkuVnURqpdkx97+GgDMnRQ8ZeVd6Z3LWlazqLdTKN6CQHjio9bijggCMiiVs5YDntWHLdzgiBTtULv4PXFAHR+K76wuNPgKSKjyb9+W+lcBeajBMwSP/AFiLtDZ7CpNR1EXESBv+WmRGMf5xWMWj8pmCgSBtvSkMjZh8ioMO/GP7tV7yUyx/vvmKEKMcU8GLaYhI59JCPmqObMkipGob5eSeMmgD1X4FhDq2tOpyTBFkj/eavbjXh/wIiaLVtaVzhvIi+UdB8zV7hSA4T4sZ/wCEThwM/wClp/6C1eLjDbSTgjsa9o+LALeE4QGI/wBLTp/utXixXHTnb1JoQEykM2S2W6DHpWrpt++n3McyYDRnK1jIAOn3qnRwy4YkFfSmB0M1/JqU+XcDdycirK23myyRBwz4GCO9ZOnSxrIGflMHJxzmrdvf+TeCVeQpBwaYHSeH9JgXU44dSUxxOjNlztzxTfF+lWljeFLTqMcZJx8tZV34iluJUZVUMi4GM1Vmu7rUFkneVnAXJLNzxQBs6Jqdna6dNHPzMWG1t2O1ZcIa5mYIpO7isvIyPmIDcmrtvMVkXyGbrx2oAfqCNE8cbMMAEN7Gn6ZEssxBkVREN/PfmpL75LVnuF/eNgrkZzWCLloVZUkcP3+lAj0a78U2UXhw2AQmXaoyGHY15vPIWY8fKTUb3TMhZiSfeq5chfmY7j27UDBipYjoR696icFhwcfWnv8AdH941H/CVHPfJpAMOQmFYHA4r6csP+Qbaf8AXFP5CvmPYRGCe47V9OWH/INtP+uKfyFIC1Xx/ra/8T7U+f8Al8l6f75r6/r4/wBeGNf1LYcZu5ST/wADNTIuBUPUDqPSrVs2Gz0AquoG/wAwNlW+7Tlk+cjGR3rGSurHStGmdNDqkrRLCTlQegq8GRbYsd29sECubim2nC8D+96VpreeYkYP8K4z61506dnoejGtfQ24rEyxtcoyhUG7B68V1DXGmy+FkBULMqIGyVBJzXAxarMkXko5BbjbnpR9qd43jZyfXPauWph5Tau9nczjFyT5tUSQzfY79Jflba4IH41dvdT/ALRut+ACM5wKzp7dVcPu3J6kd6RcIQdoUNzkVtyJ+91NFFrU0DbD7GZGYM2SMKeaytwR8FWVvet2w065mt2uQCY0ye3asC/uBJdswOMHiim7tpEXXc6Oz1pNJlDwFWJTBDYb/PSud1/WP7Rv3nIwzHI4x6VmSTMPm3HOf0qpNIXbPb+H3ropYZKXM9znqSS23ElmL8nAPTmoW5yBx6UrOHGcZA4/Gm5zzjOOh9K70rI5m7vUjc4YV7H8AyDda9j+5B/OSvHCu4kM+D1xXsfwCXbc68MY+SDj8ZKtGcr2PbqKKKsyCiiigAooooAKKKKACiiigAooooA+WvGzlPHuukMNv2x8t2X2rBtoLmDfIHCK67WUryRWx4+UL441/LHa16xNYsTO2d8rmNRnOeTQBKSbhTsceZH8qewrSjnDLGy/JhuM9zWVK6Rqvk53uMjjFT8xKgQ7jnOD0FMDora68oOT+7LHJLfxe9XTdW9wyFfkYMMqzckVzscvmQk5JK9QatnzEgUhUPPLZ5AoA6prmKS3UoMNEMIc/dpbXU5IcjeI93ylmAwR6VzkN6fI2oxLeh/i+tOkuZJIljG3eG3DmgDqRcbI3SJwBL9/PO7FP0zUo7e9Lt+6TYV2OeSf730rkv7XlszudFaRP4CSRRPq0K7ZGLFmwMEdM0BY2dbvI7m/mcOCM9fwFc007lnUnegBIUCmXM8ga5djiPjbg1QupJV2PEThsA84oAljuPOs5Bu2yyLjaeoqmFuJH8xG/eINn3e1SyS7JiPLQGLnj+L60wqVUyo7AMeecc0ARsfL+YIVCc5NDSmW3IJ8sk5DN3p85xGq9UfIyetRHy2kWNmP3eBQB6r8CXkOra0shyRBFzj/AGmr2814d8C1Zdb1zPTyIf8A0Jq9xpAcH8WjjwnB/wBfif8AoLV4wRt5Q8V7N8WyF8JQZ/5/E/8AQWrxl+W3dFPUDtQAMdwz2FPDc7k6/wA6jyQNnY8iiPCDZk7v5UwLKykTIOqlefrVtrgKjLntzWfs+UtuPBp+8ZFAE5lyBj5R6mp0umUlFcfMME+tUN2/I7A0rNlBg4agC60xHyq4zWnoOoR2eowyT/NErqxGcZ5rnxIBjcfm9qe7lnyOB7UAdp4v8Qwa5Lb/AGNCiwIUwSG71yErfNuH3fSq6ylWPzNSM+eCT9KAEkb58kE56CgMrLluvSmtkg+v8JqNSGT8ePrQBIw6Kv3e9IRnqOOlIm4Mobr2HrSHnjJ2jn8aAGMFRcIpGR19K+nbD/kG2n/XFP5CvmN8mMkgYxX05Yf8g20/64p/IUgLVfHut4Ov6mrHrdy8/wDAzX2FXx3rmD4g1MHkfa5f/QzSZcCqEWMYQk/jSqcMG7+9IFKAKeT60hBV9zjAH61FjQtK/LcjOKsRXBQDpkVRU5YfyqXIAyeAOtZSinubRk0tC+lz8+/pn1qR5ywGDzWa0nRt2Rmn+aDg7zisXTOiNayszTS5x8rEk04yk5ZO3c9KyTIWbO/n09aclxK2UX7v8QzUuj1LWItodZZ+KHstKktEUbX3AkrnqPrXNXEiuvB4bpVYzFwV6D+tRsSAoPIFOnh1B3OaUo290JGJjwpHX8ajY7lB6baTo5O7t0pqv5nOc/3q6kjG9xccbgRn0ppBGADy1KNufl5oPB5P0NUT0GPhvqB1FexfAAlrjXs4PyQdPrJXjoIbIxivYfgAu2514dtkGPzemiJbHuFeX/Fbx1rPg670uLSzbhbmORpPOj3cqVxjn3NeoVwvj74dp45uLCV9Saz+yI64WLfu3Ffcf3aszPJv+F3eMP72n/8AgP8A/ZUf8Lu8Yf3tP/8AAf8A+yrqf+Gfov8AoYpP/AUf/FUf8M/Rf9DFJ/4Cj/4qgDlv+F3eMP72n/8AgP8A/ZUf8Lu8Yf3tP/8AAf8A+yrqf+Gfov8AoYpP/AUf/FUf8M/Rf9DFJ/4Cj/4qgDlv+F3eMMfe0/8A8B//ALKg/G7xgFOG0/8A8B//ALKup/4Z+i/6GKT/AMBR/wDFUH9n2IjH/CRyf+Ao/wDiqAPWtFupb/QtPvJtvm3FtHK+0YG5lBOPzrQqnpdn/Z2lWdjv3/ZoEh34xu2qBn9KuUAFFFFAHyx4+kB8da4X+V1u3C57iubtZztkQOFjC9DW78RE3ePtZ2sW/wBKfIPasY/ZyW2fcxyduDQMsrMDa+Srg7gCPaoVIzGkQ8oF+jc/jUcSBo3eJiQpxzxilRZJIY9gB+f7xPNMRoieXdt2ljH8uQOtRQyFd22ZQBk5/vf7P1qrJIYlk/evuB7GpSBFCNqqVPc9c0AWVn2bWETfNyTTpJFjGU4Q/wAPfNUXineE+W5+m7pViaB1aOPdl+CeaAJomdHWSRS5bmNBwU+vrTr2UsUaZT5nAHbC1VljcSMxmdRH1w1MecbMl2kk6Yf0oAsPcSIWRTuj7MBxTJIfMhzCcANuY9frTIp08tIpsKH+6RyahEVxMHjtpPlBLcvt4oAa8kUtwksMZaXPODnNQgztdEurKcHqO1JteCNZB8rSfd29sVOIZrkAQPucDLF2x9RSGN82VolKnci9gKgcr96RSWzx2xU8krGJwsaIxHRe1Vo95bdgPjjDGgD2L4EsW1fW9ylX8iLIP+81e3mvD/gWsg1vXDKBkwQ9Dn+Jq9woEcH8WgD4TgBH/L4n/oLV4wMIzx9QK9m+LYz4Tg/6/E/9BavGV/iU4J7mhAIXOPk5o+9t4xjpTcYB+tOZS4XBxn0pgByZNoPHf604ZcnJ/H1ppQKu3e2T3pfuZ5zQAoQLwCA3vSsGXgZPuKQEyY4wB370/A28McnjBoAYCAQMZNPByQScehpp+XqMGlGCozQAPJ82CwI9aaRhsFhzRuVG+6GHuKQg5x1I55oAAgJODnHShg2Thh09KUNg8AYPWmNkvhaAE3HYM/eFOG/HrSldrDPPrQqMOQcigBvK8njHr2r6csP+Qba/9cU/kK+ZWI5U8565r6ZsP+Qbaf8AXFP5CkBar4619s6/qQXlvtcv/oZr7Er441r914h1Rx8x+2Tcf8DNJlRKobCruzn1qTdu5Hb1qNmBX1pWKpGCTgelQaLQcuAW9QOKcT8uSQfamsqqdzNnPA4pAQW+7060DuSjAx1z70ofDdRmoySWxuyPWlCoGDO3yj2pNDu+g7qdtPVjwm5QBTBtb5t1MOAemc0rDuSM4PXPoKacj71Nd9w6YxTBN5gZSM4+6fWmkS5D32oQ/U9OKaymRW2lV+tDIvH7z5vTHamt8vuq/rTEIF2jPU+lKwPTI59aVdjDeshLdMYprjcB7Uw6Bhj90jivZfgEB9p14jrsg4/GSvGQMJ/rDtz6d69k+AOPtev/ADZbZBn83poiWx7hWfrFzdWekXU9jayXV0kZMUMeMs3brxWhVHUZ723snksbMXlwpGIjKI9wzz8xGOlUQc14JuoLs3w/tLWp7yFlS4s9V2rJbnkjCgDhvXkHFbsmspH4ng0QwsXltHuhLkYAVlXGP+BVBp9hM2tXGs3cC21xLBHbrCGDEKpZssRwTlu3QD3rF1iS/h+JFjcafZR3rx6ZIk0JnWNkV5Fw/PUZTH40AaK+MbNNAvNYuYJ4ra0upLZwq72ykmzdx2JobxjZi+urEWOotdwRiZYBbHfNGSRvTnpkd8Vzr+HtebwTrWjNYxG6uL55omWcbJA8wkyM8gAZHNdB/Z2of8J3Lq/2X/RDpYtgfMXJk37sY/TNAG1pWpWus6ZbajZuXtriMSRsRg4PqOxq9XPeCdMu9H8Iafp1/EIrm3Qo6qwYfeJ4I+tdDQAUUUUAFFFFAHKXvw68Kalez3t5o0UtzcOXlkLuNzevDVEPhb4KAwNBhx/10k/+KrsKKAOQHwx8GKjINCh2sckeY/P/AI9Sp8M/BscZRdDhCkYI8x//AIquuooA48fC7wWCMaFDx0/eSf8AxVK/ww8GSDDaHCf+2kn/AMVXX0UAciPhl4MAAGhQ4HT94/8A8VSJ8MPBiZ26FCM/9NJP/iq6+igDkv8AhWng44/4kcPH/TR//iqT/hWXgzP/ACAof+/j/wDxVddRQBxx+Fngljk6BD/38k/+Kpx+F/gwgA6FDgf9NJP/AIquvooA5AfDHwYvTQof+/j/APxVIPhb4KDbhoMOf+ukn/xVdhRQByJ+GXg0nP8AYcOf+uj/APxVNHwu8Fq24aDDu9fMk/8Aiq7CigDC0LwloXhqSaTR9OjtXmULIVdjuA6dSfWt2iigDO1XR7DWrZbXUbZbiFXDhGJHzDvx9ayD8PfChbcdGiz/AL7/AONdRRQBzB+H3hUjB0eL/vt/8aUeAPCwGP7Hix/vv/jXTUUAc1/wgHhbGP7Iix/vv/jQPAPhcdNIi/77f/GulooA5v8A4QLwxkH+yIsj/bf/ABpD4B8Lltx0iLP++/8AjXS0UAc0fAXhduukRf8Afb/40DwB4WH/ADCIv++3/wAa6WigDmT4A8LHrpEX/fb/AONL/wAID4Xzn+yIs/77/wCNdLRQBzX/AAgHhbGP7Iix/vv/AI00/D7wqeujxf8Afb/4109FAHMjwB4WAwNHix/vv/jQPAHhZRgaPFj/AH3/AMa6aigDmD8P/CpGDo8WP99/8a6OONYo1jQYVQAo9AKkooAK5Cb4Z+Dp55JptDhaSVi7sZH5YnJP3q6+igDjv+FWeCf+gBD/AN/JP/iqD8LPBRXB0GHH/XST/wCKrsaKVh3Zxx+FvgonJ0GHP/XST/4ql/4Vb4KHTQYf+/kn/wAVXYUUWFdnH/8ACrvBf/QBh/7+P/8AFUf8Ku8F/wDQBh/7+P8A/FV2FFFh3Zx4+F/gsdNBh/7+P/8AFUh+F/gskE6DDkf9NH/+KrsaKLBdnHj4XeCx/wAwGH/v4/8A8VSH4XeCj/zAYf8Av4//AMVXY0UWC7OO/wCFW+Cs5/sGHOMf6yT/AOKo/wCFXeCuf+JDDz/00f8A+KrsaKLCucefhd4KIx/YMP8A38f/AOKpD8LPBJIJ0CHI6fvJP/iq7Giiw7s47/hV3grGP7Bh/wC/j/8AxVauh+FNE8NPO+kWCWrXAUSFWY7tucdSfU1uUUxXYUUUUAFVRYWo1E6gIE+1mLyTNj5tmc7fpnmrVFABRRRQAUUUUAFFFFABRRRQB87+Lvib4u0nxjq9hZ6osdtb3LRxIbeM7VHuRWMPi743P/MYT/wGj/8Aiay/iB/yULX/APr8eucH0oGdv/wt3xv/ANBdP/AaP/4mj/hbvjf/AKDCf+A0f/xNcQaUdKAO4/4W542xxq6E/wDXtH/8TR/wtzxuTxq6H6W0f/xNcUke9gB0z1q7HpcxTfj5PWgDqv8AhbXjfOP7WU/S2j/+Jpf+FseODj/ibJknH/HtH/8AE1zYsgi7CeT2x1qza2GBvIx6Z5xRYDbHxW8dtwuqoT6C1j/+Jp4+KfjrODqy8DJP2WP/AOJrNgsI2b5h9304q1/Z9s8bbwQQOMetFhXJG+K/jkA/8TZOP+naP/4mmf8AC3PHH/QXX/wFj/8AiazLuzikTCqeKyrmzaJmwOF4z60DOo/4W5437auv/gNH/wDE0f8AC3fG/wD0GE/8Bo//AImuKIIbFI2W54oA7Y/FzxuP+YwnP/TtH/8AE0n/AAt3xv8A9BhP/AaP/wCJriD0pKAPd/hL428QeKPEF9bavfLcQxWvmIoiVMNvAzwK9ir5++An/I2ap/14j/0Na+gaBHF/ErXdS8P+GY73S5xFOblYySgbKkNxg/SvKf8AhaHi8MQdTX/wHj/wr0f4xnHg+DH/AD+p/wCgtXhQzn5uo4oA7AfE7xhj/kJg/S3j/wAKaPif4w/6CiZ9reP/AArkdhIYtnnjg9qBuJDHBI9OKYHY/wDCzvF4P/ISXnp/o8f+FJ/ws/xcOuqL/wCA8f8AhXKLGXlBwenrUjW8pXfsJXpuxxQB1I+Jvi8gn+0lx2/0ePP8qG+Jni4AH+1FB/694/8ACuWeF+CRxjihVOACKAOqX4meLmyo1VSR3+zx8/pS/wDCy/FwIH9qLn/r3j/wrlPLLgMO3pxW5odhZzTFb2KR1Iwm0kfP2oAvn4meLdhP9pqCO32eP/CkHxM8XBfm1RN3/Xun+FUW0yBri4O7y4o+Np5J5rMubcBm8pflHc0AdCfib4uDADUlP1t4/wDCmj4n+LSuf7TXPp9nj/wrlQuxiDzUbhWXAyKAOub4neLguRqa8jr9njx/KlHxN8XKu5tUTkd7dP8ACuRAwxB7UpO5Tnk9AKAOsb4meLyONUXp1FvH/hXv9nI8tlbyOcu8asxx3Ir5RJALA8jHX0r6s03/AJBlp/1xT/0EUgLXavm3U/in4ytdYv7eLVFEUVxJGg+zR8AMQO1fSNfHuuE/8JBqfp9rl/8AQzSYmdP/AMLa8an/AJi6f+A0f/xNB+LPjb/oLIP+3aP/AOJricZGBSkcnHftSJO1/wCFs+NiMf2suR/07R//ABNO/wCFs+NT01ZP/AaP/CuJCkripUiZgAoJzSbGdgPi141PA1Zf/AaP/CnD4seNj/zFU/8AAaP/AArj/JcAjbg0gjK0uYdmdh/wtjxqP+Yup/7do/8A4mn/APC1fGpPGrpgf9O0f/xNceEwKlig3EcE9uKlzsPlOr/4Wt41z/yFl/8AAaP/AOJpP+Fr+Ndx/wCJumPe2j/+JrJu7GzFrE0COrtwxJPXvVO5tYovkU739uKmNZMlnQ/8LY8af9BdP/AaP/4mk/4Wz41OP+Jqv/gNH/hXHyRspORjHamEgjFaJ3Fqdn/wtrxr/wBBVD/27R/4Uf8AC2fGxJ/4myf+A0f/AMTXE8nmndqdwuztD8WfGuf+Qun0+zR//E16R8JfF2t+KJtWXWLwXAt1iMeIlTbu35+6PYV4E3JyK9i+ApBude/3IP5vTQJnttFFFUWFFFFABRRRQAUUUUAFFFFABRRRQB8lfED/AJKDr3/X49c5XR/ED/koOvf9fj1zqjPOKBihc9Oau2dhNcsNmCneo7aAySAAgH3rqdMhS3iIjQZbuaBFa30yGIkpu3g4zitWS3S4iWJVzjrmmpHIrqy4btV6OPy2yMDd1B7UwMgW+yQ7xmrsFokq47nqKtyQhyGCDJ7Yp1vEyOuFwS3FAiubFF3NjBXGRjk094l2s+0BjXcXfh6C28Nx6vETKzcPu5/ixxXEzKHkk8skqMkjPQUDK0VpC8DzSSsHB+UEVkXNqkcLIgGO+PWtSUbwBHkD3qDySVAPXvmgDlrm0eIb24UjOT3qmY2x93Hua7O4sWuLQoFVscgsM4rlp42R9m7cFzzSAplMAU3GD9KkY5J9+celNYFfxFAz1X4Cf8jZqn/XiP8A0Na+ga+fvgLz4s1T/rxH/oa19A0CPPPjIM+DoM9Ptqf+gtXhihfLVSTkdD617n8YyF8IW+ef9NTj/gLV4bkjHCnj0oQBGVyyheevNPCgYLD61GNoBznPtUqs7jHFMDe8PNYWjyy39r5yGMiNWB2k8d6SW7lWCW1QkWzMXCdhk5xVOIyyQpHg7FNakNsksPfcOooAzZpBJEEVcFe/rUUcG48oK3Tpm2AfuyCx4J71LDpMxljgSEs8hwKAKa6FcpDFMYi0Mmdr44FakP2ywsIvLfyzG4kjx1yOhFbPh5gZPsGpPIIOVQbuFb/9dX7+zsdMhayuxI90hyj542//AK6BHFxWb3s000rjcTucucbiTRrNhGruLQO8P99lxziup0mSys9R82a1S5hYfc2gj9aqXenXUVgjvGRBKSynseaAPPjAwYq2AagbgFevrXRX2muGOFySN3HpWJNDsPTDH1oGUxtaQhjx60EKOCAR61IqKMKQM9qYRg4oAZITtJJ28cGvqzTf+QZaf9cU/wDQRXylN8+4AggdjX1bpv8AyDLT/rin/oIpAWq+PNb/AORi1L/r6l/9DNfYdfH2tc6/qX/X3L/6GaUhSKBIyKdtyOBmmnqD6U9D82BxUiJYYfMZcA++BW7dXFqpt2sYfKkiUbnHVjjBrLtiUB2jk96twJmT5hnPWuao7s09mtGwkkM0rSNhmPUmqhjyxyua147TMh2rux2FL9iLMzhMgdqxVVI0ajuipaae90dsS5YDOBVyzs5YLhZETayc4NT2sNzavFOgZAxI3DiuqnsbQWkV9GZCoXbOCe/X8sVz1cQ07dx8jlFtbI466aaQeS7koHLAdgT1p40+JLWQsxabI2hRkVo3KW0hbyBgdcGp5E+1eT9mg2MituAH3veqUnaxzSqW6aHGXMDI5yuD71VdNmDXSXtozmQleV5asi4tmVfmX867IVUxr3kZjc0ELtB/SpGXn2phA4xXQmSNzwcCvYvgJ/x9a9zkbIPw5krx0nC9ea9i+AY/0rXj/sQfzkqkB7bRRRVFhRRRQAUUUUAFFFFABRRRQAUUUUAfJfj8Z+IOv/8AX49YMMbM4xnB4OBW/wCPhu+IevDk/wCmPwKi0S1TzGkdwUHBGaBmhpthFHal3GJOqj1rVtbYQuufmU9aRYhLmTeFVRtGDwRV6NQJE8vnHUUxCNCGuP3KHZ0rXgspXAby8nHerllZLLGjRjJb5iD2rRayv3B8iNzGo+byweKBFCy0yKXIKM79cKCcflU9tocd99oEcgjmiJ+R+M/nWhpltqNtHNe2YJ2IQ2M8cf8A1qo2sU8l8t7erMttNKfNkUd+p60wKEutXv8AZzaUz5tVJ4CjrnP8659LGSZpcBlQKc8V65pdr4YeF2SGJsc5mC5P0rhNWuVlvb82G2GB2LhT8vGOnFIDkZIzECBwR2qIKu35mJbOCMVpXC+YF3Ltk9PWo5tLvLONZ7iFo1kG5SwIz9KBmhYXEVraSwhAWki71wGoorTyuQck89sV1MbTsHmVd4Qcn0Fc3qQ8xzJ/COqmgDCkULJgc0xuW5OKsSBc4BIC9c9agZTnofx60hnqnwF/5GzVP+vH/wBnWvoGvn74C/8AI2aof+nEf+hrX0DQI86+M27/AIQ2DaMn7an/AKC1eGFME7+Rn5cV7t8Yf+RPg5x/pif+gtXhkfO0YJOO/ahAWLW2a5lCqQvuTUsCr5y+Z8209PWiK2l8tZtjbP71aFxp8tsyZ24ODkdDTA7K10qybw21zJbhJXl3K4cnC7fu1kWFvCdSETtiFjW5Z3LTeG/szQ7Ygu4tt5Jx3rn3B8wNG2CvQGmI7XWLdNNlt8hGKYZGQ7hwatPrEF7aw3z26G5t36525UD/AOvXGm6uTEiNcEg/wlula8z2i6HEqkm735bGMFcdPzpAX9c1pZ7WKO0RI1fO8jBNYeFmeJYnaaVl2n2Pp71QubtDCEi+Rl69iabp169ndR3MZIMbhh9RTA7fSdMbTr+GS7jGdobYT2IqhrMokuZbW2R3gTlRg/L3NMPiVr6+jurkFgoCsg6fzrYFvfzXTX9lauqyjAAU4I6EUAcmIGjiaXyXkVhtJIIArC8R2caQwzRQeWDn5d2fTvXZ6hqk5kazeNYEjO14kyAW78etc3r+px3tjDarCiLEWIdRy2cdaQHESkk5I+Wo9mOF79KtyAc7QMHpntVVvlQkYLL2WgYjLtjY9TjpX1Tpv/IMtP8Arin/AKCK+U2LCMdie1fVmm/8gy0/64p/6CKQFrtXx5rQY+INT/6/Jf8A0M19h18fa4P+Kh1LBJ/0qXp/vmlIllJR6VfW28uFW7tUVpD5jjjJPRfWtCG1eVXbuvUVzVJ2NqcVa5e0Kzjnuo4miDKGDNlsZHpVrULSGK5IhUj5jx6UzRZDBeb1QOQOhHArUuYvMuC4HzNyfavPqTfPqbU6LlUstizpVkr2Ekoxux8wPFWNPmii/cFN0TN8wxWai3K5CMQo9Ku6duSTzpWzH39a5Z63dzq+qJN8yui/bywxQSRBEzHkqCfWsKS+kuVZZ3wuOAB1NSAqlyXkB8ts4NSJ9lI3BVOO9EVyu71Lo4TmjeL5e/mV7OxmuInlC/InU1qXBS2sEK/6xeBj0JrOh1aSK1mtlYCMsT79e1WoJTeWvkLExlByTitbvdnjYii09TKeEzS8q4LcgbTTnCyRSwtb4bb+WK17przToUaaDbkYjdgdw+lZj6h5IaZkWRiMEtzVp82wqc5x2RxMqFTtxzVcjJ9xV+62tISO/aqbDnnAr1YvQbGbeRXsXwGGLrXh6JB/N68cOd2Owr2H4CHNzr3+5B/N60QLc9tqvdXMVlayXM7hIolLOx7CrFc/4k03WNRWyGlXNlEIZfNlS7jZ1kIHy/dI6Hn8BVlGZ4X1XU77xh4it9QcpFDHavBbf88VdWOD/tdM+9diSFUk9BzXmvhmHxF/wsbxILq704uIbcXLRQuMkxt5ezLcY75610ml23iPTJprrXtetLuxjhZmSKz8oqRzuyCeAAeKAOd0PXD4o8TO0Hi67s3SUudGa0WMmJTxy67jkDJI9a9GllSCJpZGCogyzHsK4fXW0fxU2iXWj3VvdahFewz289uwZo4wwMm4jou3Iwe+K7lyFQkkAAck0Ac+PGnhxltWGr25S6bZC4J2s2duCcYHIPXGatWniTR9Q1STTbW/ikvIlLNEAQSoOCQTwwz6ZrzDNv8A8M+Ocxc3Ht977V/PFdhrLwJ8UfCQVoxm1vAoBHTauKANLTtR0u3n127/ALfkuYopg1wkr5SzO37q8cDvViDxdoNzd2dtFqcLy3ihrcc4kyMgA4xnHOOtclYzQi++JX7xAAwz8w4/0fH86ozNBH8OPh6waNcX1gQQQMHad3/16APWaKKKAPlDx0CfiHr2BnN49LpFu7R7FXAbtTfHRx8Qte/6/XzVrSZCYQp+8OuO1AGpFGYQ0R5bHHtV+GIK5ycsOwqlBHvkLsxGK1LSFnkRUGWJxTEdJoMnkw/vVxuXr6V1p1+3tLTyrW2ycffJGM1mS6EtjYWcssp3ylQ6DscVvTeH7U6ZiPAlxne3GaNBmVp2rXUlxcW8VssjTqcIgC7eMZrntWXULJXsb0eUjMZFA9+O30q3peoS6ZfCZY1dsFNrHHWqvie7N/cJPK43H5fL7KOaYjHtXmt/3mXaEcBhnvW94d8P2+szXBlJARvlIP0rX0PVtMuNGk06dEREX5Qx+8eTXP8A9uNplj9mtEVJ92WlRs7l70gF8cadY6dcQG3kU3KqA0YXoAODXOaxrlxrFtBHKEUW6kLtXHvXU6Nplv4kFy17cLFJtBRtwznNc7rfh+7065aKZE87GflbIxQM59buSO1eJQPn6+9YN9Az7ivy/Wt4RtA6tJGWCnOOxqlcp5zNtXAPagRysgwrllyRwMVWbO044OO9a2oW7xN0yPQVmPHj5SMFqRR6h8BiP+Es1PH/AD4j/wBDWvoCvAPgPj/hK9Tx0Fj/AOzrXv8AQI89+MQz4Qt+M/6anH/AWrxBBgAqcjpXt/xiAbwfAD0+2J/6C1eJ2ykzKqnByBjtQgNy1kVbJYn+6e1a0Vo1+FSP5ilVbnRHtdNiuTcB5ZOqJhtoxW/4Ss57m4Jt5grhSQOMnANMRHamS2kWJ8mNTjbVlJIRdO/2dW8wbVGANtdDp2hf21dNLeyhWZN7EYypyOCKydSsbVYHSGdzNE7KwZQOM4GKYHM3Vu1pdGKV/njOG+tQebMGYk9DlfemXbPFM6v95TzUTXW9AeR/Dj1oGJOx356j+KkjPmvgNgE5+lQ7Scnfx2FPiG1i+O/SkB1mnW4sCsV2ybZFDHjJIPSugsPE91CXt7dR5KjgtztrlLC+sks3F1EZpsfIDnH51Na6y8aTW0Q2QTMCVHPIpiH6lLLPcyTOymRiWOBiucu4jJluxrqotMmu/mVC0YG4v2H1qheW6RRfZnhAYchjwWoA4q4i2YH4mqjBSfl4Fdpf+GbqHQ01fylFu5CgZ55zz+lcjLFtLbunpSGVZWBQqRgjqfWvqnTf+QZaf9cU/wDQRXytNny2JXtx719UaZ/yCrP/AK4J/wCgikBbr5A1kf8AFQal73cv/oZr6/r5A1oY8QalgnJu5f8A0M1MhMWwDCUEdV71rQuPMbHBPGKr6NYm9O0zLGi/eJIz+FTW8BW52lsc8E1wVpK7NI8r23NCK1kthvHG77p9a2LWRRb7ZANx71L9muHiig3hkZdwJ/Kta80S205LRmnYiYfMAv3eK8utVjdRe7OvCSd+YzLqZTEJI0wg+Wqcc7sGVF3f0q1e2ypC+3oOay4Lho3wFB3cc0QScdD3LzTSk9CK5eYR+TKcAcrVSJ3T7xOD8uan1BlklVy31FWo5IZ7VkG0ADABNbp2WxzKmpVGubYfpmnpcRtM4J2n1rQubyOxmV4MGb+IAcflWTHqH2fZGo2hfvbec1cDW1xmSFQrggqe5rJqXNeWxhXhGrH2MFd9yfV9VudThjE2wBVxjbgiubuWYoY+xrYuFnuJmMnMp5wO9QyWTW4EkkWSP4TW9PlirRPGkp05WlozlJou/pVN8D611Cad/aFy0UKgEjOc1h39q9vO8TDBU7a9ClUT0M+ZN2M/O3rzXr/wF/4+te/3IP5vXkTjBxjOa9e+Av8Ax9696bIP5yV0oa3PbKKKKsojWNFdnCKGbqwHJp5GRg0tFAFe3s7a0DC2t4YQxywjQLk/hUrKrqVYAgjBB70+igCt9itfL8v7NDszu2+WMZ9cUfZLcuj+RHvQAK2wZXHpVmigCv8AY7Yb/wDRofn+9+7HzfWg2VsyKhtoSq/dUxjAqxRQAnA4opaKAPk/xycfETXjxkXj9au6IifZ3Zm5fuO9UfHhx8Qdf7H7Y9XvDke9Qu7AYdKANWJFO7D8L61s6ezRNHIM/KwJNYzBYJWXr7+launStJJFEADu4HOKoD0R/E1rd2KQS23+kBcbjjr7Vb1LxBbPpKiKQCTGDHnntXI3FjJp0ypcsodk3KFYH+Vb1l4a/tDSRcLL++bhRj3+tIDA+0xz30Ks6IinDOOMjPWt/wASaNaXWjpfWWxkiQB2A6gDqfzrndV0afSJovtACmTkAHPFLaSXNzMthbbtk3ylc8UxGJCJCMAMHJxWxNol/ptvA5thObpPLVSmSpbt9an1C0gsbq1Fuj7kJ87cDjPGOtdH4oVpNEsb2B/LwyhV6+tAzjfIutO0qZpLaeKUH5ZBwFOe9Zn9py6jOr3l1M3ykZZ+a0tUubxVktJJxJEyK7EKO/NcvcXGbgbTgLwOKBHWeINR0mPQLC0soonmCqZZMAtnGMZrhpm5LK3PoK0mZJ4NjnB65x3rKuYzGxUcEUhmLel5TlSy8Z5rLl5UnLFver96AzKzE59PX3rOcoCTnpSA9P8AgMc+K9S6f8ePb/fWvoCvn/4DDHizU/X7D/7OtfQFAHnvxi/5E+A+l6n/AKC1eKQklgcYx6V7V8ZP+ROg4/5fU/8AQWrxW2IM6Zb5QRzjtQB2uiXIZIswGXb1Dcg1Lc6k9jrbXunr9mVxhYl4xxg9KtxvYWltby2j+dZSRqsy/dYSY+b3rMmuFkZ9qZA6GqEbGmeKJ9PvWuZQWEn3o/7w/wAiszUr+Z7l7lN4SRiQPStCC0guPDIcoBN54YNu527emKzNU1KW4toLRgvlwElQqjPOO/4UDMuWR5ZD5mWZj1PeoX+TPByONpqd8M3y8AetV5DubK8gDBpAMB3OFH8NTITG3+1noelNhlG85FTnE0nTBAoAXflDhlJPpV22imVVcofLb7r4pH0e4SISbcoyg8HOKVJWVEUn90nC+1MR12nz3lro3Hy20z7G3A5JwKydZla4ux5hT5QMFBjPFQ2MtzcXCQxuSGbCg9M+tWL3S7mTSZtQZ18uI7cZGeuKAKd34iun0MaW7xmBT8uQcr16fnXEXTYkYD5ueorcu4nFuflYqON+3isKUjJGM47etIZXlbKnjIAr6m03/kGWn/XFP/QRXyw+XTpgAV9T6b/yDLT/AK4p/wCgikBar5B1kkeINS/6+5f/AEM19fdq+QNZP/FQakf+nuX/ANDNTLYTLelsEYdT7Ct+Z4200xfZ8TEgrJjkYNZWgR28iyK74uNv7nI43VoXF3GyAbf3o4cjvXl1tZ2K3adia11K52QoSSsZGCa3Z9ZF7AiMCZE7k1g6XibUYo2QFcjjdjvWgzNpt45TaGJO0EBsVxVIRcttT1sPNxj7iC4vQYcb8n0rOSRZLhSx2LnGRxVv7IHhLfxnvWfNAbeQBzyecVUFHZHfVlU0k1oWNQt0MPmqOnf1rNjV3CqoO48H61cjZ5W8kfcapWWOK6j8pTgcMT61afKrGdWCqPnSsiFraaBfLCK5kHBxzSqk6W+FikDjoR6Vo3NvLL5bRMARzzVC4e5gkeJmHHtSjK5liFCk5KN79CxpzTTXiHLmTsD2NaeqXoeB9vls2AGOOv0rm0uHU/IxDA9q04oJ7iOJdwHmZwTjtTlTXMpM8adV2adtTPt7p7CYSxEE4xzWPqlwbmdpmI3E9FrRvbdoLuSIncyHGB3rFuflkOeD6Gu6kk3c5tL3KZY5OBXr/wABv+PrXv8Acg/nJXkDnB4GTXr3wGGLnXc/3IP5vXZEtbntlFFFaFBRRRQAUUUUAFFFFABRRRQAUUUUAfJvjwf8XE145x/pj1Hod4Y5NhTAPHNP8fZHxD17H/P49Y1vM6MgB5JoGd8GVpF8vaTgE7ulWVV7WQEBkYc9Kx7Vw9qjM21+9a9rNvnQSncT1z6UxF8Xcs775GLMOcnrXbeEtVZrxI57rEMYJCseBkGuKvRCJf8ARshD8v41auZ7e3tLcW29J+fMYtw1MRu+Mr4T6r8twskajEYDZA6U/Qbe6s7FtdE0JjiOCrt1/wA5rkd73TcZdscc1N9rvEtxZ72MJPzIDjmkB2HiXxTa6lp4t7SNt7EFnYcrgjpWbe6iL/wwsayzM8HO0gbFwD0rCvlXy1kRHjVh3aq1mHe3KfaAu4/MvNAAUu4YVknjcRyfcZl4NNh062uFkmmkKMqnYB60241GWS3SzeTckTsVzTWZIoP9Zlm7elMYGWzXSnt5ISbgOSJAvbFYc8nlne3OPStGWJjHvXOOmawr2fbIVJG3+VIDLvpPNfcABz19faspySSMDBPFXriTcxGQArYqk7AkkDHuaQI9S+A3/I26pzn/AEEf+hrX0BXz/wDAYg+LNUx/z4j/ANDWvoCgDzz4x/8AInQDgZvU5Pb5WrxFZORgEBfX1r3D4wjPhCAYz/pqcf8AAWrw0Hdu2kHHb0oQHX+GJdMkkaLUkuArL8phUE5/GtSOxc6dLcQwM8cJwz7emelcdpWpzabdJcQqjFDwJBuBrZh1e7NpNGjMsMhBYA8GqAms9Re1k3KisnVlPSrUMc1vEuovFG8MrsApz/nvWbaGJ9rSqzbWztU4yvpVq1bz5fIZ38kklVLfdoAZfMk6+YsKxtnoo4rOAzlc9Dn8a6q103T/ALBc/bLg/alb90oyARjr+dZ91od5b2kV28O2CVtqPx83GaAMNRnC9TV/SpEtNQRzDHMu8DZJ0NWLOxSS52y8KVPP4VALfy7gorZIPy0gNt7q4tbe52GOATcsgOCVzkDHpVJLVnlwmx/4vlOcVDPDOjIJs7iO5zx2rb8OOLa+UywgoOCCM5piJdNjhhPnSygMg3qAeD7VjX2pE78HAJ6dq6nxHbxX13G+mxAbkCmJePm54rh57fzYZnklCNEcbMdeaALV14lJ8Pf2OIIxHuEnmc5OBjmuOlPJPUE8ipZnLE859RUGML3x79qQxsj4jPIxivqfTf8AkGWn/XFP/QRXyqSvlncwPB6CvqnTf+QXaf8AXBP/AEEUgLdfIGskDX9Tz1N3L0/3zX1/Xx/rn/If1LsftcvX/fNKQmJZzbHwVzXUFLOWSBrNZWLAhg6jr7VxsZKvxya3ItSmaGBBtBiztKjB6964a9NvVFJt7F+6Elnd7ChR0PTHSrEcsmoSRwhVDjncaoi5a4uw1wdxJ+b1qaRo42XyNynP3s1xyXR7nZBNRTRt2d2JIzG+3K8Vlai/+lEg5x92pwkTGBlcqnSX8/8AClm08Xd48engzDHc8/rWUUou51zxiUfZMZbB7eH7QXBU9RmkvbxZY1EefvZyarETBfJb7qnpT723RY43TI3LnGaqyvdmjxlocsNjSlnW4sYDGi/uj8zt9KpXTTzSM1w4Lfwk9/pUEMbtbHEnyD7woWSSTyw3zBOAacY22OGtNSfO97Fm3tVCbnbYcZA9asahcQwW0UMJJZcndWnG8E2lmJlUSbNqnbzmubvoJo9pcYRzhWPeiPvS1OLmUnaxXh1RrW7+0FRIy9AayNRuftly8pAG47qlv4xBO0ayb8dxWc5y3Jr0qUEtSLK90M3dulewfAU7rvXv9yD+clePtyw6fSvYPgLj7Xr2P+ecH85K6Igj2yiiirKCiiigAooooAKKKKACiiigAooooA+S/Hwz8Q9f5/5fHrn04YEdq6Dx/wD8lC17v/pj1zocigZs2Wptbx4fJ55+lddFfW0sCiFVT1+bNedhyw252r3q/b3bxS/L19D0p3Ed3Hc42ofvg5zWndXC6iw2xhCqhevWuP0/VULfPg+mfSushaGLTYZ0dJGkZgUHVcUCK7iWym+Ygf7pzTmunZgC2QaoXF3uYN1APAppleV8qvOPyoA3dQ1q510wrcyAeQNqAKB/npWgmhWQ8OtqDXyfaByIgRkjH1rl0IRMgfnUfnlRtDkcYxTGTOnmfdIznqe1RylfLChhnPWnqpdVUDGaqX0ltYwhTnzf4t/8PtSAgn1B7eF4PMGwsWzXN31x5js38XtTrq9ErNnbtHQdz7VnvIpBPzAnoKAGuTubacr2qI8ign5cA8Uh44pDPV/gMc+LNUP/AE4j/wBDFfQFfP3wFOfFepj/AKcR/wChrX0DQI88+MZA8IW+f+f1P/QWrww9SOcjsBXufxkGfBsGen2xP/QWrwtSWHBGcdqEBKGY4yMDqMelbGk30aK0Nw22Bh82Bkk9qxt/IAHbGaAdq/Lz6Z6mmB1tvb6culyXRu2Fx521YQvBG3rnNdBaz6Y9hvWELNgDG48H1rzlJcOozgr1z0rqdGudOuVS2uC8btn94hAApgdqPDMl/pUN7ZTJISu6YbhlcdvypJ5rvWDZ6WjqEgRQoOAAwGMk1zNvrd7oU89pbXBEbHB5OG4q7p2oStMxUHzHOS6+tIRP4gtv7JuBaphjGvzMO+4U3wxo41a4bzLhYkUZLNjjpWdd34mvD9qd3I6nPWq8OoeQWMLkIw4BpgdRqOnxR6iqxym5VPlJK4HH0rdEGm+H5f7US4VvkISEc59e9ZGh6xZf2a0MkXm3TfczgiszUYrqBLxJ7cn7PhX+XhdwyKAMrWfEDy6jJdwny3ZzIoHO2uXurtncndknmorm58yRx0UdxVQtgdMntjtSGDtuOe2ajPGcHOeg7U4nI9AOtNIBX5RgUANLYDHrgc19Vab/AMgy0/64p/6CK+VHXh2JGD+dfVem/wDIMtP+uKf+gikBa7V8e63geINS9PtcvP8AwM19hV8e65x4g1Pp/wAfUv8A6GaUhSKYOAcc/WrFvOYnU1WBOM+1ODZI/kazlG+4k7HSJLa3k8GZNm4jzGx0NXbWSzjumhb94gPyyHiuRSQrk9vatGwu445R5o3L3x1rjqUNNDZVG92dpDHb6jfPEhWMYyoJ4JqSNbnRHnyQJGX5SOcVjyNBDaRXlrJknqpPKnNNbV57tkMx37Og9a4lBv0CtF3vc1xaPFaPeSEHH3R7mseaeS9uFDHBHyirN3eS/ZV3MwVv4TWe00YVdm4P3JqlAKVSdnfY6yfQ4bPRo5ftimSbrGuD6H1qrY2MMtu6SYRh0Y96ytP1JBdIZmLKvatS/m89Emt4gI87eByc1EYSjpJ3MqsnJ2SsV9X1GKKFLWHB8ofe6Z7Vy91fySRiIvlV5UelWNbk8mcxlNrgYIxWGz7jXbQpK12EUoKyFkk3dTUB+vNKW9vzppAz79q7UhCE5r2P4CnN1rox0jg/nJXjhGTj+dex/AUYude5/gg/nJVISPa64rxv8QrPwPPZR3VjcXJuldlMTKNu0jrn/erta8o+L3gzXfFd5pMmj2qTrbxyrJulVMFiuOv0NWWQf8L90r/oC33/AH8Sj/hfulf9AW+/7+JXn3/CnvG//QKh/wDAqP8Axo/4U943/wCgXD/4FR/40Aeg/wDC/dK/6At9/wB/Eo/4X7pX/QFvv+/iV59/wp7xv/0C4f8AwKj/AMaP+FPeN/8AoFw/+BUf+NAHoP8Awv3Sv+gLff8AfxKP+F+6V/0Bb7/v4leff8Ke8b/9AuH/AMCo/wDGj/hT3jf/AKBUP/gVH/jQB6D/AML90r/oC33/AH8Strwn8WNP8W6/FpFvpt1BJIjuJJGUgbRntXkn/CnvG/8A0C4f/AqP/Gut+Gvw68T+HPGttqWqWMUNqkMis6zqxyRgcA0Ae5UUUUAfJXj84+IWv/8AX49c4OK6P4gf8lC1/wD6/Hrm6BjhyetPRjvxUfalJw1AFuGdkYY4PT8K1LbVpoVALnatYAbpzUqsMk7ifrQB1tvqkYn+cAqpGfety31nSpdRiZ4CLcYEgDnn8a84EmfmJI+lTJdbYyqEgn070Csd9ruoaa+oO9jlLUgbEJORwM8/Ws6z1Sxh3NcIZBtP8RGDXJzXJmYNnHHX1qDzGBHXjn/69MDpL/XmcbYjhR90isS4vXmmaR3J3evNVHf369cd6axw3H0pDHmTPzAj2yKjLBjg0AjHpTKAAcUUE5oHvQB6v8Bf+Rr1P/rx/wDZ1r6Br5++AvPizVP+vEf+hrX0DQI88+MQz4OgB6G9Tn/gLV4Xn5fT29K90+Mf/Inwf9fqf+gtXhYZSW7HvQApKlBgc+uaVDk4xtxTNpVc88elDHGM9O9MCYsSpf0PSpY5SjAj8OaqqxVjk5xwB/dqRcEjnbQB0Nvq0Y097Z4cu0iyeYWyeB0rp7LxxFBpr2z2cbTeQIkkGBt/TmvOM/dbOCPSn+Zu5J+Uc0AdLLe2UmnzFgftTNleT681X0zV4bK5EksXmx7cbKxC7kYOOOlCtgcbvu4JIoA6WDxC1lqa3doqrtYuobkZP1qHV/Et5rEz3E8vzyfeRRtz27VzxzzzjjpSMTuB3/8A16ACVyeO1IGLjHTHemvwSe/pTCybx8rAnrgUAOZi3OO1KVVgOcEUjcgD8KTaDkYBHoe9AA3zKwIz7Zr6r03/AJBlp/1xT/0EV8pSDC4XDEdzX1bpv/IMtP8Arin/AKCKQFmvj/W8DxBqXr9ql/8AQzX2BXx7rv8AyH9S/wCvuX/0M0pCZSBG7nn2oJ+bNJjceKBz/wDXqSCQenrTg+OKhzk8cH1pwbNJoZo2l75MqMcsqkHBPFa1nriW13NL5KskpOV445+lc0CAPvUu7AwDzWU6MZbj33Owudbs77UI3kg2W4H3A3tWTf3UBvJTbZ8kn5AfSscPgYU/nSlst3xWUcNGLujVVWoctjfbVrd7VE8nEkf8QPWkfxFc/YkswVCLnB2jPWsBm/z6UhJ3Hn8KtUIXuZSd42J553lcu7Fj3JqvuP50hOVHzZppI54yK3SsrCHMccHmmjg80KcgHmkIyPemAuMdDXsXwF/4+te4/ggzz7vXjm0DkfpXsfwDz9p14f7EGPzkpoFue21R1bUrfR9KudRunVILeMuxJx0q9Wfql/Z6bYyXF/kWq4Dny2fGTjkAHiqLM3wvqOr6rbPeX02jTWrgGB9NmeQH13E8enStdtQtF1NNOadRdvEZli7lAQCfzIrnfDen2sPiHU9S0mPydMu4oyyqmyOWcFtzov8Au7QT3P0qnrepW+k/EvTLm8MkcD6ZNCJFjZhvMiEKdoPXaaAOoh1jT7i1e6ju4vIjlaF5GbaFdW2lee+eKVtZ0tVndtRtAtuds7GdcRH0bnj8a8xuJEn+GfiGzeCUXI1OV/JkhYMu64DLxjqVOfzroDZaYfiXOfstt9mOiDJ8obC3mE+mM7T9cGgLHdRyJLGskbKyMMqynII9RUlcn8Odw8AaQjhg8cOxlYEFcMcAg9OMV1lABRRRQAUUUUAeA+K/hR4q1fxbqmo2kNoba5uWkjL3AB2n2xWP/wAKW8Z/8+9l/wCBI/wr6WooA+af+FLeM/8An3sv/Akf4Uf8KW8Z4/497L/wJH+FfS1FAHzT/wAKW8Z/8+9l/wCBI/wpR8F/GYOfs9l/4Ej/AAr6VooA+az8GPGeeLey/wDAkf4UD4MeMh/y72efa6H+FfSlFAHzWfgx4zJyLeyx6faR/hTn+DPjFv8Al3s//Aof4V9JUUAfNa/BfxkAf9Hsv/Akf4U3/hS3jP8A54WX/gSP8K+lqKAPmr/hS3jI4/0ey/8AAkf4Un/ClvGQOfs9l/4Ej/CvpaigD5p/4Ut4z/597L/wJH+FH/ClvGf/AD72X/gSP8K+lqKAPJPhX4B17wlrt9d6rFbpFNa+Uhil3nduB/pXrdFFAHHfEXw9qHiXw5HZackbzrcrIRI+0YAbv+IrzD/hUnionmGz6/8APcf4V9AUUAeAj4TeKwm3ybU85z9oH+FIPhN4rIIMFoP+3gf4V7/RQB4B/wAKk8VZJ8i056/6QP8ACnN8KPFR/wCWFp0/5+B/hXvtFAHgY+E/ikL/AKm0z/13H+FIPhR4rCsvk2eCf+e46flXvtFAHgg+FPioN/qbTHvcf/WpR8KvFWSTDa9c/wDHwP8ACveqKAPBG+FXipsfuLQe/wBoH+FJ/wAKo8VY4gtOOmbgf4V75RQB4CPhR4syT5Nmc+s4/wAKefhR4pPP2e03f9fA/wAK97ooA8BHwn8Wd4bP/v8Aj/Cj/hU/izeD5NngdvtH/wBavfqKAPAH+EvipkwIbQH/AK+B/hXu9nE0NlbxPjckaqceoFWKKACvnbVPhD4uvNXvbmKCzMctxI6brgfdLEjtX0TRSsJo+bx8GvGIP+os/p9pH+FJ/wAKZ8Y5/wCPez/8CR/hX0jRRYLHzcfgz4wP/LCz65/4+R/hSj4NeMAD/o9ln/r5H+FfSFFFkLlPm/8A4U14w3c29lj/AK+B/hSn4N+McjFvZdf+fkf4V9H0UWHY+cP+FN+MOvkWWf8Ar5H+FKfg54xxxBZ9f+fkf4V9HUUuVBY+cv8AhTvjD/nhZf8AgSP8Kb/wprxj2gss/wDXyP8ACvo+inyoLHzefg14xI4gsh/28D/Cl/4U54xxzb2X/gSP8K+j6KLBY+bz8GvGOeLeyx/18j/Cj/hTXjHH+osx/wBvI/wr6QoosHKfN4+DXjHGDBZf+BA/wr0P4U+C9Z8Iz6q2rJCouViEflSb/u7s/wAxXptFFgSsFFFFMYVmDSlHiNtY+0SbmtBa+T/AAHLbvrzitOigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKA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A6/o//QWr57xX0H8bxnwTbf8AX9H/AOgtXz8RQAgGaXHak7UqnFMYEY470Z6jtTsE9DzRt5xSATGaMcYpwX3pwXP1oAZjFKFxUyxb+gxmrIsGKKRz7elAFDaSaQjNXhp8vZScDn2pjWjCNm6haBFMjvSHjtUhGBzxTaBjRycUhp2KOe2KAGOMofpX2Hpf/IJsv+uCf+givj1/un6V9haX/wAgmy/64J/6CKBFyvibX+PEeqd/9Mm/9DNfbNfE+vDPiLVRn/l8m/8AQzQBm54oAzTiOuO1NAz9aYCjmnbcD3puMU8e1IBCM0tOA+Xj9aeE4yR+BoAYFp4TPapUjLdOtX7SxedwEBJP6VEpJK7HGPM7IzUhLZwM0pix2xXXwaL5bFdm/tzU/wDwjSOcNhf97tXO8XBOxu8PJHDmLnoaYV7EV2U+hLDJsXJXsTWHqVj5Mzba1hXhN2RnKlJK7MYrimlasOp6VEV5rYzGEfSvb/2dRi88Q/8AXO3/AJyV4kQOK9t/Z1/4/PEX+5b/AM5KAPeaKKKACiiigAooooAKKKKACiiigAooooA+TfH/APyUHXv+vx652ui8f/8AJQde/wCvx65ygYuKXFJmloAMU4UAU4DPpQAAc1NGmTQiZq/b2rOwwKBFnTVKg/IDxV4A/Sn2lskIGTyR0FTIitMMn5f5UwK+zPPJPao2U7uelX7pY45F8o5+tV5U4G/HzUAUZrdZkwe1Y9zb+VIVHQV0MaknPH0pt1p6TR+b0J7elAHLEc009KtXMXlSFR0FVSKQz1P4ED/iqtT/AOvIf+hrXv1eA/Agf8VVqf8A14j/ANDFe/UCPNPjd/yJFv8A9f0f/oLV8/delfQPxu/5Em3x/wA/0f8A6C1fPwGKAQnajHHWlxS4zjAoGKBk8c1IFBPzU0DkDqKn4ZvlGAe1AEZTkfyqZIckY5FPjhJOB19a1LWydiAiH8qYia10uFrbeXO9ugrTj00RSbdmcqNtW7Ox3RhMKGVc88Zrf0/QpZ7M3JeMBeqhuRRYDmHtmiXYygL0bjn86yLmzZQ+wfLXX3ajLJHHna3B7kVUe2CITLgFhnB9KYHB3NsY+vOetUivOK62/wBOV4WI5YHtXP3Ns0TEnj2pAUCOnrSYIyKkK7aaSoXp81AyF+VP0r7D0v8A5BNl/wBcE/8AQRXx84+Q/SvsHS/+QTZf9cE/9BFIRcr4n1xtviTVen/H5N1H+21fbFfE2v5PiTVP+vyb/wBDNAFCjAzQBkgU5hgleKAEUU4AHihRu46e5p4XdxQA9YiUD44zjNThSzHPJpsYYAL+laNtbGQhQKiUrAlcZbWxOAB+Fdd4fgaMNiNWIHcCotK0KW5KKqEAn72OldZaaZFZLszuJ6+leTi8TFrlR14eNmV4oA0ZDJhywYEdqtnTt8YwhL9yTWnaLai4jlZVAbqAfu1Y1MxOm+GRfLj5wT1NeU6r5rIqTlv0ORntN5A+9WRqOlBsrtyeldhdwW9m7oW3ycFfQetUERrhyQnfHsa6adZr3kVGTbs9jyy+tDHIwHbis91wfevS9Z8PBYvOIxvJx6VwV5B5UjfL0717eGxEaq0MK1Jwd+hmlc4wOa9s/Z3GLzxD/wBc7f8AnJXipyvIPNe1fs783fiH/ct/5yV1HOe8UUUUAFFFFABRRRQAUUUUAFFFFABRRRQB8m+Pv+Sg69/1+PXO4rovH3/JQNe/6/HrnaBijmlApAOKeBQAoXNWYLWSZvkQsfQUyKPcQK6bTbYWyK5GS1Airb6RIMeYu32NbcdvDaIPlB3A8d6VwWU84FWLaJHhLume3WmIyg2JDxgU5mG0eVz/AHqt3Fvkn93hFGWIbNVlcxbgOI29qBiTEGJAEO7HJqtK/wAq7jntzWot9bJZuijLkY6d6xHJbqKAJ45OOF6+tPaUtHt5/GoRuRV/ut7VIgA5oAyr8RbSMDdWQRXQXsKSqWrBkXBwKQHqPwJH/FVan/15f+zrXvleB/An/katT/68h/6GK98oA80+N/8AyJFv/wBf0f8A6C1fP4OAeM19AfG//kSbf/r+j/8AQWr5+HSgB23gHjFKvIoAHrT1Hy5AoAVF45BzVmKFiwIB56ZqSytzM4Udfeurh0AwxxyuBiQblAOeKYFDS9Ked1QrXWppqWlrvjXO7HJq3plpJZWouUCkdNpxmpzaJIZH5CRqcj3xTEYe9o5cquWU9/5Vp6c9xPI0aTrEsg+brjjms5dyyl/7xwM1sWkK/a0jXChhyc+1AGbLqTRzs4iT/Vsh+Xpms3zDdNh5OOxP8q3PEGnpZTqglWUN8zEcYrDghQzFs4A7UAXI47YDB+cfrXOaxZpJMxgBwTkA11kVqtwC0LAIv8JqDUNIIsXm3LvHGMiiwHmdxF5bkfoarEZGa0r1D5zZ9cdKoMmeOOKkZExxG30r7A0v/kE2X/XBP/QRXx+/3G+lfYGl/wDIJsv+uCf+gigC5XxPr/PiLVf+vyb/ANDNfbFfE+vAf8JFqf8A1+Tf+hmgDPApy4B5GaTvTloEPVCzYxn2qeKPcRio0G73rTsrUvKuOpNTKSSuxpNuyLFlpk1wQURnzwMV1+j+GX8xPNUoc962PDtjDaWpaa3O5lG0k9DXUQWy26LM5DK3QV8/i8fJtxR6EKNOEbyvcI7ODS7YKFEqMmSUrHuf3bjIK7jyPbtXTw26MYj5g/efPt9vSsvVYN947smI1AxjmvLpVU5NMrkd00UYoCWBjG+MHDNU2qwK6R+WNg2AGkt3aK1KuhALAk1pXOpW76S9uibpCmMCtJSkpKyuZt3bbZxtw0gcO+4r2J61oQvKIA/lqieuO9VXjkZlbb8oPer5le1miE6/I43getdcloZSqtsq35kubbZklRzg1wWvQwxZULtbuDXrMc9tuBCLlh3NcB4ktEuWe5RPLHoTmtsHU5Z2EpynGx5464avZ/2eP+PvxD/uW/8AOSvH7hcHFexfs94+2eIMdPLt+Pxkr6BO5znutQTzxWsEk88ixwxqXd3OAoHUk+lT1w3xUldfCUNurbY7vULa3l90aQZH6UwOk0/XdP1OfybaZvN8sSqkkbRs8Z6OoYDK+4/rWrXD+LpWtfG/gmaH5ZHup7dsfxRtHyPpwD+Fb1p4p8PapefYLLWbC6uWDfuIp1ZjjrwDQBXi8Z6BLrEelLfD7VKxSLdG4SVh1CORtY/Q1oX+q2unGFLh3Ms5IhhjQvJJgZO1V5OB1rk/Gt9a2V9oNrqOlXC6PFfRP9ti27IpB/q1xnIXcRk+1SWsr3Pxo1FJeUtNHjWEHtvkyxH5D8qAOusb621G0S6tJkmgf7rr+RHsc9quVw/geRl8Q+MrJT/o8OqeZGvZWdAzY/Hn8as6/wCJjpviK10ua+h0uG4t/Mhu7iLdHLLux5ecgDAwevOaAOvoqnppuX063N75f2oxjzfK+5uxzt9quUAFFFFAHyd4+/5KBr3/AF+PXOCuj8ff8lA17/r8eucFAxw5qVOtRCpF60Aa+nfZy670JPsK7FRataBRt3KOMda5CwjTy9w+9W1btsIfOfamItgAgj+L+ECmzrPaxj58Bv4RQ0xVQ6Abs5BxVeYvNIGkkPXoaYFiOWV7d/vMCO1QCWWW2aLau3u1TSukKr9mYvx84PSokSX7MzKuVJ/rSAfBFBbx/v0IcjK5HWqxiWW4zjZGavTu6Qw3EoUqBgDFZ11cO/3F2qelAEd2XilEbODt7CoGZjweAakmhZcM7ZPqakaFWtQ/mDPpigCpPzCw71hOOa35AAvPNY1wI8/KefSkB6V8CePFWp/9eX/tQV75XgfwK/5GrU/+vL/2oK98oA80+N//ACJNt/1/R/8AoLV8/DkEV9A/G/8A5Ei3/wCv6P8A9Bavn4DnigB6/WrMEW89QPrUKjdhcdKuW0e6RQMmmB0vhzQ/t14kbyIinuTwa7FrR9M1SOB9oQHClu4z3rnLO7js7VURG80dwelaMcr3G2Wd5JHJ4BbkGmBsyzTWt+h8nGTuRSOD9KjbV40SS3lUfMRz3WqranNGwZgrvHwpcZxVVInv7svHH3G6gRLK9qJFG92wM84+9TnuIhIBbOScDhulQXtt/pWxTyDjAqW1s13bnbDCgC8+lyXNn9olkG9Tjr95e5qnFBDaXMc0kRlt84xjOTW9dtbRaaJYrgOIxs2DPX1rmzfyhJYmVSki4Hy9D6j0oArw3WyZyjcA9D3onujPH5UigDfkEdaSKyEkpCtz1xUl1Z7W9Mj8jQByGtBRPhFGBWC/X3rodYVWIKHLcgiufk4I71IyCQfK3SvsDS/+QTZf9cE/9BFfITAGM+pr6+0v/kE2f/XBP/QRQBbr4n13jxHquP8An8m/9DNfbFfFGvD/AIqLVf8Ar8m/9DNAGfzx/WpFXd3H400KeeOBTlwRigRbtxzyM+1dx4Xs4LuZMw8r7cVxdvyflHHvXb6AcRokRKOSAWzXDjf4ZvQb5ro9Imu7KXT1tlhAlQYTaOhojZJ7MRv+7mX7oH8X1rDs4ZraTzHJcHua0rhJIoY3HJYE7q+ZlTUXZM9NypyXYbfmWzgiaKZS2fm2npTDd3jaaSxJDf41USN55laViE3ZZD6VqXHlxQx28Pyr1LP81U0lZNXZnzqLd9jOW/vJ7Uxr91j+dbGkQwRxeZNF868jA5JqKDS5YrGK4UAqSDjHSrUV0YJVfajr6bepqZyUk4x/AxlJOLa38ypcx25uPJkKxxN27g9qwdVe4jvBC8hm8n5cjkf/AKqu6kJnl3OMbj8gHWqc4+zlA7b3Y5JNdNJWs5HPoo2iV23yRhyMdvpWRrReSxKH7y9fWuuufsUWnqwmVnfqgGNtcrrNyoVgoUgqR06+9dFGV5JpBGMndNHndyuGYV7D+z0MXniH/ct/5yV5PerHg7D1616x+z1/x9+If9y3/nJX0EXdGLVnY91rG8S6HF4j0G40yVzGZNrRygZMcikMrfgQK2aKsRzCaLfahr2narq5t1fTYnWCGBiytI4AaQkgY4GAvuea1V0fT7V2nstOs4bkKdkiwKpBPuBmtKigDk59J1rxBZRWOvRadDAsySzfZJXfztjBlUBlG0ZAzyas3+i3CeJ4PEGnCJrkWzWlxDKxRZY87lIYA4ZW9uQTXR0UAYXhzQ/7Ft7t5pBLe31y91dSKMKXbsvfaAAB9KZrWn39/NNbyWWnX+lzQhDb3TFSsnzZb7pBGCPfiugooAx/DekNoPh6x0t7hp2tYtnmHv8A/WHQewrYoooAKKKKAPk7x9/yUHXv+vx650V0Pj7/AJKDr3/X49c7QMcO1SoAWqMcd6ep5oA3bFVjjGO9am7KYGKw7KbAArXXDqO1MRYhkkEgK8sOwq6s8c+BPCN3TPNUIH+zTCTg8d6WW9LueFUH0FAFq4to4VLg7huxgdqns2MluyggCsv7TJDCAWDqexqNbtkkZkbAPVaANNrdp4GJlJSPpkVSgEE7Mkr7Qo44qFrmZg4R2EZ7ZpiJtG44PtQBFIcjHp0NNCHpVtYRgbgCD2pGhVVbkjFAFCV8HrxWRcriXitC7nRQVXBPvWVI5Y5NID1H4EnPirU/+vL/ANqCvfK8C+BP/I16n/15D/0MV77QB5r8bv8AkSbf/r+j/wDQWr5/ODjFfQHxux/whNvn/n+j/wDQWr5+GQeKAJFOD/Sr9oN8iquM9qzgcehNWreTa4I+8PSmB2OmzpbjypUyDjNbcU8MUxMSblXgA9xXK2E7TyruwR6Gurso2ijd5FQhuOnP4UCGsIbliSu3BztqzbK8dubnAI+6efXgVMPsMljM6bkkVcc455qLTZFl328j4Rvn49VpgFvOIrhd/OG3YrY1COKRo5ISoMwwQD6VQuLeFofPgIJC/OD1Bql9rmtpBJtLKo6NzQBstYySTLauVYxDABOAKzb/AEybTGM0u3LcqFOcCmnV2u5TMrGNjzlDioL26nu4huuC7jjBJzigCnHcNa3DSwO27sSKg1G/ndmuJ3LM33sjGalaB22gkZPUdxWTq8ykbN+So280DMO9lMjFs81lzNubnirtw8YUYyW9aouPrzSAhdsKcHtX1/pf/IJsv+uCf+givj6QYQ/SvsHS/wDkE2X/AFwT/wBBFIC5XxTrwz4h1U5/5fJv/QzX2tXxT4gwPEWqYPP2yb/0M0AUMnGKcuOBmmZ3D396UcUAX7X73HPtXb6U0SW6FTh+9cFbkhgc10+lXIBRT69648XByidOGaUjv7aed4oot643ZGSPStGO2ulm3J8+3qBzWbpv2fyVlcqSP4TWvHc3NnsuY2JgPHy9K+eqX1sjeU2qitoSwGF78C4TodvPFNntHjTzVB+8ecdB2qpLPLd3LsNqs54XvWnPfvZACYpIpUBkPPaseSaaa+4KmIi+l33JrTUGgsnhl6kbcjnFPKRrZiXzQ2e1YjS75H2LIEIztqgZLpZygL+W38JNCwzvdaClVp1I67nQh7CWN2kZt6j5MiuZnlMmQsny7s4I6GrxkYAOQrHphhnFRtbwqcAK5ZfTpXRC0G2c8abasZpC+TIzFuO2K5i9mZ5DnnArptRmSOHbGSu37xrir69BJWPGfXvXfhouTvY35fZxuzFvVAkYdjXrv7PJ/wBL8Qj/AGLf+cleOzPuY7mwa9i/Z5IN54h7nZb/AM5K9qO1jhb1PdqKKKoAooooAKKKKACiiigAooooAKKKKAPk3x//AMlB17/r8eudrovH/wDyUDXv+vx650DNAxR1p44NR08UAWYZMEVv20wZEz0rmlbFaFreBF2NTEdC21m2E4FQKqiQbvu02KUTxgr1Ap0fU4bpQAkyoWOD8vpTSE+Ur1pzJvUseB6mpQEEeO9ADIopZmO0YxQIJGfDDHPWrllJEuUZlwfXtVW/vfLDIjKQvTBoAd9ohtmO7msnUb4u5KHCntVW6ujIeDVNnLe9AA77j1qJjQxzTSe1IZ6p8B/+Rq1P/ry/9nWvfq8B+BHPivU/+vEf+hivfqBHmnxw/wCRJt/+v6P/ANBavn7rX0D8bzjwRb/9f0f/AKC1fP4BbAoAUVLGfmHH41F0PHWngFepxQM29PujDKCOcV19pqDzSI5G5cjI9q8/t5/KYHuK3rDUpIkyGBD8HNMR17Rx3NyTGhjRu27NWY8WkXnOu5j8o7YrEsr8hQ+QQvT2q3dXxljCs2CaYiwD59w258Ltz6UyM205EbMQQTzzzVJQs2w7gQtS70iHQbh3HSgCX7OsCKy/MSfpTpMwN5u4A49Knv8AULe8gieKAKqIQeOhrmrvVVELpxxxQBZu79Yk9znnNcvf3ZkJHWhrwFstz14Pas+Zw0hI9eKQxHkDDpz61Azkr9KcW/OozytADGOVY+1fYOl/8gmy/wCuCf8AoIr4+fhD9K+wdL/5BNl/1wT/ANBFIC5XxNr5/wCKj1Qf9Pk3/oZr7Zr4m17/AJGPVP8Ar8m/9DNAFEc0o/yaao/OnsRgbSffNAEiH5q1bG4wygdqyF27epzU8Uu0jnmplG6HF2dz0jTLtT5SO3Bro1liZvK8zKAfL715lp+qLGuH5FdTY3gmXeMEDvXh4jDNO56acakdGdxA0KIHJAIXG33rIlnDBxu3BTkZ+tZ6agFRipw1Il0Dh2xtPY1yqm07s5lh5JbGnJdSXEySQrs+U/Ka0YIprm2e4+X92uDwOTWKbyHAx8pHerOn6jGFlhe5WONuW3MBmpnzW0RccI5tLYkjPlq0bJhvUnNZN3q8NvIwYZb+E5qjrWubZCInUheODXH3uomSQtnk110MLKprItuOHd46s0Na1F5JOG4Nc3JJk53fhTprl5Mc9Kps+ceor2aVNQjY4qlRzd2JISTXtP7O/wDx+eIf9y3/AJyV4kxyea9t/Z25u/EP+5b/AM5K2Mz3ivP/AIneOdR8EWumy6fbWs73UjowuA2AFAPGCPWvQK4X4i+A5/HFvp8UN/HafZJHcl4y27cAPX2oA80/4X14k/6Bmlf98yf/ABVH/C+vEn/QM0r/AL5k/wDiqvf8KAv/APoP23/gO3+NH/DP9/8A9B+2/wDAdv8A4qgCj/wvrxJ/0DNK/wC+ZP8A4qj/AIX14k/6Bmlf98yf/FVe/wCFAX//AEH7b/wHb/Gj/hn+/wD+g/bf+A7f/FUAUf8AhfXiT/oGaV/3zJ/8VR/wvrxJj/kGaV/3zJ/8VV7/AIUBf/8AQftv/Adv8aP+Gf7/AP6D9t/4Dt/8VQBR/wCF9eJMf8gzSv8AvmT/AOKrc8G/F3XPEni7T9IubDTo4blmDPEH3DCM3GW9qo/8KAv/APoP23/gO3+NbXhL4O3nhrxVYaxJrEM6WrMTGsJBbKMvXPvQB67RRRQB8m+Pv+Sga9/1+PXOfjXR+Pv+Sga//wBfj1zntQMXNKOaSgUAOzTg3NR04daANC1vGgbqSKvHU1CnpmsLOKXdQBtR6jvcKx49Kbc6iynavT1rI34NBbNArFx72Q/xEVC07v1fNQZoJoGOZsmmE0hOaSgBTyKbR2o70Aeq/Af/AJGvU/8ArxH/AKGte/14B8B/+Rr1P/rx/wDZ1r3+gR5p8cP+RIt/+v6P/wBBavn/ADgAg817/wDHDjwRb/8AX9H/AOgtXz8aAHd+vNO3bsc5IqPv2pw/OgZIG561ZhmIPX8KqqATjoKeW2NgHJoEb8V8FhGMjFTTXZSSPM2/cDXN+aw4BpwlJHXmmB0iak4ViPuj0pjayQDnv2rCW7ZEZf7w5qHzMjg49qANxtfuGg8gbQuPTk1lyXJdj/nNVgd3PXAphbg96AJHb3qMtntSF80ZAGPWgYhOO1NJo6j0pMe9IBrn5SfavsPS/wDkE2X/AFwT/wBBFfHj8KfpX2Hpf/IJsv8Argn/AKCKBFyvibXx/wAVHqmD/wAvk3/oZr7Zr4l1/P8Awkeq5/5/Jv8A0M0AUgxXkfSkBwKaeopevFMBwNPB+lMU04EDpSAsRuQRzW1Yaqbc7dxI+tYJmJQL6UgfAxWc4KasyoTlF3R2J8QKIHTaCx6EdqSDWvOkVXPHtXIiU8e1OM7D61j9VhbQ2+tVLnT3usvHKyKcr2IrMm1WVufMb6ZrKMjFutNL81pGjCPQiVacnuXpbx5M7nNVnkznPPvUTuD06VHnJrVJIzbb3JCSxwDUbcHFAG5sZprA5zTEITjJr279nT/j88Rcf8s7f+cleI/er279nTH2zxEP9i3/AJyUAe9VgeLNcTQNFe6MyQSO6xRyyRtIkbH+JlXkgDJrfrN1TVYtMEJntruWOZyhNvbtLs46sFyQPfFAFXw1cXl3pCXN1qllqXmnfFcWUeyMp6febJ61aXWrJrvUbUO3m6ciPcDaflDKWGPXgGs/wvpY02PUpIoGtbe8vGuIbYjHlqVUH5f4dzBmx23VzzXUtv4y8WW62F7O19BAlu0UJZGdYSCrN0X7yn5sUAdaniHSXsbC8e9ihhv1VrYzNsMmRuGAfaq//CX+HjbLc/2xZ+SZfJ3mQAb/AEPp1H51x8UU8/hrwLAbC7D2V5bi4R7dgY9kbKxIx0DY596XUbCaS0+Iipp9wz3gUW+IGzN+5Vfl45+YGgLHptFUtNJbTLQkMD5KZDAgg4HUGrtABRRRQAUUUUAfJvj/AP5KDr3/AF+PXN19Oap8KPC2r6pdajdw3RuLmQySFZyo3H0FVv8AhSvg7/nhef8AgS1AHzbjNAr6S/4Ur4O/54Xn/gS1H/ClvB3/ADwvP/AlqAPm7tRX0j/wpbwd/wA8Lz/wJaj/AIUt4P8A+eF5/wCBLUAfNwpeDX0j/wAKX8H/APPC8/8AAlqT/hS3g/8A54Xn/gS1AHzfnijtX0h/wpbwf/zwvP8AwJaj/hS3g/8A54Xn/gS1AHzgDxSdq+kP+FLeD/8Anhef+BLUv/ClvB2P9Ref+BLUAfNtFfSP/ClvB3/PC8/8CWo/4Ut4O/54Xn/gS1AHzdQa+kf+FLeDv+eF5/4EtR/wpXwd/wA8Lz/wJagDg/gN/wAjXqf/AF4j/wBDWvf65Xw14B0LwnezXelRzrLNH5TmSUuNuc11VAHmfxx/5Ei3/wCv6P8A9Bavn2vrTxF4a07xTpqWGprI0CyiUCNyp3AEdfxNcx/wpnwh/wA8Lv8A8CWoA+cx+NAOK+jf+FM+EP8Anhef+BLUf8KZ8If88Lv/AMCWoA+dM5xzQOTX0WPg14QH/LC7/wDAlqD8G/CB/wCWF3/4EtQB86E44pcgds19Ff8ACmvCH/PC8/8AAlqP+FN+EM/6i7/8CWoA+dSRnP6U7PA5FfRH/CmvCH/PC7/8CWo/4U14Qx/qLv8A8CWoA+dQT2yPekJ6V9F/8Kb8I4x5N5/4EtR/wprwhn/UXf8A4EtQB86D0pScLt619Ff8Ka8If88Lv/wJaj/hTPhDOfIvP/AlqAPnJqCRivoz/hTPhDr5F5/4EtR/wpnwh/zwvP8AwJagD5xb7h+lfYel/wDIJsv+uCf+giuKPwY8IEY8i8/8CWrvIYUggjhT7kahVz6AYoAlr4l18f8AFSap/wBfk3/oZr7arzm6+Cng68u5rqWC8Mk0jSPi5YcscmgD5b5oNfUH/Ci/BP8Azwvf/ApqX/hRfgrH/Hve/wDgU1AHy/2pQa+n/wDhRngr/n3vf/ApqP8AhRfgnH/Hve/+BTUAfMOOM5zSlgQAOvrX07/wozwV/wA+97/4FNQfgZ4KP/Lve/8AgU1AHzFmlJI96+nB8DPBQ/5YXv8A4FNR/wAKM8Ff88L7/wACmoA+Y1OO2aMZPORmvpz/AIUZ4K/54X3/AIFNR/wo3wX/AM8L7/wKagD5iJpCa+nv+FG+C858i9/8CWoPwN8FH/lhe/8AgU1AHzCTgYAz7mkZuK+nv+FGeCf+fe9/8Cmo/wCFGeCf+eF7/wCBTUAfL+cCvb/2c/8Aj78Rf7lv/OSuy/4UZ4K/54X3/gU1dD4T8B6H4Lku30eOdDdBBJ5spf7ucYz/ALxoA6iiiigArNsdKt9Pv9Qu4WkMl/KssoZsgMEC8DtworSooAKKKKACiiigAooooAKKKKACivA/Ffxa8UaP4t1XTbRrL7PbXDRx74MnaPU5rI/4Xb4w/vaf/wCA/wD9lQB9J0V82f8AC7fGH97T/wDwH/8AsqP+F3eMP72n/wDgP/8AZUAfSdFfNn/C7fGH97T/APwH/wDsqP8AhdvjD+9p/wD4D/8A2VAH0nRXzZ/wu3xh/e0//wAB/wD7Kj/hdvjD+9p//gP/APZUAfSdFfNv/C7fGH97T/8AwH/+ypP+F2+MP72n/wDgP/8AZUAfSdFfNn/C7fGH97T/APwH/wDsqP8AhdvjD+9p/wD4D/8A2VAH0nRXzZ/wu3xh/e0//wAB/wD7Kj/hdvjD+9p//gP/APZUAfSdFfNn/C7fGH97T/8AwH/+yo/4Xb4w/vaf/wCA/wD9lQB9J0V5N8LfiBrni/XL2z1M2pihtvNXyotp3bgPX3r1mgAorh/if4o1Lwn4Yh1DTDCJ3uliPmpuG0qx6Z9q8k/4Xb4w/vaf/wCA/wD9lQB9J0V82f8AC7vGH97T/wDwH/8AsqP+F2+MP72n/wDgP/8AZUAfSdFfNn/C7fGH97T/APwH/wDsqP8AhdvjD+9p/wD4D/8A2VAH0nRXzZ/wu3xh/e0//wAB/wD7Kj/hdvjD+9p//gP/APZUAfSdFfNn/C7fGH97T/8AwH/+yo/4Xb4w/vaf/wCA/wD9lQB9J0V82f8AC7fGH97T/wDwH/8AsqP+F2+MP72n/wDgP/8AZUAfSdFfNn/C7fGH97T/APwH/wDsqP8AhdvjD+9p/wD4D/8A2VAH0nRXzb/wu3xh/e0//wABz/8AFUn/AAu3xh/e0/8A8B//ALKgD6Tor5sb43eMApO7T8/9e/8A9lX0VYytcWFtM+N0kSu2PUgGgCzRRXzFrHx18ZWOt39pCdP8qC5kiTNvzhWIH8XtQB9O0V8q/wDDQPjf+9pv/gN/9lR/w0D429dN/wDAb/7KgD6qor5V/wCGgfG/97Tf/Ab/AOyoH7QHjc9Dpv8A4Df/AGVAH1VRXywvx88cscZ03/wG/wDsqkPx48cAfe00/wDbt/8AZUAfUdFfLn/C+PHG3IbTf/AY/wDxVC/HjxwTjOnf+A3/ANlQB9R0V8uN8ePHAHDaaT/17f8A2VR/8L88cDGW03/wG/8AsqAPqeivlh/j742QZD6af+3b/wCypn/DQPjf+9pv/gN/9lQB9VUV8q/8NA+N/wC9pv8A4Df/AGVH/DQPjf8Avab/AOA3/wBlQB9VUV8q/wDDQPjf+9pv/gN/9lXqPwb+IOueOZdYXWDbYtFhMfkxbPvb855/2RQB6zRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHyV8QP+Sha//wBfj1zddJ8QP+Sha/8A9fj1zdAwopaSgAoope1ACYzT443lcIgyTTa19LCxI0hX6GgDOmtXgwG6+lQVspOLi4kBQMT0zVK5spYSWZMA0WEU+1FOPTpTaBhRRRQAUUUUAesfAT/kbNT/AOvH/wBnWvoGvn74Cf8AI2ap/wBeI/8AQ1r6BoEeYfHb/kRbb/r/AI//AEF6+da+ivjt/wAiLbf9f8f/AKC9fOtABRRirUVhcTIHRDtPc0DKtBrstK8KJJAstxz61ch8LWdxLIMDYtOwrnA08RsVDY4PFdTaaBCbmSM9A2BmugXwoqWfmBAVXmkFzzVlZT8wI+tJXoV1oUN3ppOwK696x7LwrKMzuu5Fp2A5SjtVzUrY2t46bNqk8VTpDClpKKAFpKKKAEb7jfSvs7Sv+QPY/wDXvH/6CK+MW+6fpX2dpX/IHsv+veP/ANBFAi5Xwp4j/wCRn1b/AK/Zv/QzX3XXwp4k/wCRn1b/AK/Zv/QzQBl0YpQCTjrWjZ6e88yBRnNAm7FOOAuM1bSwYqHVSc10tp4bfzU3Dr2rsYPDUEFrucAccCsZ14xMZ14xPLxbNGwyuKtxWMkjKduFr0OTw5A2nvMQCw6VFYaLHOqjge1R9Zja5H1hNaHGtpOBgDJ61UuLRoY/u4NenzaIluofAbBxVPWNBjlhR0UAt2pRxKbJjiLvU81S2Zhnbkd6gkhAfpXoy+HmtLRmePO4cVxWo25t7pvl/CtoVVN6G8Kqm9DDlTGRiqxBHatGSPdUEqZTHpWhqVKKUAnoOlBoASvfP2aP+PnxJ/uW/wDOSvA698/Zo/4+fEn+5b/zkoA+g6KKKACiiigAooooAKKKKACiiigAooooA+SviB/yULX/APr8eubrpPiB/wAlC1//AK/Hrm+1AwooooAKUAscAc0AZ4FaGl2+6/i8wcZ70AVpLOaJVLoQDWqkZOnKijnFdbquieZZR3EMe4AdhT7DR47jT2OAHUdKYjk7CyeAiV049a6a1sUvdMlmdAQtbw8Pv/YLSvFgAda6vwn4PiutEDSvhHPQUAeFyaQRM3B+9wMVR1DT3smG7vX0B418I6bp2jfbLddrxnoT1rxvVra81VTJFAdi/wCzQBytFb0GjxyWvzZEvpWZc2ptztPUUhlSjtRRQB6x8BP+Rs1T/rxH/oa19A18/fAT/kbNU/68R/6GtfQNAjzD47f8iLbf9f8AH/6C9fOtfRXx1/5EW2/6/wCP/wBBevnlIZJFLIhIHpQCNPQ9IOp3HJxGnX3r0LT9Nhit0BjBQVyHhe1uY2MhykZNd1cXkUFkuw5B4NMGXbS0jvC9vEcLjGazbrTmsp2jWU4zUI1V4kj+zDDH0qa8eYQCebO4880xGiml20Fn57Y3EVXtbwqTBK2I6orqzOqRv92odWZGRTbvz3xQBNNLsu3ReYjSjUUjt5If4ayI74rGyvyfWs03ZNzh/uE0hlDW7V7y4MqdBWDLC0Jw3Wu61ee1VUW3II284rBbTH1FT5XJFAHPdqKs3FlNayNHIuGWq5UjqMUhh2pDRRigBG+430r7O0r/AJA9l/17x/8AoIr4yb7h+lfZulf8gey/694//QRQIuV8K+IlLeKNWCjJ+2zf+hmvuqvh/V0LeKdWwMk3sw/8fNAGdb2zd+pr0Tw5oCpbrO/Jrnk0yTyYiqc13mgRSW8Kee2FxwDXNXnaOhy15+7obcVpDEgLIvHc1LLAlxEFJIHtVe7vEiZU6g0xb6WS5EUScV51pPU4bN6irakSiNnJT0qw8McEJ2KFPaq11M9rMpbqe1Ohv0mk2yYA96Hd6j5ZE8c6TQkOQGx0NUUnJUiQfd6VU1Bitxuib5fao5LhntRhfmNPRHRTw8prYvXl+kloV/iridQ04zyF2HWt+xlX7Wq3XC+9Q6jNE07rH9zPFdFJ8j0BQlTeqOMurJY/kUZNZc8G1sYrtptJkuYjKi571iXOnFjx97piuyFRM6IVUzmGjC7guKqsuw81tXNqYXKEc1m3EJALc1qbJ3Kte+fs0f8AHz4k/wBy3/nJXg3BXpzXvP7NH/Hx4k/3Lf8AnJQM+g6KKKACiiigAooooAKKKKACiiigAooooA+SviB/yULX/wDr8eubrpPiB/yULX/+vx65ztQMSil7UAZoAlt1zKpPSukiTzNhRPmHoKy7SLzIVTbg+tej+GtEhltw8uMqKYjs/BItptOFtfRBgwwMis3xboLaFeCe2yLaQ4ro/BbW7XUseBvRflFafjiFZvDcm4ZKsGFFwKSy2s/gVl4DCPp3zXOeE/GkWko9lfE+WOVzxirXh7W7CS1htrk4QcNXM+K/DcupXrz6OjNCvOVXNAHS395deN79La0G2zU8jP612Np4Y0y00z7H9mjIK4diOSfWvMPAOvpoup/ZLz5Q3yMT2rtPHHiI2OmwSWVwGDN82w9RQBw3/CKIb68CD7pO2vNPEljLZXbh+mcV9DeGreDWdGluwf375H0OK8T+IWnXlvfl5R8gNAHDUUUUhnq/wE/5GzVP+vEf+hrX0FXz98BP+Rs1T/rxH/oa19A0CPMPjt/yI1t/1/x/+gvXjug3cDRiJ4VAHU17F8dv+RFtv+v+P/0F68BsLgxSCPs560DO809VupGjhOFHat7TdHiumKXUmxBWPYPFbW8ccePMbHNaNxO8HyI+cjrVCC+06HT5swvvjHQ1dmvbXUrRIcgOgxWM8lzLGykEgdzVCMeVLneQ3pQBNfWzxPlR8orIe5dZCjN0rXNyZAUzu+tY9xFtmJfgGkBUuLz5sKc461VnlEm05wadPAYrncfuNTpFiYL046UAQqjvHhm5rY0KX7LeLnkZ6GqDQbCr549Ku27hLgMQAKALHiPTP7SvFmgGG7ism90FljQ5+fFdfpbrdSOn8XarV7ZCOJnlHINAHlctlcQth4m/Kq9eh6qiSGMxRgjGDxXI63Zpa3C7ABuGcCkBkv8AcP0r7O0n/kD2P/XvH/6CK+MW+430r7O0r/kD2X/XvH/6CKALlfF088cXi7VS6g/6bN/6G1faNfEGrybPFeqn/p9m/wDQ2pNXVhSV0eg2dxBJa5dAMDitazha4t96HIHY1yOjXAu2jjJwort7WRGZYYjtVRzivOqpxPNqrldiddPieMeaCX/lUcezT7oFvu+tNnuJdxRCePSqlx580YLqcetYWdtWTTi5NI2byKG+jE0XOBXPTwvGWB4OeK19NZo7crn5aramh3Bl6GuWnUd+Rn0TwCpwVWOqe9/0KN1A0NsrsxPrV638ryU2gEYzmo71HmsSgXLsM4rDtr+ay3QtyO2e1VGDqR03PR9pQwlW7WjRb10qwQJ/rSe1Z76dciATMhCitXTrdbqT7TKdzZ6Vpy7EQo7D5hjBq1WdP3UKpgoYu9ael9jO0O4WNWjcbgRjmsy40h5NQZ4/uE1qW0Ahhd8YPY1pWKrcWuR97vW0K2raPmsXhp4ZqT6nEahom5m2jLVzl3pE8alivTtXrE8EMEyM4zmsW8t1luXQINjc11067MIV2jyWeDYWPQ17j+zR/wAfHiT/AHbf+cleV69DHDfFFA/CvWP2b123viTjA2W/85K7E7q53Rd1c9/ooppIAJJwB3pjHUVyGj+JbvVPHN9puxE06OxjuLc4+eTLld59jjgemD3rr6ACiuDi8Qavr/iC5h8P6zoQtLabypIJQ0lxhTh2wGHGc4+nvXeUAFFUX1XT02b761Xe/lrmZRuf+6OeT7VIt9aPdtaJdQtcoNzQiQF1HqV60AWqKyLX7Qmtag02p281qFjMVoqKHt+DuLNnJ3e/pVpdUsGkhQX1sXnz5SiVcyf7vPP4UAXaKKKAPkr4gf8AJQtf/wCvx65uuk+IH/JQtf8A+vx65ugYU9HwMYplPjXfIq+poA6bSrNpYQ2ME13vhuGfIRmwlYWmWyixXZ1ArR06+n+1LboOSw6VQj0vQNEa31AXccgCd6teMdVsV0SeEzK0jDgA9KhuNP1JNJjNjnLKM+teceIrC7t7kfbJGyx5GaQFrSbG0u9Jmfzdsy8gV3vgO8gk0p7QuDOjEsD3FePWJnTUvs0Lt5ZPOK1tTv5vCt7DPazHcwycGgBnxM05tE8QyXkPyxud4AqDwu0niXZDcyHYOxrP1fXZfFF4guW3buDk16J4R8Bqtsl0s4jQjoOtAFbTtWfwpqElqj5hY9D0rz7x1rU+ozynZlGPWvTfGfg4x2n2yGUts6k1wb6ck9kVnC9OpoA8wo7VqavDb27hIccGsztSGer/AAE/5GzVP+vEf+hrX0DXz98BP+Rs1T/rxH/oa19A0CPMPjt/yItt/wBf8f8A6C9fOwOK+ifjt/yItt/1/wAf/oL1860AdBpur7Sokf5lGOa67RZhdt50z5UeprzGug0K9lXMe47elMD1MXVjNGEKgD1FcjrapFeBoW4rWs1VLNTIevSsLWAqq7sTx0oArvekSLtwPWmalJmFW9KxVv2jfpn61Zldprf72SOcUARS3jsq5XNLCqTyruOAO1VY5jggjLVPCHjUl8AnpQBptF5RyTlcVH5gZvaq5uJFZY2GQe9W0gZsMV4oA29DmVbgbfzrsLi4ha12Ou4n1rldEgikuF7Cuzu7ARQx+UA+RTAwZNONxCcIAO1cF4l0t4b7e7Ns9SK9K+1OkvlupXtioPFlha3PhYu20XA54pAeLyqF3AHI9a+zNK/5A9l/17x/+givjJxhWFfZulf8gey/694//QRSAuV8Na623xRqv/X7N/6G1fctfCviLjxTq3tezf8AoZoAvaXeG2uFYsQK7ay1MbMo/wAzV5tDIGxnitixmmEi7TlRWdSmpIxqU1LU9Z0xkEHnSuMnvWq72c9sRn5gK4bSp5Jo0RmPWurAjSIK338dq8XExsxYai41NStZy4eROu00zUZf3a4/vVJN5FqhfdgnrWDf6uk6iGMd+TWVODnO6R9TWcaeE5ZvWxa/tRrd/mG4dKhn097lTOpALDcBVaS4jex2kZcHrWjpt+k1usZYB1GOa2acPeijCgqdeKp1ZXVtCjpVz9mkKsSVPUVY1K7WSVWTJ2is+8CR3jrEeM9qs6c6SyMJlyR04rSUI/xDghUquTwt9F1Nm2kS6sVBPVcH2qbSmCh4weAeKxEZ7eRxkhTxitzSYl8ot3rKMOW76GGa4mFWnGNveXUvShGG0gE1TutPE0ZxwQO1Xz0pqvuyOh9KpSa2PATseZajpUYupPPzu7Zr0r4AW62994hVT/Bb/wA5K5vxnbL9kWdBiTpxXSfs/wAciX3iFnzylvjP1kr1aE+eNz0qEnJHuVc/4rj1afS44dKs47vzJQtzE8/k7osHIDYPXgH2JroKK3Og8v0a811vivc/adFtoGfToUmjS8DCGIO2HHy/Nzxt4rqdLufGD6oF1ax0iHT/AJsyW87tIP7vBGK3BYWi6g+oLbxi7eMRPMF+ZkByFz6ZqyQGBBAIPGDQBwfjHQ9Nn0+21nR47eHWIZ4zY3NrtBlYuAU4+8CM5ru2UOpVgCCMEHvWTpnhfRNGkMmnaZb2zckFF+7nrj+7+FbBAYEHoaAPF00qwb4S+LJzZwGWG7vDE5QZj2yZXb/dx7V0WoWNrZeI/AlxbQRxTyyyLLKq4eQGAk7j1bJ9a69fDWipp89gunQC0uH3zQgHbI2ckkd6lk0HS5Xs3kso2az/AOPYnOYv930oA5TS7W3/AOFjeMovIi8uSztC6bRhiVfORXIxWFpF8FdCvo7eNbxLq3ZLgL86n7Rjhuo47e9etDQ9NW7urtbONbi7XZPKMhpF9CahPhjRW0uPTDpsBsY33pb4+RT6gUAbFFNRQiBV6AYHNFAHyZ8QP+Sha/8A9fj1zddJ8QP+Sha//wBfj1zdAwqSEhZVb0NR0ufegDsLLXURFRXrtNGutOstl4xDSdcGvHo2w3WtyxubmSRISxKnimI+go/iFp/2QbQN4XGM159rerv4i1pQVIjLdRUdl4UvPLjuWb9y3WrF1AbFmFvEW2jqBQB3ei+ArKCOO4d9xdd3Arzrx7olxZa55T5aFj8h9q1tI+IuoWpS2Yb0XjDV1+vW8PiPw8NSZArxigDzC18HzrbJeRLx6gV634Qkm07Rf+Jgwjiz8jNWFoOp27+H5LcbS8ZPWoNR8UQajogsX/duh6g0AdN4ku4dW0qSCzmD45YivGdelazgMbPhhxwa3LHxGlnb3FsJclu5Nee+JLuWe4+/kfWgDLurWUqZy24GqNTNcyNF5e75fSoqQz1f4Cf8jZqn/XiP/Q1r6Br5++An/I2ap/14j/0Na+gaBHmHx2/5EW2/6/4//QXr51r6K+O3/Ii23/X/AB/+gvXzrQAvauj0aJYoQcZdqwLePzZ0T+8cV3miwWcVzEkh5XGaANWySXyRvU7F9ax/EEyOy9BjtXoLtZ3ljIlsoDRrxXlWtx3E146HgqaYGVcuqfMAM1TjmlDbhnHpU00Mq43jirlrbqcrjtQBWh3SvkLzV6W3byQWOD2pLZPJue2B2qfUGSTaVJB9KAJbIJKyo4yRXRwWsbWnAya52wQxMG65rq9IlzOqlCwb0FAF7Q9NSSROCB3NbhL2N6ASWjzxmtS3sGFuFt4+WHp0pup6dJa2OJeZGHy0xEOo2lprCq1rgOo5xXH+I7drS0Zd5PbBqexv5tPuHV3wuaqa5qFvewtknb3oA8w1CLYWYABW9K+w9K/5A9j/ANe8f/oIr4/1G5jbzI4eU9TX2BpX/IHsf+veP/0EVIy5Xwp4j/5GfVv+v2b/ANDNfddfCniIE+KNWA/5/Zv/AEM0AVLdwxCmuh0yLewxWBaqAxz1rr/D9skh3ZqZuyInLlVzprBAqIiDn2rprSOT5GkXn3qjogtkYsCNw9a2dSnLWRkhA3qM8d68StzX5V1M6eIg6qc9kZmo2sdzNkkj2rkdRRLa6Mac/StCbVbuQHAwaoW0TNeq9xyuec1dGEqavJnvYitRrqMaS17jNPilaTcykoKe433TGHIXtXWRRQmHCKuPasKW3+x3jrjKNyKqnXUpNszxuDlQoL2bvrqUDHtnRmOTnmuvsLW38pWRBk96xZNKVwjq33q2Y5E06CNCC1YYiamkom+Aw7w8XKstO5NqVlEURlXkntVuzt0gg3YOT0qbT5kuowXQ4WnSsC2B0rGnJtcrPEzWa9o+XqRk5qNo1Zg3Qj0onVmhYIcNVaG7VIsTMAwroSdtDxzG8RDGEJ3AjvXW/BBSl7rqkD7kH85K5HXZ7eVN7Hgd66z4H3aXF/ryJghEg5/F69HDXsdmGuezUUUV2HaFFFFABRRRQAUUUUAFFFFABRRRQB8lfED/AJKFr/8A1+PXN10nxA/5KFr/AP1+PXN0DF7UmKKKAHrgr/tVr6NN/pC55IOaxgcdKtWN39mnD44oEez2muT3OmxWiYGMCu98PadZXGnPFPGrTMPmzXhtl4hSDY6MM13WkeM4oVScv831piNuLwDbDxE28AQ53dK6fXI7PS/DM1vjZGV2qPeuJ1T4gJOVe3bbIvcGuP8AE/xAub/T3gkkyRwvNAx9neiy1Rlt3yjdRRrE9pGkrbtr7c1xGm619nZ3mbJPQ1U1PVJL9iQxA9KLgVpr2YzsySN19aY1wzHLnd9ar9qO1IY5yC3FNopaAPV/gJ/yNep/9eI/9DWvoGvn74Cf8jZqn/XiP/Q1r6BoEeYfHb/kRbb/AK/4/wD0F6+du1fRPx2/5EW2/wCv+P8A9BevnWgB8chikV16rW7ps00z+crfN0IrA7Vasr6SzY7eVPagZ6bpeoGDywTw33q2dV8OW1xCl8u3BGTXH6S4ltUd2HPSuluNTMdpHHJKCgHY0yTlNX00Ip2Jz9Ko2li8jDse9dbdzQXW14RnjFVlsDEwJIAagZzd5Z7Jxt6imvAzAbxzWtdwMLzYnIqzHDGV6cjrQBn2VjIwG0cV23h2NLFd8ke5u2RWNYKEfBHy5rrftFnHp8bjG8daYHZaOS9oZnG3d/KoNfML6eZN6kp05rgL74hi3hks0dVGMDFcpfeNnkhKCYlR2zQFi3qzCWZgjY+auW1fUltJ3hQ79y4qpfeIZrhmEXAPesV3Z2LMxZj3NIBj8q1fZ2k/8gex/wCveP8A9BFfGLfcP0r7O0n/AJA9j/17x/8AoIpAXK+FPERx4o1b/r9m/wDQzX3XXwp4k/5GfVv+v2b/ANDNAFWByG5rqNHuTDAcMBk1x6NtYGtO3ncAYb5etKS5lYmUeZWPRdPd0KsG+U11+nzrcSCBsY6V5tpWrGZUhyMiu509gjxtvAf3rzsRTZw1IWlqauo+Hbe1bzUwQ3QVzF9pcwzJGh2iumm1NGulWZwVXpzUylLn5UGR6V5aqTpP3tT3cFTjWjyy0RyNjDcBwVdselaOpRZtQ+PnGK2Y7KG2kcZUE8is6+kBHl8EHk1XtfaTTijthT+r4eftJ3M1Lh5LTyujrU8SXFyqK/IFKsSbcgVpWJ4+YY44rdws9jx6+YTlS38jQgfyrVYQAOOcU2mSSpEhd2AArIm8RWyAhOSKI029keM+abubDkBST0xXOXOGnLbsIBVa88Tbl4IC1yWp+I3kR1jbB9a66NCRrTpSZZ1fV41hktt2TzivQP2cnD33iQ5z8lv/ADkrwq4vWmkYtkn1r2/9mnm48Sf7lv8Azkr0IwUVZHfCCirH0HUMtxDAB500ceem9gM/nU1eM/tA/wDIO0H/AK7y/wDoIqiz1z+0rH/n8t/+/q/40f2lY/8AP5b/APf1f8a+L+KOPagD7Q/tKx/5/Lf/AL+r/jR/aVj/AM/lv/39X/Gvi7il49qAPtD+0rH/AJ/Lf/v6v+NH9pWP/P5b/wDf1f8AGvi7j2peKAPtD+0rH/n8t/8Av6v+NLHe2srhI7mF3PRVkBJr4u49a7H4VY/4Wbon/XST/wBFPQB9U0UUUAfJXxA/5KFr/wD1+PXN10nxA/5KFr//AF+PXOUDDtSUUUAFFFHagBwYjoatRX8sce0OfzqnRQBpwX0hYK78HvmoL1t1xgNuFVM09jhBzyaAJoLUTBvmA2jNViMEilDsvRiKbQAUUvakoAKKKKAPWPgJ/wAjZqn/AF4j/wBDWvoGvn74Cf8AI16n/wBeI/8AQ1r6BoEeYfHb/kRbb/r/AI//AEF6+da+ivjt/wAiLbf9f8f/AKC9fOtABRS9qO1Ay7FqtzFbiFH+VelPOsXTR7N5P1NZ1L2oA7LQNQeEL9pOQeRmt+9aS9QPE2F7V5vFfSoUBbKrXQDxGq26Ro2MetMVjptNizIRPyfU1Yubby32xYIasG31bcUJYfvPSt1L+O0j8y459KYixIot7USEgEdqxbjW96lA+PxqjqmtfaJjtfEXpXMXt3vbCMfqKQ7EeoXDS3jnceDVTJx1pDzRSGL2pKKKAEb7h+lfZ2lf8gex/wCveP8A9BFfGLfcb6V9naV/yB7L/r3j/wDQRQIuV8KeJP8AkZ9W/wCv2b/0M19118KeI/8AkZ9W/wCv2b/0M0AZg9KmhmMZwelQUoxg+vagDcsbkRTLIp6V0i6zLKFO/GPQ1w8c3lgGrqXLKM5qZQUtyJQT1OvXU555AFck/Wut0jVTHGFkb5+gry+0vjE4YHJrobHVMzKznmuWthoyWxLnUgrRZ2l79qmfzN/4VZsoUlt/3nLe9c2dcLyqFcelaFpetJL5YbmuX2PKtEctWpVmveZoiBvPCAZValvZ1sowQRUUupw2kWG/1hrm7zUGnZi7/SnGDk9TGMXLcu32qGeFhv7VxV1qPzMqsc1NqOoBMqrc1zs0wd93c13UqfKjtpUrFy61F3jCZ6Vj3EjMwGetSSy4GM81TY5Nb2sbpJbARj3r3v8AZo/4+PEn+5b/AM5K8EGM8173+zR/x8eJP9y3/nJQM+g6o3ulafqiouoWNtdhDlBPErhT7ZFXqq31s15YXFskzwNNGyCWPG5MjGRnvQBzWmw+BNYvJrTTrHRbm4hBMiR2qHbg4/u+ta3/AAifhz/oAaX/AOAkf+FZHh8avo+ttoGo3Md/bG18+1uxCI3AVgpRwvBxuXBFWtWvLqHxv4btIp2S3uI7syxjo+1F25+maALv/CJ+HP8AoAaX/wCAkf8AhR/wifhz/oAaX/4CR/4VzTa5qdv4b8aX0d3m40+8uPsxmXeI1VFIXHp1/OpBqHiBvE1jpn9qQeVqOntchhbDNuyFPu8/Nnd/FQB0P/CJ+HP+gBpf/gJH/hR/wifhz/oAaX/4CR/4VX8Hard6x4chub5ke5WWWB3RdocxyMm7HbO3OK6GgDG/4RPw5/0ANL/8BI/8KktvDuiWdwlxa6PYQTocrJFbIrLxjggelatFABRRRQB8lfED/koWv/8AX49c52r03xf8NfF2qeMdXv7PSDLbT3LPE/nxjcp74LZrF/4VN43/AOgG3/gRF/8AFUDOLortP+FT+OP+gG3/AIERf/FUf8Km8b/9ANv/AAIi/wDiqAOLpa7P/hU3jf8A6Abf+BEX/wAVR/wqbxv/ANANv/AiL/4qgDizRXaf8Km8b/8AQDb/AMCIv/iqP+FTeN/+gG3/AIERf/FUAcXRXaf8Km8b/wDQDb/wIi/+Ko/4VN43/wCgG3/gRF/8VQBxfajtXaf8Kn8cf9ANv/AiL/4qj/hU3jf/AKAbf+BEX/xVAHGdqSu0/wCFTeN/+gG3/gRF/wDFUf8ACp/G/wD0A2/8CIv/AIqgDi+1Fdp/wqbxv/0A2/8AAiL/AOKo/wCFTeN/+gG3/gRF/wDFUAdJ8BP+Rr1P/rxH/oa19A1438I/BfiDwz4hv7nV9PNtDLa+WjGVGy28HHyse1eyUCPMPjt/yItt/wBf8f8A6C9fOtfTfxY8P6n4k8KQWWk2publbtJCgdVwoVgT8xHqK8Y/4VN43/6Abf8AgRF/8VQBxdFdp/wqbxv/ANANv/AiL/4qj/hU3jf/AKAbf+BEX/xVAzi6XtXZ/wDCpvG//QDb/wACIv8A4qj/AIVN43/6Abf+BEX/AMVQBxfal7V2f/CpvG//AEA2/wDAiL/4qj/hU3jf/oBt/wCBEX/xVAHJQXLwSI2SQvatjUNfF5ZCLBDDitX/AIVN43/6Abf+BEX/AMVR/wAKm8b/APQDb/wIi/8AiqAOOMrsu0uSPSmV2n/CpvG//QDb/wACIv8A4qj/AIVN43/6Abf+BEX/AMVQBxdFdp/wqbxv/wBANv8AwIi/+Ko/4VN43/6Abf8AgRF/8VQBxdFdp/wqbxv/ANANv/AiL/4qj/hU3jf/AKAbf+BEX/xVAHFN9w/Svs7Sv+QPY/8AXvH/AOgivmZvhN43Kkf2G3/gRF/8VX01p8Tw6baxSDEkcKKw9CAM0CLdfCniT/kZ9W/6/Zv/AEM19118ma18IPHd3r2o3MGgs8U11LIjfaYRlSxIP36APM6K77/hS/xB/wCheb/wKh/+Lo/4Uv8AEH/oXm/8Cof/AIugDgskjFSxSHOCa7j/AIUv8Qf+heb/AMCof/i6B8GPiBz/AMU83/gVD/8AF0AchG4THOTVlLp1OQ3NdOvwY+IKnI8Pt/4FQ/8AxdTJ8HPH4HOgNn/r6h/+LoA56K7zht3Ira0vWhBIJHfmrS/B/wAfqvHh9/8AwKh/+Lp4+EPj8H/kAP8A+BMP/wAXUyipKzIlBSViDV9cinIdW59qw5tVaSMjPNdCfhB8QGP/ACL7/wDgVD/8XTH+D/xBxhfD7f8AgVD/APF0owUVZCjTjFHGzzbgWY5NV94bvXat8G/iE3/MvN/4FQ//ABdN/wCFMfEHGP8AhHm/8Cof/i6s0OXFrC1qZcjcvaspwA3Fegf8Ke+Im3b/AGA3/gVD/wDF0z/hS3j8kf8AFPsP+3qH/wCLoA4CvfP2aP8Aj58Sf7lv/OSuCf4LfEAHjQGb/t5h/wDi69c+B3grxD4Rm1ttd042YuVhEWZUfdt35+6x9RQB7JVS/tBfWUtsZp4fMXb5kEhR191YdDVuigDN0/SYrBjKZp7i5ZQrXE7hnKjoOAAB9AKxNf0abWPFukHF7bw2sE8i31rKEMchKDYc5yCu7tXW0UAcuvgvTlstWs1nvhbankzxmbOGZQrMCRnLAc5J/Cry+HbZdUstR864NxZ2zW0RLDGxsZyMcn5V/KtqigDL0TRrfQrA2drJM8RleX96wJ3OxZuw7k1qUUUAFFFFABRRRQB//9k=",
"path": null
} | Figure 2. Relationship of pLck 394 , pZAP-70 319 , and pLAT 191 to TCR microclusters during IS formation. Alexa546-H57 Fab–labeled AND TCR Tg T cells were incubated on bilayers containing ICAM-1 and MHCp. At different times after cell injection, the cells were fixed to yield contacts that formed between 0–0.5 min, 1–2 min, or 4–5 min. Cell were permeabilized and stained with antibodies to pLck 394 (A), pZAP 319 (B), and pLAT 191 (C) followed by Alexa488-conjugated secondary antibodies. TCR- (red in overlay) and phosphoprotein-specific antibodies (green in overlay) were imaged by wide-field fluorescence microscopy. (D) Colocalization was quantified based on the Improvision colocalization algorithm (classifier threshold 1.5×). Microclusters from at least 10 contact areas were included for each data point. | CC BY-NC-SA | no | 2022-01-13 09:01:08 | J Exp Med. 2005 Oct 17; 202(8):1031-1036 |
PMC1373686 | 16216891 | 3 | 20051182f3 | {
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"path": null
} | Figure 3. Colocalization of pLck 394 and pZAP 319 with peripheral TCR microclusters in the IS. Cells were prepared exactly as for 4–5-min time point in Fig. 2 , and then TCR (red in overlay) and the indicated phosphoprotein (green in overlay) were imaged by TIRFM for cells stained with pLck 394 (A) and pZAP 319 (B). Examples of locations where peripheral TCR clusters colocalize with active kinases are indicated with arrowheads; positions where the large central TCR clusters contained active kinases are indicted by an arrow. The dividing line between central and peripheral structures used for calculation of the signaling efficiency is indicated in the overlay by the dotted white line. Representative of three experiments. | CC BY-NC-SA | no | 2022-01-13 09:01:08 | J Exp Med. 2005 Oct 17; 202(8):1031-1036 |
PMC1373686 | 16216891 | 4 | 20051182f4 | {
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0Y8tW6gemans7G20+2W2tIUhgXO2NBgDJya4D/hd/hP0v/wDvx/8AXpR8bfCjdFvz/wBu/wD9egD0iivOT8afC45Meo4/69//AK9IPjZ4VJwE1DP/AF7/AP16APR6K84Pxs8Kr1XUB/27/wD16s6T8XPDWs6ra6bai88+5kEce+HAyfU5oA76iiigAooooAKKKKAPmP4tkf8ACx9VyATiHGe37ta4dCI25yD04Ndx8WMf8LM1PgMdsXB7/u1riRHlmDjBHpzQMc8vmxqoiX5Bywzz9aeiEWjOFTB/iPX6VGjKFK87iPoMVK9v+73K21QudrHJoAWQs6tu2K6dhjmogSrr5wBTr16flRuRUHyhyxye2KbsyQhDBjz6jHrQA5FDI7KwAHYnkUpwyY3EA857f404RFo+20fxtwMe3rUaF5cKcMFHRjgUAOg2tMCqMxxwop4Ktcu4G1QeMjODUWGZyYgF9wccU7Y4jQ4y3JIGc4oAazqzsREuTxgZ61JFE0jiN3KOOm4HiojGzHePlBPQHpSHfvJJZwDjPrQA2ZSszKcZHcHOajpzjDnjHt6U2gAooooAKKKKACiiigAooooAKKKKACiiigAooowTQAUUvI60lABRRRQAUUUUAFFFFABRSjrUsMPmh/mwVGaAIaUDNB4NSQSCGZXZdwB6UARnikqWeRZJWZBgE9KioAKKKKACiiigAooooAltnSOdWddyg8ipLxonnLRDCHnFVqeFZuQOlACKxRgy9RzUlxcPcEFzkiosHNaen6TNeyKgGCx4oAzArE4AqUW0hGdprpZvDktrOqFcNjpV+10WR7aTMWcDrQI4xIDnn0pkke3GK6yy0qOSWRJmCketY17beTIwUFgD1oAyO9FOcHccjFNoGFFFFAC0lSRFVkUuMqDzV+6SGaSNoEwMc0AOtIEl8sMBjPNdJq+nWdvZQSQY3Ecis+30e5htluHHyHpWnqFk/wDZ8MgkypA4piOUnjUyYAqW3tlyMpkmukg8LTz263O7C9ycc1pWPhmG4DKswVx2JoA4eey3TgIvJ7U5bGSHJKnNdLd6Lc2F7u27tvQ1WuJZDvZlHTkCgDGk+dAuORVd02c1ehjeSTaFzk9qLyzaPhgV+tAGJJIWY10Hw+/5KDoX/X2lULjToYrQSrMC3pmtD4f/APJQNC/6+0pDPqq+vINPtHurhykaYBIUseSAOByeSKzIvFejTTPClxKXjkWJwbeQbGbGAxK8ZyOvrW0yK4wwBGQefUVynhpVfxN4wUgN/p0XB5/5YJQI25NbsY5p4fNZng/1vlRs4j4zhiAQDjtULeJtJWa3iFyzvcQ+fEI4nffH/eGB05FYnw4mWPwp9nuXC6hBcTi+VzhhIZGOW+oIIPpVLWzdR+M9NOgC3M66Pcm3SQHY3zx4HUYoA7axvrXUrSO7s50ngk+7IhyD2NW65fwKmnp4ZiNg8rb5JJLgTYEizFiXDAdCDkYrqKAPmP4sO0XxN1KReoEXb/pmtcWHMjyOciRvmyBwPXiuz+LjEfEjUx1UiLj/ALZrXGwyBJhIqKcnADHpQMdESEZlVWJ9SMkfSgSOIWYDYCflJGfwoknXcC8a7u4AIxTY42R1LbTt+baTxigCaNiqtI0eJBgAFeD71C5aR2fdlh/d9KnfDTFSgCMMjaxOKg2GIZkDKW5GRw1AAyMmXG4xDpuBx9KRNvLSnbgcLjrTmM9wcYGAAMdMe9K8WPlLeYB6cEfhQAqRPLubcoUKCxHFKzqYFIUrzyVPbHc1CeFKqwO737Ug27PnBAxxt7n3oAkQYUy8KnUBWGc/Q0jbywlZuGPPHemuBgImM4ySRjNIwZRnblcDPXigCOZi8zMTn39aZStjdweKSgAooooAKMZ7U5Rk4rSsYVAyyZNAGaFJ6AmkIxXQG0jYbip+g4rMvLby+VGAe1AFGijvRQAUUUUAFFFFABU9sMuR7VBU1vHJLIBH96gBkmd5zTKuPbuGKyfepqWbySqgI+agCrRWld6VJbAFW3DHOKzjxx3oASiiigAooooAKcjEHrgd6bRQApxnipIAvnIHGVz0p0SLjczcelaU01syReVGAw6570AVdQij8xTChC45qjtI7V2AS31SBYoY9rAcmsW401opSpUgA4zQIySpHWkrqToKnTjOkmT6VlvYQpbF93zjtRYDKop7Lg0w0DCiiigBy4zzVm0jZptm4AHvVWrEB568igDTt9NMtz5S4Zgeteh+DtFiefdMAGj5ritDuIYLkPKGOf512+kX7pdKsQ5dh+VMRs6n4cuNW1aNoVKo3ygjpTrvwpqei2ksoywA7YNekxSiy0ZJ3i3lUDEKKxtP8RDxBetZGDZD3z3oA8j0zR5b/XEjnVl3tyelddrfw8shZt9nlTzAMnmuj8bWNvp2krc2kaxSqcbhXlsniK+HytI5Ld6AOZ1jwxNYAswyueDXNSxtGcMMV6BquqveWqW4A3DuRXM30CvCWOMigDBopzqVam0hkiRmQ4FdVpljH9kErkfL2rl7csr5A4rfsnLoRk/SgRuytNcbbeJ/3OKtWOn3OostlDliDjFJoURvbiOBmCp6102j2h0vxXGsTcZ6nvTAmsfDz2M50/UZzGHXKgmufutIu7bU5IrVywB4IrsPF4vdQ1yARRkYwAwFZmtQajpDxTNCQ5HXGc0xFC3sJpE/02fYe+adP4ZtSnm2cizE8MuazY57vV9VjjfI3HBArrrbwrfJeqbdsKoyRmgZ59NpdxpF75xgyufunpVC/WTVJGcgJtHQV7P4q8PQ/wDCPfaWfbMoGcd68YvlMblUJHr70gOYu7Z4skvkD3rZ+H3/ACUHQv8Ar7Ssu+Qquea1Ph9/yUDQv+vtKQz60NVYLC0tZpZre2iikmOZHRAC59Se9WqKBFCbR9OuLr7VNZW8lxgDzGjBbA96lawtGvFvGtYTcoNqylBuA9AatUUAVobO2t55p4beKOWY5kdFALn1J71ZoooA+Zviq6R/EzU2dd+BD8nr+7WuQjjW4YM5XYDx8wD/AExXYfFTyj8TdTWXjIhw3p+7WuVit44W8t5Noc8uRgY+tAyKS3kVjJGCG3YRQuePr3rSg0l7oLJLtVVG1dhH4ms8qqc+anyEsAh5H0qc3Uv2Z0aYoVw8cbDHFMRA1sPtkkceDt4BB6e9NkUBzHM5Cg44GeaEM0crEpISDuY44H1qIlJJW8ndkDOc4B/CkAo8iMeZvDY4A2kFqiZg7kRoEBHUc5HvT7lmLmNlCYPQCkKmRUKjaBx5jHANAxi+X8rBVPGDnjBpjAk/N6cVIW8sKCoZSO64zT4nZvkjG5mGAMdKAEK7UVWjKk8Et1+tJvjDFf4TwSckfhUhieFG3IGz/HnO36VCCxURDaAecseg96AIpdvmHZ92mUrDDEccelJQAUUVJEoeQBjgUATW0IZgTnmuw8OaKL69ihHRmAJPasOxWMSgdRXS6feC2kV0JUg8YpiO78U+B9P0rRVmil/eY6Hv9K8lvbF8SMUOBXc6lrdxqBRDKXAHQmuW1HUCgkhkAB7EUAca4w59qbUkpDSMR61HSGFFFFABRRRQAVZtCVfcDgiq1So5QY29aAOj0q0Oo3PlgbnPSui0v4c6tqN66CJkC87m4FZ3gCF5tftwhG4sOte9+KfEB8N6YksUSNKxxjsOKYjwPW/DupeHb10ulLKPyrkLwDz2YLgHmvcrPxNpXiQTDXCgYE7cCvPvFVnYy3zx6bF8mMg+tAHDUlS48pmRxyOtRGkMKKKKACiiigB8YDOATgVp2WmyXdxsjO7Hesmr+n38tpIDG2CTzQB1nhu3+zal5Trls4xXbWPgC61fUWNzG0MDfMGIrA+H1idU1+GSbkFs5r3TVZ59N0wyWkSuyDGD6UxHk+r/AAv1G1JjsXM0RHGK5g+ANRjnYXULRqoySa9c0DxfdX146X0aRRD+LGMVU8fawsujEWEqsc4YjrQB8/6vYra3bRJyqnrWVIm1sAH8a6ae1kFwJ51JU8nPes/Wrq3meMW6BSByaQGORg4xikpSSTk0lAxe9WYcBScc1WHJq9ahV5YcUCNnToojASW/edhXW+GrS5l1GESodnXNcfZFC24DGDXeaXryW1rwwVsYzTA9I07xNEsv9n3CZQfLu9qkOoeHrC4Jifa/OStcZBrNhJp7KMfaDzurb0HwnHqemtczOQ0mQuaAH+Jda0+90KVYpxI3OFNeRDUIUlIIywrqtf8AD95o9yyEZQ/dHrXJXumtb/vpRgntQATxPco1wMKB6Vm3Ns8lo0ikcHp61ZV52t5NjYQdqprKZgYwCKAMOcbXGajcqzDaMCr9/GiJ/tZrNpDL0Hlhdord0+GBJUaQnYetc1CxHfvXU6agngChcsOlAjoY5bS0kE0DHI6CtGy1X7dqUDDIfIrLGmzRQLujJLdK0LLQr2yZLl49inkMaYj3G3gilt4XeNSwUHJFLe2FvfwGK4jDKf0rE8La19psRBcN+9iH3j3FTTeK7KK8NvhifUUhmbJ4OttO828tcF1GQD2rmhc6lG891HKxIOCPSug1zxXH9kZIZgjE4I74rC08mW2lSKdWeXk0wJb7WmvPDDxSZaYHNeS6hKzOxZCuDXpdtp5a1u9z5ZM/SuR1y1tf7LDrjzs4IoEeeXsxklIzx6VtfD7/AJKBoX/X2lYV2oWdl9DxW78P/wDkoOhf9fiUij60ooooEFFFFABRRRQB80fFMFviZqSrhWIi+fqV/drXOQxPNMqu7M+CqMTwa6r4mbj8SNXVY1ZsQlSw6Hy171zUEksYKbV39DJHzz/hQBBd2HlSpEhAc8qepz3qsJXcykj5jgEMM81dSylWWZ9wIJ45pl7bC2ldyrSbl5ZD9360wM+He5d5HYL6DofxprOE/iV8gbeM4FPkaPaBE5wpzvI5z6Ux1LLGj/IAxBbtSAH8kxbScvn5SOMj3pmCSoZXEfYE1OsLMpkEwdUPy46j3NRsrSyHzGjXJzkn+VAyV185EYjbERgtjJz64qJ/JDeUgZhn5WPBNNZmSTYpAHT5T1FIitEpZk+me/0oAYHaJjtLK4PGT0qaNydys7IrDJH940mQgLNhtw4yegpHRGjMqqSOmAelAFeQKJCFYsPXGKbSsctmkoAKkiAL8imVJCpaVQKANuwtwVDB+narsjlE3AE1JpdjI8PKkCp2sWjIDggE0xFRbllTcMj0rG1KZ5HLPn2rpjapgrkYrntSgjWRuooAxz1pKc2AxA5FNpDCiiigAooooAKlG6QIoBqKraTZiQDAZTQBv6CbrTLmGdMo+flNdhrev6i6q+pAyIy8VzUuswvpkKbVEqY5FGp65JqljFBnLRgAHvTEZVzcFZJJEYgE7lqvdazNKiBflIHUVFcpOineCB71nDdI4A6mgLA7F3LE5J5NNpzo0bbWGDTaQwooooAKKKKACnxkhhjrTKUYBoA9C8K313p8STwtypyMV69/wl1zBoKXNzbgll+92rxbw9NH/ZTFmAI6CuhufE897oiaZjCr0NMRBrHiiS5uZFgGwN2Fc5NrN3GnleYSCeQTXbaF8P5NZ02S5WTDAcZ71xWsaNLp2pvaynBDYzQBWvdaaW28sjoK5pm3EmtLVbVrRwC4YH0rLpAFFFFAxV4IzWgkavHwTWeO1aNsV280CNOwkjhxvGR0rZ2IwXyyCOprnY1+bjBrchkX7KoAw46mmBr6RPbC/jEo+XdzXvely2z6XE9rjygnAFfOcVzEJkXbgk9a9N8M6ymk6dIpn3qVJAJ6GgDmfGer3l1qUreZwjYC+lcg81zfhvMcfLWnrEv2/UJ5vNC7m9azHs2iIZZDg9TQBFIyRWuIz8x6isuXdFGXVq1ruGGBF2vkt1rOnIEG0rkUAYs0hY5bJzVetnyIZo9uAGrMlgML88rmkMZGcNmur0q8VY1C4DetcmDyfStGylIIAPWgR6DHrJWNVf5m7V1UN1LJYxzXLq0KjhRXDQWCx2Mdy8oOe2avRO0sBCykegzTA7u38WWNhpsqxwjzH4HrTfCWkz6reSajL/q8nAPrXP6dBZQiH7QhkLHkV6xo7WUVmtvZYUhc7aAPNPGWiXdrdvMVAhc8EVygku7I7oHPI9a6Xxhrmoy6w9rccxRtgKKt6D4ebXoiQoRVHJNMDC03W3ETwS7vn4Y1zuuvHA7hH3Ia6zxZpSeGLhUQh96815fquoGSZsdPSkBkzSbpS2PzroPh+c/EHQj/ANPaVzjHccmui+H3/JQdC/6+0pDPrWiiigQUUUUAFFFFAHzt8RkU/EbVj8xYmEYDY48ta51o9rFUysWcnnI/Guj+JG1PiBrUhQt/qVyBnrEuK42+kdYY5mBZuhY8c/4UwLTO+GaSSJsNgEHJqG/uYb1UjVPnycF+CPWoftYkj23KKT0wo5X0xUNwzsYxnMicKVfp70AVggiBEcjnPGQuBjv/AEqSKGN8+YScjPsPqaI2M0whVF2jJy/zUiuTG6eSSEJO7rikBDJIcLAuFC9Tng1KzQ8oqlGx823kHHoKWGZPLKmNX9Rs/XOadCkNxIRIzMmCVVT8w+tAyAszw4dAGJyJD1x6U4ExbZGmDHHI6/hT4IxPAyKCrRnO9Vzx70ksXm4Us7vjJYc8fSgQy4CSSJ5aCPI5TGADSpcyQMRtTB4ZCvX601MCIc4GeSOhpGmzEQMAq2R70DIrkqbhioABwcDpUNPmYtKWKquccKMCmUALU9pIIrhWboKr0uaAPQdH1u28nYyc9Oau3l7BdqoiXBHHWvNkndSMMRz2rRtdTMZDFskGmKx1VxbER7nbHFcjqcjCUruO2tttZWS3Jb0xiubvpRLMWHT60AVutJRRSGFFFFABRRRQAUZ5oooAeJGDZya1NFvUi1KJpl3AsOtZFKrFWBB5HSgD1Tx/NpkuhWskFsI5SoyQOteVgkNkcVaudSu7uNY55mdF6AmqlACsxY5Y5NJRRQAUUUUAFFFFABRRRQBesLiRHCBjt9K6vR7mEXC+f9yuJjcxtuFa9nexiMmQ4NAj6Y8Mzadb6CXs5AVC5Iz7V4d4nuWvdcuZ5Dn5zjmo9J8WpYQvHvYqwx1rm9S1QzXDMnQnNMCpqUgeXhifrVGpZpjMwOMVFSGFFFFACr1Ga1I40MQIPNZVSrO6jGaANePy0yS3zVveHrJtSnCZUKT3NcT5zbsmtPTdUksz+6cp9DTEdjr+nJpdwFjdWOOorMTUJY4iA7Z+tZ0uoPdSbncsT6mrSwzSWwfb8hoAhMjSMxycnrU8ckzxhMZAqKO1ZWUMcepNWx5ce5VbOKAK0vls+0kg1SnwRsGfrV9VjYM0pI+lUmheRmxnZ2JoApLIEY81VuZQ3FXLu3WBNxINZbtupDBBlsVdVkh2kcnNVITtkzQznzCwoA7jQLWXWpPJWfYqjoa1Y7dbO6aKVtxU44ritGvjbE4kKsehFdDaSSTnfvBJPOaYjq7G2vdSkIt0ykXO6vRNGlstMsVneXzJ8YcZ5FZ/g9LbRdDee6njDSj7ua4bW9TmgvJpIgyRuxx70Abmu3Nvq2qOLWANI561HaanqOhECBmI/jQCs3Qb1LCE6ksymVedh71PrPjKKXT5GFoFll6vTEYXibWZ9Uke7uCDt4wa82vZxNOzDoTWpqF+Zt43HmsJjk81I0JXSfD7/koGhf8AX4lc3XSfD7/koGhf9fiUDPrWiiigQUUUUAFFFFAHzX8U5/J+Iur9TuEI2n7p/dr1rkEUnfCIsFhn7/ArsviVZNd/E7VmUqFQQg7uesa1gR6cot1R0BbbtbDYDVrGjUkrqIm0ZzTNDaxkkID91V5/E1CYZlkFz5YlU8scZFX/AOy7gzF22Mp/2yOPpikXS7tXJBj2AYCFif6U/q9X+UOZGcu95wkm7agxzxtp/wBpd2WNyGUH5sclqvLpNwpdh5e8tkHceB+VNbSblo8HytzH5iDij6vV/lDmRmSIFJKgc8YB6Vai/wBHiR18tpecE+lWk0mUEvJtd+w3kDH5U59MuXkQlYnRRgKzE4/Sn9Xq/wAocyK6gvC/kfu5exB4IqpHciPDbW80nn0P1rVXT7xcZKMQu0HeRx+VQNo1yyKCULA53Fyc/hij6vV/lDmRBvHmbmI5P3MbVIqpMoWZgAyw56DmteXTLr51DI0bgA5OM4qN9ImKj94rHGNp6Cj6vV/lY+ZGLMUMp8vO3tmmVqvod0XyDEB9T/hSf2Fd/wB6L/vo/wCFH1ar/KHMjLorU/sG7/vRf99H/Cj+wLv+9F/30f8ACl9Xq/yhzIzM0lav/CP3n96L/vo/4Uf2Bd/3ov8Avo/4UfV6v8ouZGYXYjG449KbWr/YF5/ei/76P+FH9gXn96L/AL6P+FH1er/KHMjKorU/sG7/AL0X/fR/wo/sC7/vRf8AfR/wo+r1f5Q5kZdFan9g3f8Aei/76P8AhSf2Fd/3ovzP+FH1er/Kx8yMyitE6Ncg4LR/n/8AWpP7Guf70X50/q1b+VhdGfRWj/Yt1/ej/Ol/sS69Y/zNL6tV/lYXRm0VpjQrs/xR/wDfX/1qX+wbv+9F/wB9H/Cj6vV/lYcyMuitP+w7sfxR/nSjQrs/xRfmf8KPq9X+ULoy6K1P7Au/70X/AH0f8KQ6Fdj+KL/vo/4UfVqv8rFzIzKK0jot0P4o/wA//rU3+x7kfxR/nT+rVv5WO6M+itQ6DdgZ3Rf99H/Cm/2Jdf3o/wA6X1ar/Kw5kZtFag0G7P8AFF/30f8ACnf8I/ef3ov++j/hR9Xq/wAouZGTS9q1h4cvT/FF/wB9H/Cnf8Izff34f++j/hR9Xq/yjujHzikzmtg+Gr4fxQ/99H/Ck/4R29/vRf8AfR/wo+r1f5QujIorW/4R68/vw/8AfR/wo/4R68/vw/8AfR/wo+r1f5WHMjJorV/4R+8/vRf99H/Ck/sG7H8UX/fR/wAKPq9X+UXMjLorUGg3Z/ii/wC+j/hS/wDCP3n96L/vo/4UfV6v8ocyMqlBI6Vq/wDCP3n96L/vo/4UDw7eH+KL/vo/4UfV6v8AKHMilFMdwzXUaLfhfLEnzRA8gmspPC1+xyrw/wDfR/wrSj8NahHENkkW/wBNxx/Kj2FX+UHKK3Zvazc2N+8X2VRHwAazZreOGQBTuBHaoI9D1FWBleMgejH/AAq/DZzwyBsI31NHsKv8olKL2Y9/DxbSHvRIMD+GuZlv/s8RjA5ro54tUdWVJIxGei7j/hXP3PhzUZZCxaD/AL6P+FHsKn8o7oxbi7kn+8ePSq9bJ8M3w/jh/wC+j/hTT4cvVGS0X/fR/wAKPq9X+UOZGRkg0tag8P3h/ii/76P+FL/wj94B96L/AL6P+FH1er/KHMjMRipGMj6VpWuovHhQ5AFH9g3f96L/AL6P+FKugXo6PF/30f8ACj6vV/lDmRurr0zIgE7MoHQmr91r7X1mkBUZXvXMrot4vVov++j/AIVcGmzrFhSgf60/q9X+ULo6Dw/bJd6ittLKAjetafiK707T7K404qJJR91hXHW1tqNvOJFlQEdwxpLuyv7u4Mjyoc9SSaPq9X+ULo5+5mDSHb0qt1rdm0CdzlGT8TUB8PXn96L/AL6P+FL6vV/lDmRk10nw+/5KBoX/AF+JVA6Bdj+KL/vo/wCFbXgrT5rLx7oDylCGvUUbT9aToVIq7iPmR9VUUUVkAUUUmQaAFo70Ud6APnvx7/yUfXP+2H/ooVgqa3fH3/JSNc/7Yf8AooVgivcwv8GJlLcmBGKWo1qRRmtiQxSFalWMmpBATSAqBeakC8VZFufSpPKAFFw0KRXFN6VceL0qrIhFC1AYTmmlaMHNO7UwIzwaBSNy1PUUxigU8LQBUyRk0gI9tNK1cEXFMeKlcRWxS4qTyzSFDQAwgUmBTiDTaYxjCozUjVE1NCIXXk0wA5qztyoNJs5qrjERalC0qLT8cVLYDQtO2jFKBUqx5FIRWZeaVRU7R1HtxRcBCKiYVNTWXigZVfiojUziowtWMtEZUfSowmTUyjIFSInNTcQRRZqwsGe1WrW33VoLZHsKht3Jc4x3M+GzLHpV5dLcrnaa1bKzCAMw59K0xGNtZzqxhozgqYqTl7hyEtiVPIqs1mfSuumtkkPPX1qMafHjnmqUotXuEcY7ao45rVh2qJoSvUV2T6Yh6frWXd2Gwniqut0b0sTGbsc6VxUZFXp4CpNVSuKaZ0gqUEUoNOAzTAYAamiiJPSpIodx6Vp21mTgAUr9CZSUFdkdrASRxW7bWI2gsKS2tFiwW5NakIAHNY1aqprzPNrYh1XZbGfPYoV+UYNZEtvtbGK6icjFUHiSR8kc0qdVTXvE060qT7mH5BI6VG8B9K6ZbVSvCDFZ97bBBkdKuMoy+FnVDF8zs0YDwc1XmiwjH2rTZeTVS6GIX+lUmdhlgUuOKKeBVgMC81IqU9UqQLSGReVR5R9KuJHuq1Ha7h0pXE2krsyvKPoaQxn0reXTi38NMk05lHK0zFYmDdrmFtNJtrQltyueKqsuKRsncrOvFTeHv+R38Of9hBP5Go3FTaAMeNvDn/YQT+RqK/8ACkUtz6NubmGztpLm4lWKGJS7u5wFA6k1mDxBEYYLhrG+S3ndUSYxDHzEBSRncoORyQKofEHT7zUvBGo2tijSzkI4iXrIFdWZR9QDWjZ69pWo28LW1zHMZcYhHMin0KdRjvnpivCNTUlTfGybmXcMZU4I+lc1pVillqt/c6Ug+yyRpGsBmO2SRSd0gznsQM98VzlhqUN14m0ny7pzDdXF5DcRzSEyNw21ZBwF5HyjGcY967rT9B0rSXaSwsILd2XaTGuCR6UARaJc3txaBrmFVG58P5u4nDkY6Vrd6QKFGAAB7U7vQB89ePf+Sk65/wBsP/RQrCAre8ef8lI1z/th/wCihWKi5r28L/BiZS3FUVKi5NSw25arcdrg1s2Tew2CHdjitKKzBHSmxx7cVaWbaMYqbmNSTa0K8trsGcVnSAq3StlpPM4qJrEycgVVr7GUKrp/xDMVCw6VBNAfStc23l9aaYQ4qdjdVFLVHPOm01ETitW8t9nNZjLyatGidxAueakVaYpxxUqtzQMlSOrSR4HSoomFW1OVqbiGYpCme1SAZNTKtK4r2Knk+1N8jPatERZpwhFF2S6iMl7cgdKrPHtrdmjAWsqccmmmUncpEVEy1ORzTGqkyhoHygU3HNSDpRtzQAi1IozTQtSJxQBIsXtT1HanqwIp6rzUiE8vI6VBJFir4AAqKQA0XEZ+w5pjLxVvZzTJEwKdyig6800LUzjmoicVSAsKOKmhQlhTYl3YrUsrbew471JMmkrs0NMtixBI4rbEQA4Wks4BGgA/GrbgAVzVq7i+WJ5E5Oo+ZlQ/LSCQ09+TUW3mue/NqzIlU5NToBiqwOKUykd6l3eiGtCdhmqd1B5q9OanSTPU1IVyM1rSqcjsw63Ry95akAkisSZdprtNQhDRE965O8TDmu1dz1MPW54+ZSAqzCmahxzWlYweYQKbN21FXZYtYenFbcEQiT3ot7MRKCRzUj8VlOoo6Lc8qvV9o9NgL4pVnx3rOvJmQcVn/a5PWs1RUtWZKJvyXIxy1RxTq54Oa5+W5kbuansJ2D8miVJRQ+TS511uQyVDdQhlIx1qC3uNuOeKtGQSDrXNBuErg3dHPTQFGORWderiF/pXUT2wlHvWDqduYoJf92u9NPVHdh66l7stznhU0QzxUIq3bJlhVnY9i3Fb7hTjbYPStKyiUgCrhs9x4otc454pRlZmVDB04rVt7cY5HFTR2iJ15NTgYHFK8UcdbEOeiAAAcChlDDBGRS04LkVnUnZ3OdIxb63CscCseWDk8V1VzEJIz6isWaMBjmrumro9LCVbrlZiyxY7Uuhrjxr4c/7CKfyNWbjAqLR8f8Jp4c/7CKfyNZ13+6kd8dz6MqNYo1cuqKGPVgOTUlFeIbEYiQHIRc5znHf1qSiigAo70UlAHz748/5KRrn/AGw/9FCsWI81tePP+Sj67/2w/wDRQrEjHNe3hv4KMpbm1alQoq0GXNZ0BOKspkt1rRkNF1cGlZDimRCripkU0rnHUqcjK8S81rQsojHSqghPYUMGUY5q1GxyVZ+0YXRVmOKrxAZocnvUStUSep1UYNRsRX6qVNYEq4Y1vXHzCsmeIgmhM64KyKB+9UqjNIR8xqSJckVRZYiUmryJ8tRQqABVxcYqGJsiC4NWI1zTduTU8a4pLUyqSsiRUAFKQBSM2BUJk5qjnjFydxJgCKy7iPrWi7ZqCXBU0kdcVZGQwxUD9KtTDk1VfpVosVTwKlQZFV1NWI2oYEnlZo8vFWI8HFOcDFTcCCMc1aQcVEoGalHSkIczVE3NDGmg5oGGBmopjxT2NQSE0wKzjmoGFWTUbLVoZdtQMiuj0tF3L9a5m3OCK6DTpsEVHUxrpum7HSxYFLKeDUKNnBpXauCpC0zyFLSww9aaaUHJoKnFSSMJqM8mnEHNAq1oMdHwashxtquuKdg1D1YXGXbDyWzXJ32MmunvQfINcveZ3V6EFaKR24JbspL1ro9EiDHd6Vzo4ro9Ckxx7U3s7HRjL+zOjMYCfhWfNxmrzyjy6zbh8AmvPppt6nmSt0My9bJNZ4HNW7g7s1XVea7YFrYTyw1SACIZFOUUkgyprKrLUaJINQKyBT0rdtpN4B9a5ONCZx9a6qyXCr9KzqQtG5M0kaOwFeayNbRf7OmJ6hTitWR8LXPaxcl4JUzxtNVhk/i6FU4800onMoKu2w5FUQcVatn+cDNdZ68tjoLIEkCtgDjFUNNUeWWrQxis6kuVWR4laXNNsMUYpc0grnuzMAOanC/LUa4zU38FY1JNs0iitIOtYF5w7YrcuG2oxrn7hsscmu2npA3wsbzbMu4Y5puiHPjTw5/2EU/kafcgZpmif8jr4c/7CMf8jSrfwpHqxPo+iiivENgooooAKKKKAPn3x1/yUjXP+2H/AKKFYyjBrZ8df8lJ13/th/6KFYor28N/BiZS3NC3YcVfiUGseF8GtmzYMBWrM5aFpF21ZipmBinoQKqJ5td3LqAECkmQbDUaSiieX5OKtnIk7mdMcGoA1OnY5NQK2TWMtz2KMfd1HuRVG524PNTzybR1rMmmJPWhamyRC33zU0HWq5b5qlibBFUyjQD4FSRy5NQL8wqWNMUiWX4sHrU+QBVNH296eZMilsYyi2Okk96h3jPWo5ZPeqxlIPWg0jCxcdxjrVSWb3pjTZHWoHbNNIpCOd1VpBgVKWxUTnNUiiIdalU1EOtSrQBOkhFSeaSKrqMmpQtKwE0bZNWgMrVaFeavony1LJZUcYNNFWpYqquNtMExr1A4qQtzTH6UFELCmNSu2KhL1QFmNsEVp2Vxtcc1jq1TRSEMKTFJXVjvLWZZIgQadKfSsTS7vBAJ61vBQ4Fc1aOvMeNVpunKzIo+vNWgBtqMx7OaiaQjvXL8T0I2HyAZ4qButIZCT1p6LvNaWcVqII8k1aCDbQkOOaVmxxWfxPQq1ldlW7AED1yd8RuP1rpdQmAiK55rlbxssa9GCtFI7MHF6shUZNbelny2U1jRDkVrWx24p3OuvHmjY6FmyuRVC5J2mprYs0ZzTpIsisZqMHc8a1nZmLKOaiAGas3oERzWes4J61N2tUbJXRZLYqN3JFOU7+lSi2LCi3M7sL2K1uuZR9a6a24ArHhtirjiteI4p1tY2REmWZTkfhXMalxFJ9DXRSPhCSa53UjmKT6GqpRagrnRg/jbMIVYth8wNVhVy3U5FbM9J7HT6ZINm2tLNY2n5DDFbA61lVV1c8WurTaFNNLBRk041XuAfL4pUknuZEySA9DVlDlaxYZGWUc1qo2BUYikrXRaXK7MZOmVZfWubvPkY10VxMEQsTXK3825jzWlJPkVzqwd+Z2M+aTJp+h/8jp4c/7CMf8AI1VY5arWhf8AI6eHP+wjH/I0V/4Uj1In0hRRRXhmoUUUUAFHeikoA+ffHfHxI13/ALYf+ihWIDmtvx5/yUfXf+2H/ooVgivbwv8ABiZS3JlODWjaT7e9ZgNTRsQa2ZLRvi4yOtTJLkVipMRjmrMdxjvSMZUUzXRs09hlaz4rnnrVtZsiqjI46tFp3RBNFyarBMVblmGKoSXIGcVDOulzW1ILs1lseat3E241RdutUkboQn5qkRsVBnmpFqmhlxJcYqys/HWs7NODkVNgNETZPWpQxIrOSTmrcctJoQ+QGqzA1ZaUGoGcUCIWyKiZ6lkcYqo7ZNUih5fmmM2ajzzS5p2EKOtSAVEDzUoakMlU4NSg1WBqRWpAXYOtX0+7WXFJirIugF61LJaJ5XAFUJXzRLcZqsZM00hpCl8GmNJmmO1R55qgFYZqFwRVgEYqKQZpoYq5qZOtQrxipgaTAvW0/lsOa6bT74OoVmFcYGINXrW7aMg5qWkY16Sqqx3TNuWq7RE9qzLXVgVAc5rWguUkGVINcsqMo6xPKnCUHaRCIDnpVuGLbyaeJFxTHmAGc4rG1SegrpE5PFULqXy0JB5qOXUY0P3s/jWPf6n5nAIrpo0XB3ZcacqjWmhDe3ZJIzWNLJub8adPMXJ5qsx5roPXhFRVkXEcAir8M4GKyA3PWpUlIpNDtc67Tp1YbSa0nCsnGK4+0uyhHNb9rfCUBWPPrWVWnznmV6MotyWxV1K3aVflGaxlsZQ/3T+VdaUD0w24HYVl7XlXK0c8ZtIyLSzbgsK0lhAHSrMUOTVholVKzdXWyB3epmlADnFHnog5PNF5II0wOprKaTvmuuEUld7l0qMqmvQuT3mR1rGvpw0Tj1FJcTnJ5rPllJB5q9z06VJU1oRg1ct3AIqgpqaJ9pFNmrOosJAGFbAORkVzFlcAYya2oLtehPFK11Y8vFUWpcyL9RyAFDSh1I4YUyWVVQ8jNZ04NM49zPJ2Pmri3iBPm61nTyqCeaozXWB1rVtPRnesNzpMuX19vyAeKwZ5NxNSSTbu9VJG5pHbSpqmrIYx5q1oP/I6eHP+wjH/ACNUS3NXNAOfGnhz/sIp/I1niP4UjaO59J0UUV4ZqFFFFABRRSUAfP3joZ+JGu/9sP8A0UKwivFejeK/hz4h1jxbqGq6dcaYLe68vC3DuGG1AvZSO1ZP/CqvF/8Az8aJ/wB/Zf8A4ivToYmlCmotmcots44HBqdGFdT/AMKo8X/8/Gif9/Zf/iKP+FU+MP8An50T/v7L/wDEVr9co9xcrOa8zFHnV03/AAqrxh/z86J/39l/+Io/4VV4w/5+NE/7+y//ABFH1uj3DlZz0VwQetXUuxtrVHwr8YD/AJeNE/7+y/8AxFL/AMKu8Y/8/Oif9/Zf/iKX1uj3E6dzCnus5wapNMTXUn4V+MD/AMvOif8Af2X/AOIpv/CqPGB/5edE/wC/sv8A8RT+t0e41Bo5NmzULV2X/CqPF/8Az86L/wB/Zf8A4ij/AIVR4v8A+fjRP+/sv/xFP65R7hys4rvUqV1x+E3i7/n50T/v5L/8RSj4UeLx/wAvOif9/Jf/AImh42j3DkZynFArq/8AhVHjD/n60X/v5L/8RQPhR4w/5+dE/wC/kv8A8RS+uUe4+VnKg4NSCTFdR/wqnxf/AM/Oif8Af2X/AOIo/wCFVeMP+fnRP+/sv/xFH1uj3Fys5jzTTC5rqv8AhVXi/wD5+dE/7+y//E0f8Kq8Xn/l40T/AL+y/wDxFH1uj3DlZyDOTURNdmfhP4vP/Lxon/f2X/4im/8ACp/F/wDz86L/AN/Jf/iKpYyj3DlZxnelBrsv+FTeLv8An60X/v5L/wDEUn/CpfF//Pzov/fyX/4ij67R7j5GcZu+apFbiuu/4VF4uzn7Vov/AH8l/wDiaUfCTxeP+XrRf+/kv/xFH1yj3DlZyO6pFauq/wCFS+L/APn60X/v5L/8RTx8KPF4/wCXnRP+/kv/AMRS+uUe4uRnLb8Uwymut/4VV4vP/Lxon/fyX/4im/8ACp/F/wDz86L/AN/Jf/iKX1yj3DkZyRcmk3V13/CqPF//AD8aJ/38l/8AiKP+FT+L/wDn50T/AL+S/wDxNP65R7hys5Ammmuw/wCFTeL/APn50X/v5L/8TQfhN4vP/Lzov/fyX/4ij65R7hyM40vikzkV2P8AwqPxd/z9aL/38l/+IpR8JfF4/wCXnRf+/kv/AMRT+u0e4+VnHg08Gut/4VL4v/5+dF/7+S//ABNOHwn8X/8APzov/fyX/wCJoeMo9w5WcmKcGIrrB8KfF4/5eNE/7+y//EUH4U+Lz/y8aJ/39l/+IqfrlHuLlZy6TMvQ1et790PWtofCrxgP+XjRP+/sv/xNOHwt8YD/AJeNE/7+y/8AxFH1ul3E6SluirHqz4+9TZtTZl5NXx8MfGI/5eNE/wC/sv8A8TSH4YeMT/y8aJ/39l/+JpfXKfcj6rTvexz012xPWqbSsx611Z+FnjA/8vGif9/Zf/iKb/wqrxh/z8aJ/wB/Zf8A4in9bo9zRU7bHJk0wnmuw/4VV4v/AOfjRP8Av7L/APEUw/CjxgT/AMfOi/8AfyX/AOIo+uUe4cjOWAzTgMV1Y+FnjAf8vGif9/Zf/iKU/C7xgf8Alvon/f2X/wCIo+uUe4crOahOCK0oJdgBzWovww8Yr/y30T/v7L/8RUo+G3jIDHnaH/39l/8AiKX1ul3E4NqxSj1YxkBuRV2PUopPUU0/DPxiTnz9E/7+y/8AxNSJ8OfGcfSbQz/21l/+JoeKoPf8jllgYvYsx3CYyGFJNfIq9cmmjwF41Ax5uhf9/Zf/AImmt8PvGrdZtD/7+y//ABFR7fD3uZrAPqzHu7vexJNUjLuFbzfDXxk3WfQ/+/sv/wATTf8AhWfjL/nvon/f2X/4mq+tUu52wpcisjl5jyaqP0Ndi3wv8Yt/y30T/v7L/wDEVGfhV4wYf8fGif8Af2X/AOIqljKPcrlZxy9akBxXWD4UeLx/y8aJ/wB/Jf8A4il/4VT4vP8Ay8aJ/wB/Zf8A4in9co9w5WctHcFD1q/BeHjmtn/hVHi//n50T/v7L/8AEU5fhZ4wXpcaJ/39l/8AiKX1uj3Bwb3KqXpx1psl5x1rRHwz8ZAf8fGif9/Zf/iKD8MvGR/5eNE/7+y//E0vrdLuY/Vle9jAmusk81TeXPeunPwt8Yn/AJeNE/7+y/8AxFJ/wqvxh/z8aJ/39l/+Ip/W6Pc2UGjld9Mbmut/4VV4w/5+NE/7+y//ABFIfhV4w/5+NE/7+y//ABFH1uj3DlZxp61c8Pn/AIrXw5/2EE/ka6U/Cjxf/wA/Gif9/Jf/AIirWifC7xLZeJNK1C8udK8izuVmcQvIWIGeBlcd6itiqUqbimNRdz2aiiivKNAooooAKKKKAOav9W1OLxQmk2osxG9m10JJlbI2sFwcH361L4f8Rx6x4at9YuYxaiQsrKWyNwYr8p7gkceuay9e8OPr3ipftNrL9gbTntjcIwBSQuGBHOeMVBPZ+IH0XTlk08SXek3QLxwyCNLyMKybkwflOGzg45FAGvfeIgJ9GOnS21xb3t4baV+SVwrE4weCCuDmtIa3prSvCt7C0iq7FQ+chfvY9cd8dK5uTSbhpdGuLXR2tFXUzdzxbwXUGNlLOd2CxJHQmoNN03WRrmlXVxpjQiBrtJhG6CJA5ypRQehxyTzk0Abtt4jtdTh0y5sr22ijupSAk4O+RQpOEGR83Q9+M1oQ6vp08AuIryGSEy+SHVsjfnG3PrnjFcjp+kanFp/hSCbT3V9OuW8871IC7HXcOehLD39q17LRLq18S3rfL/ZUkgvIlB5WdgVYY9ON31agDYTV7CS9+xJdxG5OcR7uWx1x64746Vma1q1/Za3pNha/ZQl+0il5lYlCiFuxGc4xWX4d0q9tp7a01HRy02nyOY9QafcjKc4ZFzkMQcEYA61c8QaZNqHibQJzYfabO1eYzlgpUbk2rwTzzQA641rUrSbSkk+wyxXt+bcyw7sFNjNkc8HKkd62E1jTZFiZL62YTSGGMiUfO46qPU8dKx9X0l45fD0enWZFtZ3/AJrrHgCNNjjpn1YcCsOPSdWiNvaDTJisGvPeNMHTa0TFyCvOeNwzkCgDthqtgbwWi3cP2gkqI94ySOoHuPSqvibVJ9F8O32p26RySW0Rl2SZw2O3Fczb6Fqb6RZaNPbus9nqguftuRtZBIX3A9dxB2kY7ntV/X9C1E+FtZtYr++1Oe7gaOKGbywEJ9CFX9TQB0MV2Y9KW8vGRAsPmylQQoGMnrWHDruq3nh4a7bWkH2VojcR2zk+a8XUHd0DEcgYP1qxuudS05dKk0u6himtzDPNKUAQbMcYYknNUrCPWNP8IpohsGkvobf7JHMpHkvgbVkJzkDGCRjPWgCe/wDFD/2Zomo6WsMtvqdxFEDKCCquCc8dxjpUtnrF3rV3qCaYsCW9lMbdpZwx82UD5goBGFGcZ9c8VkLoF5Ba6BoENrIbbSprec3rMNkgVW3DHUHOPzq9o1jd+G7rVYPsk1zaXF091bvDgkb+WRgSMEHOD0waANPQNZXWrWZjH5NzazvbXMWc7JFPOD3B4I9jWbaa5q18dUEcdgjWV41qqyMw80gKRz2J3Yq14X0ibTIL+4usC51C8ku5I1ORHuwAue+ABn3zWb4d8PodR1m51HTiksmqNdW0rqN2zC7SCOnIPFAGlZeIc6nq8GoPb28NncRwxOW27t6BgCScZycVq/2jZA3AN3ADbYE37wfu89N3p+NcZq2j6lcp4nMVlIxnuraeAZA81Ywm4Lz1+U9cVFfaZq97qOp38OnzxK11ZXSRSMoMyRffTg8HvzxkDmgDs/7b0wWzXB1C2EKuI2cygAOein0PtTTr+kiBJzqVp5LkhZPOXacHB5z68VyGuaFfag+rXsFjNsvJLMLbkAM3lvudyCcDjj1OKtarp1yniC5ZtHuL/S7+0SEpbyhPKYFsh1LD5TuzkZ70AdYdSsluFtmuohMxACbxkkjIH1xzTU1WwkujbJdwNOoJMYkG4AcE49u/pXLNpGpW+tI+mxzwRtMi3EMuHt2QRgeahPzK4wB746d6r2Ol6pc+GjotxpP2fUbSzltY9RkKlWJUqGQg7vm4JyB3oA60a3pZSZxqFrthAMhMqgID0J54BqSLVdPuBOYL62kFucTFJVPl/wC9zx+NcTdaZdal4cv2Phy6g1JrEWh86UOXOQdqfMRsBycnFLq+j6pPqWoz6fYOENrZsiMAizGKQu8f1IIHPFAHax6rYSwyTx3tu0UbbHcSAhW9D6HkVNbXdveQCe2njmibIDxsGBx7iuO1WG9vrWDVbLQbi3dL2Oe5ttyx3FwoRlJ+VsZG4Yyedv0rf8P20VvZSvFYS2QnmaYxTPukLHGWbk4JI6ZoA2qKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDmvHt7dad4F1e8spnhuYoN0cidVOR0r5z/4WH4y/6D99/wB9f/Wr6udFkUq6hlPUEZBqL7Fbf8+0P/fsUAfK3/Cw/GX/AEH77/vr/wCtR/wsPxl/0H77/vr/AOtX1T9itv8An2h/79iqGrXGn6PYPdz20JAIVVwil2JwAC2B+ZoA+Zf+FheMv+g/ff8AfX/1qP8AhYXjL/oP33/fX/1q+nIWtDpwvbuyhs0CF5BME/dgdyRkdOetS400SSJi13RqHcYX5VOcE+gOD+VAHy9/wsPxl/0H77/vr/61H/CwvGX/AEH77/vr/wCtX1CP7LZgoFoWLFAAFyWHUfWrH2K2/wCfaH/v2KAPlb/hYXjL/oP33/fX/wBaut+GnjHxLq3j/TrLUNXu7i1kEu+OQ/KcRsR29QK98+xW3/PtD/37FOS1gjYMkEasOhVADQBNRRRQAUUUUAFFFFAHk/iz4ma3oni2+0ixsdPkhthHh5y+47kDdvrWWvxZ8Ut00/R/zlrC+IH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",
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} | Figure 4. Effect of inhibition of Src family kinases and actin polymerization on TCR microclusters. Alexa546-H57 Fab–labeled AND TCR Tg T cells were incubated on bilayers containing ICAM-1 and MHCp after treatment by relevant drug vehicles, 10 μM PP2 or 1 μM latrunculin A. These concentrations inhibit Src family kinases and actin polymerization, respectively, >90% in intact cells. In each case, cells were treated with the drugs for 1 h before introduction to the planar bilayers. (A) TIRFM time course of TCR clustering (top) in the presence of inhibitory concentration of PP2. Activity of PP2 was verified by lack of robust Ca 2+ elevation (bottom). (B) Reduction of pLck 394 in TCR microclusters in the presence of 100 μM PP2 versus DMSO vehicle at 5 min. (wide-field images) Similar results were obtained by TIRFM. (C) Wide-field image of unlabeled AND T cell blasts on bilayers containing Oregon Green I-E k (green in overlay) and Cy5 ICAM-1 (red in overlay) after cell treatment with vehicle, 10 μM PP2 or 1 μM latrunculin A, for 1 h before exposure to the bilayer for 1 h. The IRM image shows the contact area in darker gray. Individual fluorescence images are as indicated. The percent adhesion is indicted in the column adjacent to the images. Representative of three experiments each. | CC BY-NC-SA | no | 2022-01-13 09:01:08 | J Exp Med. 2005 Oct 17; 202(8):1031-1036 |
PMC1378109 | 16129702 | 1 | 20042469f1 | {
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",
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} | Figure 1. CD68-positive cells are more abundant in TSC skin tumors than in normal-appearing skin from a patient with TSC. (A) In sections of normal-appearing skin, cells staining for CD68 (brown) are sparse in the dermis. Bar, 65 μm. (B) In sections of a periungual fibroma, there are dilated vessels and fibrosis and a more cellular stroma. Many stromal cells stain positive for CD68. Bar, 65 μm. (C) CD68-positive cells are located near vessels among CD68-negative, fibroblast-like cells. Bar, 15 μm. Similar results were observed in four angiofibromas and four periungual fibromas from six patients. | CC BY-NC-SA | no | 2022-01-13 09:01:06 | J Exp Med. 2005 Sep 5; 202(5):617-624 |
PMC1378109 | 16129702 | 2 | 20042469f2 | {
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} | Figure 2. Cells cultured from TSC skin tumors express the fibroblast marker HSP47 but not CD68. The cytoplasm of TSC fibroblasts (A) and angiofibroma cells (B) stain positive for HSP47 (green), whereas U937 cells (C), a human monocytic cell line, are negative. In contrast, the cytoplasm of TSC fibroblasts (D) and angiofibroma cells (E) are negative for CD68, and the cytoplasm of U937 cells (F) stains positive (green). Nuclei fluoresce blue with DAPI. Bar, 15 μm. Similar results were observed in cells from two other patients. | CC BY-NC-SA | no | 2022-01-13 09:01:06 | J Exp Med. 2005 Sep 5; 202(5):617-624 |
PMC1378109 | 16129702 | 3 | 20042469f3 | {
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} | Figure 3. Measurement of cytokines in culture supernatants reveals increased production of MCP-1 by angiofibroma cells. Fibroblasts from normal-appearing skin (NL) or angiofibroma cells (AF) from seven patients were incubated in 1% FBS/DMEM for 24 h, and supernatants were collected for cytokine measurement using ELISA. Lines connect paired samples for each patient. The inset shows the data as a box plot. *, P = 0.018. | CC BY-NC-SA | no | 2022-01-13 09:01:06 | J Exp Med. 2005 Sep 5; 202(5):617-624 |
PMC1378109 | 16129702 | 4 | 20042469f4 | {
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"path": null
} | Figure 4. MCP-1 production is stimulated by FBS. Paired cultures of angiofibroma cells (AF) and TSC fibroblasts (NL) from two patients were seeded at 10,000 cells/well in 96-well plates, in DMEM containing 0%, 1%, 2%, or 10% FBS (1% BSA was added to the 0% FBS condition). After a 12-h incubation, MCP-1 concentration in the medium was measured by ELISA (pg/ml), and expressed per total cellular ATP (luminescence units) as an indication of cell number. Results are means ± SD of values from triplicate wells. Fresh medium with 10% FBS does not contain detectable MCP-1. | CC BY-NC-SA | no | 2022-01-13 09:01:06 | J Exp Med. 2005 Sep 5; 202(5):617-624 |
PMC1378109 | 16129702 | 5 | 20042469f5 | {
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} | Figure 5. MCP-1 produced by TSC tumor cells is chemotactic for monocytes. Conditioned medium (CM), from TSC fibroblasts (closed bars) or angiofibroma cells (open bars), CM plus control antibody, or CM plus anti-MCP-1 antibody was added to the bottom chamber of cell migration plates. THP-1 cells (a human monocytic cell line) were added to the top chamber. Cells that migrated through 8-μm pores to the feeder tray after a 2-h incubation were lysed and detected by CyQuant GR dye that exhibits enhanced fluorescence upon binding cellular nucleic acids. Results are geometric means ± SD of values from three separate migration chambers. *, P = 0.019 and **, P = 0.007 as compared with CM from TSC fibroblasts. Conditioned medium from angiofibroma cells or TSC fibroblasts contained 1640 and 60 pg/ml MCP-1, respectively. Similar results were observed in three separate experiments. | CC BY-NC-SA | no | 2022-01-13 09:01:06 | J Exp Med. 2005 Sep 5; 202(5):617-624 |
PMC1378109 | 16129702 | 6 | 20042469f6 | {
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"path": null
} | Figure 6. EEF Tsc2
− / − fibroblasts produced more MCP-1 than normal (EEF Tsc2
+ / + ) fibroblasts. Culture supernatants were collected after incubating EEF cells for the indicated time, and MCP-1 in the medium was measured by ELISA. Results are means ± SD of triplicate supernatants. | CC BY-NC-SA | no | 2022-01-13 09:01:06 | J Exp Med. 2005 Sep 5; 202(5):617-624 |
PMC1378109 | 16129702 | 7 | 20042469f7 | {
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"path": null
} | Figure 7. Transfection of WT but not mutant TSC2 into EEF Tsc2
− / − cells inhibits MCP-1 production. EEF Tsc2
−/− cells were transfected with the indicated amounts of human TSC2 constructs and/or empty vector. In the last lane, EEF Tsc2 +/+ cells were transfected with empty vector. After transfection, cells were maintained in DMEM with 10% FBS overnight before the culture medium was replaced with DMEM containing 2% FBS; then incubation continued for an additional 24 h. The cells were harvested, and tuberin expression was detected by Western blot. Culture supernatants were collected, and MCP-1 release into the medium was measured by ELISA. Results are the mean ± SD of three separate wells. M1, mutation G294E; M2, mutation I365del; P1, polymorphism M286V; P2, polymorphism R367Q. *P, < 0.01 compared with empty vector control. Similar results were obtained in three separate experiments. | CC BY-NC-SA | no | 2022-01-13 09:01:06 | J Exp Med. 2005 Sep 5; 202(5):617-624 |
PMC1378109 | 16129702 | 8 | 20042469f8 | {
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} | Figure 8. MCP-1 production by EEF Tsc2
− / − cells is inhibited by rapamycin, FTI-277, and LY294002. Rat MCP-1 was measured in culture supernatants by ELISA after incubating equal numbers of cells 24 h in serum-free medium without or with inhibitor at the indicated concentration. MCP-1 concentration was expressed per total secreted protein at the end of the incubation and is reported as the mean ± SD of triplicate wells. *, P < 0.01 compared with control. Similar results were obtained in three separate experiments. | CC BY-NC-SA | no | 2022-01-13 09:01:06 | J Exp Med. 2005 Sep 5; 202(5):617-624 |
PMC1382195 | 15767295 | 1 | 200409227f1 | {
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"path": null
} | F igure 1. Effects of PKA activators and inhibitors on ΔR-CFTR. (A) A cell-attached recording showing that addition of 10 μM forskolin (Fsk) + 100 μM CPT-cAMP failed to increase the basal current of ΔR-CFTR. However, addition of 20 μM genistein (Gen) could potentiate the current ( n = 4). (B and C) Effects of PKI, a peptide inhibitor of PKA, on whole-cell currents from either WT- or ΔR-CFTR. For WT-CFTR, in the presence of forskolin, a very brief outward current was obtained immediately after the whole-cell configuration was formed (arrow). Then, the currents decayed rapidly. Subsequent application of genistein did not potentiate the currents. For ΔR-CFTR, basal currents were seen without any cAMP stimulant after the whole-cell configurations are formed (arrow). Subsequent application of forskolin did not alter the currents. But, genistein could potentiate the channel activity. Similar results were obtained from seven cells. Ramp I–V curves (right) were taken as marked in the raw current traces. | CC BY-NC-SA | no | 2022-01-13 09:52:21 | J Gen Physiol. 2005 Apr; 125(4):361-375 |
PMC1382195 | 15767295 | 2 | 200409227f2 | {
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mj/8Afcv+FctD8ZvCsyXEnmXIjgVSzeUTyxIxjr2/UVLcfF3wxbWNtdvcSmG4RmVxEwxhwnIxkdc/SgDpM+Kf7mj/APfcv+FGfFP9zR/++5f8K57Uvix4c0u30y7nkm+yX8cro4iYkFNvBHvupsPxZ8PDSV1K6NxDbvKI1PlEnB34YjsP3bfp60AdHnxT/c0f/vuX/CjPin+5o/8A33L/AIVlR/Efw6+hpq/2mQWb3P2YN5ZzvOSMjqOBn8aln+IGiW13pNrJK/m6pjyPlOACR949uGFAGhnxT/c0f/vuX/CjPin+5o//AH3L/hXN6x8U9D0qX7NdfaVmSRBJsiJA+VHOMdfvqPxPpWkPiL4c/sKPWPtUptJGdVIhYsWVdxGMdcEfjx1oA0s+Kf7mj/8Afcv+FGfFP9zR/wDvuX/CuTufjH4ZS4ighmnZZV3iUwsBgMcjGM84IFXU+KvhtYYHuJZ4zOrlT5WQdmc8jp04zQBv7vFP/PPR/wDvuX/CjPin+5o//fcv+FcwfifoclrdahDLc/Zw6Wm14mUrLiRjwfYAfXAqyfip4ZEGnSLNcub9tsaxwk45IOT0GMH34oA3s+Kf7mj/APfcv+FG7xT/AM89H/77l/wp3iDxDbeHY7SS6VitzN5Klex2s2T/AN8/rXNaz8UtB0PUIorh5mErOHZIywjCM6H82Qj8DQB0efFP9zR/++5f8KQt4oHVNGH/AG0l/wAK42L406HfXBhsLa7bEbM7zJ5e304755/IetWbX4q6LqPhW81eF322L26yh0I3M7AYH4hufagDqt3in/nno/8A33L/AIUZ8U/3NH/77l/wrjf+FyeHobmdpnu2RLeFwUgYqc8sRx1w61pW3xV8O3F2bfN4h2M6s1uwUgAHr7ggjtQB0GfFP9zR/wDvuX/CjPin+5o//fcv+Fcw/wAY/CsZRWkuhIzbSphPynvk/l+daOo/EHQ9K1S3trmWQzXM7WqJGpY71bBz+Y/MUAdGi6jJppEslvBfEH541MkanPBwcE8fSqX2DxH/ANB6z/8ABd/9sqDS/Gmi6xrLaVaTSG7ECXG1oyAUZVYHPTow/X0rdE8RuGgDDzFAJX2oAyfsHiP/AKD1p/4Lv/tlH2DxH/0HrT/wXf8A2ysy9+I/h6wvJ7aeaYGCMyu4iYrtAzwe9a3h7xLpvia1mudMleSKKTy2LIV52hu/swoAZ9g8R/8AQetP/Bd/9so+weI/+g9af+C7/wC2VhN8U/DeYQk8rGW9NmB5RzuAXJ+g3CuvsbyHULC3vbZt0FxGssbYxlWGR/OgDN+weI/+g9af+C7/AO2UfYPEf/QetP8AwXf/AGytyql7fR2CRyS52yTJCMerEAfqaAM77B4j/wCg9af+C7/7ZR9g8R/9B60/8F3/ANsrcrKstbtL3WNQ0uLf9osVjaTcuAQ4JBB79DmgCD7B4j/6D1p/4Lv/ALZR9g8R/wDQetP/AAXf/bK3Kxtb8RadoAgOoSMgm8wqVXOAiF2J9OF/MigBn2DxH/0HrT/wXf8A2yj7B4j/AOg9af8Agu/+2Vf0vUbbWNLttRs3L21zGJY2IxlTyOKkvr2DTrGa8uWKwwoXcgZwBQBmfYPEf/QetP8AwXf/AGyj7B4j/wCg9af+C7/7ZW5VaxvI7+yiuos7JV3DNAEkQdYkEjB5AoDMBgE9zjtUtFFABRRRQAUUUUAFFFFABRRRQAVnaD/yAbL/AK5Crz7tjbMb8cbumaz/AA/n+wLHdjPkjOKANOiiigDPm1mxgmeKWZg6HDARscfiBWbPrNk2tWUokkMaQzBm8l8Akpjt7H8qp6h/yE7r/rp/QVWoA6T+39N7zsPrE/8AhWnXCzf6iT/dP8q7qgApkjrHGztnaoJOBmorq6is4GmmYqi4BIUseTgcDmqX/CQ6b/z0n/8AAaX/AOJoAt2l7BqFuJ7Zy8R6NtIz+Yq1XOaNrVjb6PawytOkiRgMptpOD/3zWtZ6la3xkFu7sY8bt0bJjOcfeA9DQBdooooAKKKKACiiigAooooAKKKKACqGp7Rbh2wNm9snt+7bmr9ZOvvt0yQY+8ko+n7pz/SgDCtNB0yxuore3tI0ihSS6RQowsrKMtj1+Y1ZSJNQtL8XEaOTfCPJUHAFwVH6AVKnOuSjsNPB/wDQabp3/Htff9hI/wDpU1AEtroumQ26yR2MCtBdYiYIMrtfaMfQDFVLWxgh0uyuvs8a3bC1ieXaNxUKny59M1tw/wDIOf8A6+n/APRxqhjOk2f/AF1g/wDQUoATU4Iri+aKaNJI2nQFWGR9w0mo6fZSaddXL2sLTfux5hjBbG1R1+hP51Le/wDIUH/Xwn/os1Lf/wDIEuvrH/JKAKq8aLekdf7Lj/8AQHrItLK18m2iNvEY1lhQKUGAN68fStcf8gK9P/UMQf8AjjVn2f8Ay7/9d4f/AEJaAKMdpbf2q7/Z4txWME7B0MRJ/mavWOlWEniSZZLOGRZY9zq6BgT5cXY1SsiWuUZiSTHCST3/AHJrZ03nxPL7QLj8Y0/woA4TQtGsL/QBFLbx4meN5SF5cphhk/hXcappFhHbaZLDY2ySxzRsjCMArjBOD24Fcv4R/wCQVb/X+ld1fFV0a1Zug2Ek9uKAMW00uyOIzbRGOK9R1UoCMkR5P5nNU9VsbSDTbpIbaKNTJdyEIgXLA9eO/A/Ktiz/ANbJ/wBfUf8AKKs/Wv8Ajwufref+hGgC3pFjazaZfWr28Zt5LtlePaNrL5pGCPTHFaFro+mx3VzCtnAIlcOE2DALZY8fXmoNC/497z/r9b/0cav2cu7W9Tjzwgh/VTQBzyabbQabrVwsMQeJZRHhBhAHdhj6GiSztbdZ/Jt40Ihn5VQD/qEP/szfmavzIy6FrjHGGE2Pzaq910uf+uM3/pPFQBR0O3ii8VgJGigF9uB0/dRD+p/OtqXRdNDi4FlB5090wlk2Dc4ZjnJ79B+VZWj/API1j6yf+i4q6C6JCWYB63pB/wC+moAz9V0awl1bTk+yxLvYszKgBJUhhz9SfzqoNH0u41+5hmsrch59oHlj/nmT/PmtrUP+Q3pn/bT+lZ8X/I2N/wBfJ/8ARJoAlsdLsbm/vfOtYX8p2jQFBhVIGQB6cD8qq3WmWUF1fRJbRbHTcylQQScf4n8619K/4/8AU/8Arv8A0qjfPu1O/XH3IwPrwpoAbPbw+RrCeUm3MvG0Y/1QrCFpbtpMv7lPknUJ8v3QqMQB+IFdDP8Ad1gd8yf+ihXO3Mvk6BcvkjFynI91YUAa2n2Fpc3unvNbxyMsCsCyg8/vBn8qnitoGdIjDGYxey4XaMD56XSP+PuxH/Tuv/tSpYf+Plf+v2X/ANDoAsxaZZXFzqAltYXzOpyUBOfLSuX0DTLK1gSySFGRUgBDgEkGXnP1xXaWn/H1f/8AXYf+i0rk9H/5CD/9crT/ANGtQBdk0y0/t6/BhjKiBZ1XbwHPmc49c5NWrbT7M2koNtERDGjx5QfK3l9R78n86fN/yH9Q/wCvFP5yVNbf8et3/wBcE/8ARdAFTxmit4fuCVBKoSCR05FLZ6PY3haa4topGSYkbowejE4/M5o8Y/8AIv3X/XMn9VrQ0j/Uzf8AXVv5mgDl/FHh7TlurSZLSJFfbbyKqYDK0sXH4Bf1NXbHRtOgvLjSls4vsvmx/IFAX5IlI4+vP5+tXPFX+psv+vqL/wBGJUkP/Iy3H/XT/wBpLQA+x0qwkt5Ge0iZnkkVsrnIEhwD/wB8j8qYbS3l0GIvDGxIQElR/eFaOm/8eh/67S/+jGqqv/IAh+kf/oQoAgttK099LkzZW+f3oz5Qz95hWNoUVtPNqsjxBpoFOCwBxlnOR78fpXTWn/IKf6y/+hNXNeGv9br/APur/OSgDVsoY0traRI1VzKqbgMHAwAPpU//ADM//bL+lMtP+PK1/wCu4/mKf/zM/wD2y/pQBmaJbwnSoJDEhdrvBYjkj/IFa+koqfadqhcyuTgdf3j1naH/AMgW2/6+/wCtamlf8vH/AF1f/wBGPQBhWmmWMtiHktIHYQyTAsgPz5I3fXFdHpyqmnW6KAFCAADtWPY/8g//ALc5P/QzW1Yf8eEH+4KALNZ+rDMdt/13X+Rq8zBFLMcADJJrP1RwywAHlbhQfyNAGlWXYRot3K6qAzk7iBycBK1M81mWbhbsqerFsfklAGnWRrVtDdRLFPCkqMNpV1BBBdARj3BNa9Z+p9E/D/0YlAEtjDHb2iQwxrHFGWVEUYCgEgACoda/5BM3/Af5irdt/qv+Bv8A+hGqmtf8gmb/AID/ADFAGj2qnpgC6bAAAAB0H1q52qnpv/IPh+h/nQBcooooAKKKKACiiigAooooAKKKKACs7Qf+QDZf9chWjWdoP/IBsv8ArkKANGiiigDkb/8A5Cd1/wBdP6Cq1Wb/AP5Cd1/10/oKrUAMm/1Mn+6f5V3VcLN/qZP90/yruqAM3Xf+QTJ/vp/6EK5qul13/kEyf76f+hCuaoAK2PDv/Hzef7sf83rHrY8O/wCvu/8Adj/m9AG/RRRQAUUUUAFFFFABRRRQAUUUUAFZHiL/AJB34S/+iZK16yPEX/IO/CX/ANEyUAUE/wCQ5N/2Dh/7LSad/wAe19/2Ej/6VNTo/wDkOzf9g4f+y03Tv+Pa+/7CR/8ASpqANWH/AJBz/wDX0/8A6ONUR/yCrP8A662//oKVeh/5Bz/9fT/+jjVEf8gqz/662/8A6ClADr3/AJCg/wCvhP8A0Walv/8AkC3X1j/klRXv/IUH/Xwn/os1Lff8gW6+sf8AJKAKw/5AV7/2DU/9Aaqa/wDH4P8Ar7j/APQxVwf8gG9/7Bqf+gNWcxP9qwjJwblcj/ga0AUbD/Xp/wBcoP8A0Sa3rFAviIEDBa1Un3+UD+lYNh/r0/65Qf8Aok10Nn/yMKf9ei/yFAHH+F08rSoMnONh/wC+lH+Ndpq3/IuRf7i/+g1x3h3/AJBcP+7D/wCgrXY6t/yLkX+4v/oNAFW0/wBbJ/19R/yirP1r/jwufref+hGrlkxN5OueBcQkfiI/8Kp63/x5XH0u/wD0I0AaOiuQtymOGvJD+U3/ANer1h/yMesf7sH/AKCaz9G+9P8A9fcv/o6tCw/5GPWP92D/ANBNAFW5/wCRc1j/AHZ//QnqnddLn/rjN/6TxVcuf+Rc1j/dn/8AQnqnddLn/rjN/wCk8VAFHT5Rb+IZZzjbGsrEnpxFFXS3fSy/6/j/ADauTH/H7qP/AFwl/wDRcNdbd/dsv+v7+rUAN1D/AJDemf8AbT+lZ8X/ACNjf9fJ/wDRJrQ1D/kN6Z/20/pVGFSfFMjDotzz/wB+TQBoaV/x/wCp/wDXf+lZ13/yFtT/ANxR/wCOrWjpX/IQ1P8A67/0FZ13/wAhXU/oP/QEoAmuPva1/wAC/wDRC1zl0obw7eAjI88H/wAhtXR3H3ta/wCBf+iFrnbj/kXr3/rsP/RbUAbmkf8AH5Y/9ey/+1Klh/4+V/6/Zf8A0OotI/4/LH/r2X/2pU0P/Hyv/X7L/wCh0Aatp/x9X/8A12H/AKLSuT0f/kIP/wBcrT/0a1dZaf8AH1f/APXYf+i0rk9H/wCQg/8A1ytP/RrUAbU3/If1D/rxT+clTW3/AB63f/XBP/RdQzf8h/UP+vFP5yVNbf8AHrd/9cE/9F0AQeLBnRZwf+ef/s6Va0M5tXJ67z/M1T8WOBo865+YxEj8HT/Grmh/8ebf75/maAKfir/U2X/X1F/6MSpIf+RluP8Arp/7SWo/FX+psv8Ar6i/9GJUkP8AyMtx/wBdP/aS0AaOm/8AHof+u0v/AKMaqq/8gCH6R/8AoQq1pv8Ax6H/AK7S/wDoxqqr/wAgCH6R/wDoQoAmtP8AkFP9Zf8A0Jq5rw1/rte/3F/nJXS2n/IKf6y/+hNXNeGv9fr/APuL/OWgDZtP+PG1/wCu4/mKVGD+Jcg5HlkflxSWn/Hla/8AXcfzFQRvjxPEmcFvM49R83/1qAI9D/5Atp73YrV0r/l4/wCur/8Aox6ytE/5Atn/ANfYrV0r/l4/66v/AOjHoAzbD/kHH/rzk/8AQ2rasP8Ajwg/3BWVAAtqwAAH2J+n+8a1bD/jwg/3BQA67/49J/8Arm38qzb5w8hA/hu0B/795/rWld/8ek//AFzb+VYhIEbEnAF4hJ/7ZCgDcb/j7T/rm381rIRsavZrnkyScev7sVqGRDPHIGGwxM27tjK81glz/wAJRpa5+Ui5JH0SP/E0AdPWbqf/ACz/AA/9GJWlWbqf/LP8P/RiUAXLb/Vf8Df/ANCNVNa/5BM3/Af5irdt/qv+Bv8A+hGqut/8gqX6r/6EKALV1/x6zf8AXNv5VDpv/IOh+n9afPIrWU75woRwSfbIP8qZpv8AyDofp/WgC5RRRQAUUUUAFFFFABRRRQBxF14t1WKe81GK0szodlfixmLO3nt86o8i/wAICs3Q9Qp5FdPq2qWujaZPqF65SCFctgZLHoFA7kkgAdyRXI3fh3W5Df6JDDanR77UReteNMRJGhkWR4/L28ksCAc4w3tW1rfh4+JTbfbJ7uwNjdGa2azmU78DCuwZCMjJwMHHXNAD/Cmu3Wv+Hf7Ru7H7LcefPE1srbivlyMmM9Cfl57Zq94fOdAsTgjMI4PasvwZoF14d0u4try9nupJLyeZTIythWkZh0UckEE+5OOK1tB/5ANl/wBchQBo0UUUAcjf/wDITuv+un9BVarOof8AITuv+un9BVagBk3+ok/3T/Ku6rhZv9TJ/un+Vd1QBm67/wAgmT/fT/0IVzVdLrv/ACCZP99P/QhXNUAFbHh3/j4vP92P+b1j1seHf9fd/wC7H/N6AN+iiigAooooAKKKKACiiigAooooAKyPEQJ07j0l/wDRMla9Zuuf8gqf/rnJ/wCi2oAzI/8AkOzf9g4f+y1Dpzjyr9R1GpDP43bU8uI9YuHIyF03JH021FpvXUv+win/AKVvQBtw/wDIOf8A6+n/APRxqiP+QVZ/9dbf/wBBSrf/ADCZv+viT/0capiVZtLtZEztM8OM/RKAH3v/ACFB/wBfCf8Aos1Lff8AIFuvrH/JKguXD6juGf8Aj5Uc+yEVPff8gW6+sf8AJKAKw/5AV7/2DU/9AasqRyut2iDGGuR/6GtXTKx0i8UcAWca/UeUx/rVZ/8AkJ2//X6n/oVAFGw/16f9coP/AESa6Gy/5GJP+vRf5CsCxQhopM8FIVx9IP8A69b1l/yMSf8AXov8hQBx/hVi+hWjscs0UBJ/4Aldrq3/ACLkX+4v/oNcT4TBGg2gIIIigGP+ApXbat/yLkX+4v8A6DQBQsf+P64/67wf+yVU1v8A48bj6Xf/AKEatWRH9ozjv5sH/slVdb/48bj6Xf8A6EaAL+jffn/6+5f/AEdWhYf8jHrH+7B/6CaydJm23ckQHLXUhP0Mzf8AxNa1h/yMesf7sH/oJoAq3P8AyLmsf7s//oT1Tuulz/1xm/8ASeKrlz/yLmsf7s//AKE9U7rpc/8AXGb/ANJ4qAMk/wDH/e/9cJ//AEC3rrrv7tl/1/f1auNuJRDcX8h5xBP+ZS3FdjcnMVifW9/q1ACah/yG9M/7af0qpbf8jJcf9fQ/9Emrmo/8hzS/+2n/ALLVO2/5GS4/6+h/6JNAF3Sv+Qhqf/Xf+grOu/8AkKan/uj/ANAStDSv+Qjqf/Xb+grPuv8AkL6p/uD/ANBjoAmufva1/wAC/wDRC1zs/Ph2795Qf/IbV0Vz97Wv+Bf+iFrn7pGj0C8RhhllUH/v21AGxokgkurJh0EAX8jKP6U+An+0iueBdOQP+2hql4W+9a/ST/0bPVy3/wCQqf8Ar5b/ANGGgDbtP+Pq/wD+uw/9FpXJ6P8A8hB/+uVp/wCjWrrLT/j6v/8ArsP/AEWlclpB/wCJlJ6eTaf+jnoA3Jv+Q9qH/Xin85Kltv8Aj1u/+uCf+i6im/5D2of9eKfzkqS3YLY3jscAQrn6eWKAKPi11NlIoYbvs8nGefvxf4j860tE/wCPR/8AfP8AOsHxPIsgmZe9rKcHrjdb1vaL/wAezn1bP6UAU/FX+psv+vqL/wBGJUkP/Iy3H/XT/wBpLUfin/UWX/X1F/6NSmq7L4oYA8NPg/TyAf6UAa+m/wDHof8ArtL/AOjGqqv/ACAIfpH/AOhCrWm/8eh/67S/+jGqqv8AyAIfpH/6EKAJrT/kFSfWX/0Jq5bwkSU1snqYk/8AaldTbxmPTZVJGSZTx7sx/rXJeDX8211aTGN9vG2PTIkoA6G0/wCPG1/67j+YqizBPF1qT6Sj8zj+tXLFhJYWxXoLjH5MB/Ss+Yg+LLUA9GfP/fQoAn0T/kC2f/X2K0bByiTkdfPI/OVhWdon/IFs/wDr7FXo828ExPP+kKePeY/40AQw/wDHs3/Xk3/oRrVsP+PCD/cFZUP/AB7N/wBeTf8AoRq/aTBdJWTkBEP6Z/woAsXf/HpP/wBc2/lXP3TqtrKCeWulA+vkg/0rZkull0ia4OQvlOTkegOf5VzurEraZBwftq/+k5oA3k/48If+vM/yWso/8jXpX+7c/wDoMVaEcytbpCM70sdx9MEDH8jWHbzSSeJdFZmyTJeqfoAuP5CgDrw+Z2TsFU/mT/hVHU/+Wf4f+jEq4v8Ax9yf9c0/m1Z+uEiKIgkfOn/o2OgB15P5Omy4YqxLEEf7+P6ipNa/5Bcn+8v/AKEKo6tIBZeXzlt7D8Jk/wAava1/yC5P95f/AEIUAJef8gK+/wCuc/8A7NTLaV47GAKf+WbH8QR/jVae/jl8JzXiKxjnjYqD1AcnGfzqeH/jwg/65P8A+hCgDWooooAKKKKACiiigAooooAKKKKACs7Qf+QDZf8AXIVeZlRSzEKoGSScAVn+HyDoFiQQQYhgigDTooooA5HUP+Qpdf7/APQVWqzqH/IUuv8Af/oKrUAMm/1Mn+6f5V3VcLN/qZP90/yruqAM3Xv+QTJ/vp/6EK5qul13/kEyf76f+hCuaoAK2PDv+vu/92P+b1j1seHf9fd/7sf83oA36KKKACiiigAooooAKKKKAOP1X4i6LYCRbP7RqsqSLEVsI/MRXZgiq0nCLliBy3eug0q41C5sVl1Oyjs7licwJN5u0Z4y2AM49K8+8UaBo1hMNM0i41q1u5GS8Njp0TXMI2yB1d4j8qjevYqTg9a7TwrqVxq2hRXd1cW1xMXdGe3ieIZViMMj/MjDGCp6GgCv4Jlkl0S6aR2cjU75QWOeBcyACrPiq8hsPD9xcXEyxRAFS7nAG4FR+pAqp4E/5AV1/wBhS/8A/SmSl8c+H5PE/ho6VGwXzLmBnJ7Ksisf0FAFOZli1XUHZhg6SX4PQALz+h/KqPhPVbTVrPUJLSdZlS/iBZTnrclv61sXnhUXWsalcNOywahpX9nsij/V4LfMPwf/AMdqr4M8BW/hDS5LGO4abe0TGQjGSjFh+poA2JZ4odCuZZHVY1uJdzE8D98axIdShTRdL2ypsfUUgcnswQnH1yorU1/w9/avg/VNGjcBrtZSCTjDO5f+ZrlLz4czX3gQ6ELuSOZdRa8WXOD82c49MBzj6UAXdO1aG88WX1ml0JXS4VlQNkAfvB/hW0dTstR8P3k9pcJLEsiIXB43AJx+orjvBfwok8LeJUv2v2mhhQooJ5c5BDY/MfnWt4X8DnTvBl/4enmkYPqHm+a2QWAaNs/+O0AH9uWEugXUkF3Exmt1SMBgcsIGyOPoatNIravHGGBZb2IkegJGP5GuRg+D0kVhFpk2qvGs91JPI0JIODj5R6DAx+Jr0RvDELa4upeaw2vHJsHQsoYc/wDfX6UActHqMcK6dh1McyI4I/iAt1PFdPZMG8RJtIP+hqcj0wKytR8KmW1tTyq2IhPTO/aqA/ouK6HTtKhgkgvAzGX7JHB14wo6/r+lAHE+Hf8AkFxHjDCPHvgLmut1mRIvDCPIwVFjUlmOAPlqnY+Eo7W3tFV3V7NZYo8nh1ZkILYHJGwfma0Nd0Y6t4Zl0wyFGaILuX1A7UAY1jKh8SXUIJL+XaTdONrMQP8A0A1Brd1Die18wedsu5Cn+zvIzV7T/C81prslzLOXiNjZQBx1LwO5OfruFQ3fgeC+8QzajNLIBJGsRAbqvnPKw/Hco+goAijvILLxFBC7IgubhwhY4ywmfge5NdBp7A+I9ZAI4EGf++TXPa38P4tT8V6JraXkiPYXXmtGRlWXc8n57mA+ldVa2AttRvrzfk3RQ4/uhVx/jQBmXJ/4pzWckAAXAyf956z9VvLS1003ssixwvayEu3ctDGq/nkCt6XTFudKvrNyyrdCVTg4I3Fu/wCNYWueDU1vw7YaRO7BYoY4pCrdQrRMf/RWPxoAwdTlVI76Q4IMUo6+9utdi1zDcWelTwSpJFNeAo6nIYHeeKydS+H9pqmhXGnSXc0bTvKzyRHaf3k6zEfhsC/Sr+h+F/7L8N6FpUtz5raWVbzAMbyFYD/0L9KAL+onGt6X/wBtP/ZaoWsiN4mukBBZLobh6ZhNat1ZG41SyuBwIFck/Urx+n6VFZaPFZaxqd8uS988btk5wVTZx6cCgCHSZo21nVoVYF0kUsPQEHH8jWZNIP8AhJNZj6kxA/TCxf4iruk6SLLxTrl6ssjC8WAlXOQpUPnH/fQ/Knf8I9u8QXWotJhZ42QqPcQjP/kL9aAMi6useLtVtPNPNlNJ5eeOI4RnH4moNTdRpGo5YcTjPPT921W5fDc//Cy21pZP3E2lyQOMcBtyY/QGo4fASLbeIrd7piNWlaVWPPlFi/T6B8UAM8F3CXMNg6sGLRu5x05ln/wNXra5hOqsvmKGF0y4J5z5rAfmQan8O+Fo/D0FpBFKGWCIxnAxn53fP5yGoj4Mtj4ol1lZ5FLLHiLORuWUyE8+pJ/OgDetObq//wCuw/8ARaVyti0P/CQanBBnZbG0iOfUTt/n8K7COIRvKwxmRtx+uAP6Vz+naE9vq2rXbNkXU8TAZ6bJC/8A7NQBJLNGfEt/BvHmmwRgncjLjP6j86kRlOl6mueVgAPt+5FOOhL/AMJl/bu87jYm029vvhv6VYXTvlv4txxcIE3EdPkC/wBKAOBk1aLVFVUYmVtHSXy+pG77O3Xv95a7vQZBJay4/hcL/wCOqf61yXhnwebTXptQaRmaGys7FQCNvyLEze/8A/Oum8MaJ/YOlC0Ls74j3se5WGOPI9B8lAGb47naGDSAPuPqNurHHQeamP1xUz3cMfjSK2ZwJpZmZF7kCAZ/mK09d0aPWrWKF5NnlzRyg4zyjq//ALLWNqWgS3PxI0LV0kCw2tvdPIn99mVEH6GgDo9NINm2Dn99L/6MaqJk8vw1bNjP+pH5uo/rWhZW32S3aLdnMskmf952b+tQzackmmR2RyyK0ffB+Vgf6UATRgmycDkneP1NcR4GkU6XqkmRsFtFz/wFzn9a78KFXCjArl9G8KJpuk39kZmc3UC25Y8DAQrkfXcTQBLp8yRaVbOxABvCo+plwP51k/a4l8bSJJIq+VKSdxAwuEP+NSeJPBH9r+F4dMF9LD5F8b4yqeT8ztt+nzDj2rkNX+Emo6tqx1GHWHR53muGJY4XLfIg/Db+R9qAO58NzrcaPAUdXUX21SvsuT/Wr2salY2BkinnjibdBJhjjjzRz+dM8N+G10LSbeyDsVhlEuS2ST5YU5P1zXKfEPwPd+JdaWe3u5IPOsfsyhACNyyiTn2wB+VAHUWkqR6aVZsmPS1kY+zbj/7KaqWHiSxl0a+heRUktzMm0nkhWYE49ua2JNFR7S5ijfa01gtmD/dAD4P/AI/Xkd58HtV1TVr3UYtauLM3VxO4gDlQIzIxx+OVODQB3uja0k/g25aSRWMjXEUWOrYRnP6A1Rutfsb3QTeRyoVS4WSQA5C/6MSRnpxWJ4c8AX3h029jJeSyW8FzeSnMmQUktgoIHc5z+tQaN8JLqwkuba41HEV7AyGPlh/q2U56fxS5+i0AdXa67FPdaa8U0befp22QZ6Abt35MuKbpE8cus6Rg7mF7qChuvbPX8vyrjrf4P3ely6hcjVp47dI5IbRN5bPmBkLMPowOO59O/a6JoEtqdKmjkLJb6hPPIzHl/MQrn82IoA6ZbxB4jltMjebRJQM8kB2BwPxH5iq2sXUEoWOOVGdJUVgpztImiyD6HkfnVe3snb4hXmotISq2K2yL/d+YOfzz+lY9j4enlvtZxKcy6kbnk/8ATWFh+kNAGj4iuoYrUbpVBZJkXnq3mx8fXirus6taCxt41mVzd7WiKnIZcjkfmPzrkfEXw7uddtprWLVGhnF/c3sTAcfvNnyn2APp1qlJ8OL43Xh549TdhodqIiOnm7Hf+YwPzoA2dI1mzvPhfC6TKqoBb5Y4yyvg/qDW99tiW0tGZ9qAyRn3ORx+deWx/CO8PhGPSJtWkAine/TYTtTMajBB64YEj6murHg/UNQsNDtW1BoTp+oS3cpVyfMAcFV9wc457GgD0qiiigAooooAKKKKACiiigAooooAQgEYIyDWdoHGgWP/AFyFaVZ2g/8AIBsv+uQoA0aKKKAOR1D/AJCd1/10/oKrVZv/APkJ3X/XT+gqtQAyb/USf7p/lXdVws3+ok/3T/Ku6oAzde/5BMn++n/oQrmq6XXf+QTJ/vp/6EK5qgArY8O/6+7/AN2P+b1j1seHf9fd/wC7H/N6AN+iiigAooooAKKKKACiiigDmNU8OajdeIf7X0zXDpsjWy28qC1WUShWZlJ3HtuOPqaTwx4c1LQHmW41038MjyTOjWqxs0rtuLlgfqMdPyrD0g+I5NPm1mK+vrjVbe4kW90i5UJCwDH5IsqNp27SrAkHv143PA+pT6tot1eTm5+fULny1uVKukfmHapU8jAwMUAL4E/5AV1/2FL/AP8ASmSunrmPAn/ICuv+wpf/APpTJXT0AFFFFABRRRQAUUUUAVJ/+QjafR/5CrdVJ/8AkI2v0f8AkKt0AQXn/Hlcf9c2/lTrf/j1i/3B/Km3n/Hlcf8AXNv5U63/AOPWL/cH8qAJaKKKACiiigAooooAKKKKACiiigAooooAKKKKADHOaKKKACiiigApAAM470tFABRRRQBQ0yMIkzZzvdW+n7tB/Sr9U7D/AFTfUf8AoK1coAKj2KZBIVG8AgHHIBxn+Q/KpKKACiiigAooooAhuv8Aj0m/65t/Ki0/49Iv90UXX/HrN/1zb+VFp/x6Rf7ooAmqpc/8ftl/vt/6Cat1Uuf+P2y/32/9BNAFuiiigDIvv+P7/tk//oJq3N/yFbUf9MpT+qVTv3B1Qp3Fux/MN/hV2X/kLWv/AFyl/mlACal/x4t/vp/6GKp2b+VoVrJjO0BsevU1c1L/AI8W/wB9P/QxVUn/AIp2A+kKfyA/rQBHA+3xHcjGd5UfT5M/0qxp6gX14QOrZP8A301VY/8AkZpv95f/AEXVuw/4/rv6/wDszUASx/8AIRf/AIF/KOltRmaYH3/9DehP+Qi30b+UdRaf/wAfd7/10/qaAHhR/ahXAx5JGPxFJG4GpFO5EhH4eX/jTh/yFj/1yP8AMVEn/IaX/rnL/wC0qANGiiigAooooAKKKKACiiigDj9Y8W31heamLLSRd2WkRrJqEpuNjjK7yI12ncQmGOSvUAVuapqM9tpBu9Os3v5nKLDFG20PuIAJbsozknsAa5TW9M1yK68R2mnaYLqHXo1CXPnIq2z+SIW8wE5wFVWG0HPI4ra1aXW9O0Ce30HTGuLy3SKG2aSRArjABfBYfdGeDjJ9uaAJdB1u81C+1DTdSsorW+sfLaQQTmWN1kBKkMVU5+U5BHp61f0H/kA2X/XIVjeEbO4t7O6hvNKvbSeVhJPd3VxG8t05GC2Y2O3AAAHAAwB0rX8Prt0CxHPEIHJzQBp0UUUAcjqH/ITuv+un9BVarOof8hS6/wB/+gqtQAyb/USf7p/lXdVws3+pk/3T/Ku6oAzdd/5BMn++n/oQrmq6XXf+QTJ/vp/6EK5qgArY8O/6+7/3Y/5vWPWx4d/193/ux/zegDfooooAKKKKACiiigAooooA5SPxhLebpdL8PatqFmrsguovJRJNpIJQPIpYZB5xg9q0vD2oQapprXUM104aeQOl0gWSFgxBjIAGNp4HXjHJ61mReELiyDQ6V4j1Swsi7MLaMQyLHkkkIXjJAyTxk47VtaNpFtodh9kt2lcF2lklmfdJK7HLMx7kk0AZXgT/AJAV1/2FL/8A9KZK6euWg8LX1iZ00/xHfWtvLcS3AhW3gcK0jl2wWQnGWPU1Y/sLXP8Aobr7/wABLb/43QB0NFc9/YWuf9Ddff8AgJbf/G6P7C1z/obr7/wEtv8A43QB0NFc9/YWuf8AQ3X3/gJbf/G624VZYUWSRpGCgM5ABY+vHH5UATUUUUAVJ/8AkI2v0f8AkKt1Un/5CNr9H/kKt0AVdQkEWm3UhBIWFycewNS2/wDx6xf7g/lUGr/8ga+/695P/QTU9v8A8esX+4P5UAS0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAFOw/wBU31H/AKCtXKp2H+qcejAf+OirlABRRRQAUUUUAFFFFAEN1/x6zf8AXNv5UWn/AB6Rf7oouv8Aj0m/65t/Kktf+PSH/cB/SgCeqd0f9Msv+ujD/wAcarlVLr/j8sf+urf+gNQBbooooAxL7/kNP/16/wBJK0Jf+Qta/wDXKX+aVn33/Iaf/r1/pJVueQjXLKPs0Exz9DH/AI0ASal/x4t/vp/6GKqn/kWov+uEf9Ktal/x4t/vp/6GKqn/AJFqL/rhH/SgCGP/AJGab/eX/wBF1bsP+P26+v8A7M1UlcL4odT1d1x/36P+Bq7Yf8ft19f/AGZqAJk/5CLfRv5R1Fp//H3e/wDXT+ppY3zq8iY6KWz9Qn+FRaZIXvtSXGNk236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} | F igure 2. Effect of PKC on ΔR-CFTR. (A) A representative whole-cell ΔR-CFTR current trace showing lack of effects of BIM, a PKC inhibitor, on the basal current. The inset shows the I–V relationships at different conditions as marked. Similar results were obtained from seven cells. (B) A continuous ΔR-CFTR current trace in a cell-attached mode. PMA, a PKC activator, did not alter the ΔR-CFTR currents. Summary of the mean currents in the presence or absence of PMA. Values were normalized by mean currents with genistein ( n = 6). | CC BY-NC-SA | no | 2022-01-13 09:52:21 | J Gen Physiol. 2005 Apr; 125(4):361-375 |
PMC1382195 | 15767295 | 3 | 200409227f3 | {
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} | F igure 3. PKA did not alter the ATP-induced ΔR-CFTR chloride channel currents. (A) Single-channel currents were induced by ATP application 2 min after patch excision. Subsequent addition of PKA did not alter the channel activity. (B) Expanded traces of the recording in A. (C) Summary of the measured Po with 2.75 mM ATP alone and with both 2.75 mM ATP and PKA (25 U/ml) ( n = 6). | CC BY-NC-SA | no | 2022-01-13 09:52:21 | J Gen Physiol. 2005 Apr; 125(4):361-375 |
PMC1382195 | 15767295 | 4 | 200409227f4 | {
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} | F igure 4. Effect of different concentrations of ATP on single-channel kinetics. (A) Representative single-channel ΔR-CFTR traces with different concentrations of ATP in excised inside-out patches. Each trace represents a 60-s recording. ATP concentration dependence of the mean open time (B) and the mean closed time (C). All values are represented by mean ± SEM. Overlaid open circles (○) represent the corresponding values measured for WT-CFTR channels (from Zeltwanger et al., 1999 ). | CC BY-NC-SA | no | 2022-01-13 09:52:21 | J Gen Physiol. 2005 Apr; 125(4):361-375 |
PMC1382195 | 15767295 | 5 | 200409227f5 | {
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} | F igure 5. Mode shifts of ΔR-CFTR. (A) A single-channel recording of the ΔR-CFTR channel in an excised inside-out patch. The slow gating mode, i.e., long openings and closings of the channel, is often observed immediately after excision of the membrane patch. The slow gating mode usually switches to the fast gating mode spontaneously within a few minutes after patch excision. (B) A sample trace showing a spontaneous mode switch from the fast gating mode to the high Po mode. The mode switch occurred 4 min after the excision of membrane, and lasts for >6 min. (C) Summary of Po of ΔR-CFTR in different modes. *, P < 0.01. | CC BY-NC-SA | no | 2022-01-13 09:52:21 | J Gen Physiol. 2005 Apr; 125(4):361-375 |
PMC1382195 | 15767295 | 6 | 200409227f6 | {
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"path": null
} | F igure 6. Inhibition of ATP-induced ΔR-CFTR currents by ADP. (A) Inhibitory effects of ADP on the ΔR-CFTR currents induced with different ATP concentrations. (B) The dose–response relationship between [ADP] and the magnitude of inhibition in the presence of four different ATP concentrations: (□) 75 μM ATP, (▪) 200 μM ATP, (○) 500 μM ATP, and (•) 1 mM ATP. All data points are presented as mean ± SEM of at least four values obtained from different patches. Data are fitted with the Michaelis-Menten equation. | CC BY-NC-SA | no | 2022-01-13 09:52:21 | J Gen Physiol. 2005 Apr; 125(4):361-375 |
PMC1382195 | 15767295 | 7 | 200409227f7 | {
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} | F igure 7. Effect of ADP on ΔR-CFTR single-channel current. (A) A representative single-channel current trace in an excised inside-out patch in the presence or absence of ADP. (B) Expanded traces with ATP alone (top) and with both ATP and ADP (bottom). (C) Summary of single-channel kinetic parameters ( n = 11). *, P < 0.05. | CC BY-NC-SA | no | 2022-01-13 09:52:21 | J Gen Physiol. 2005 Apr; 125(4):361-375 |
PMC1382195 | 15767295 | 8 | 200409227f8 | {
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2+n2cF9c38EY+0XYQTShid4QEL7cZNXeAKFOVBxj2oAYpBLYOSDyM9Djp/n1p2RuIzzjpmgHJPBGD+dL/ABdPxoAQ4yMnHPHvWXr08MWnokkqI0lxCEVmALHzV4HrWoeo4z/Ss/WwDpvT/lvD/wCjVoA0qKKKACiiigArLv5I49X00yOqA+YBuOMnA4rUrNvADrGnZGeJf/QRQBoNjHJxzQcbeTgetDHA6E0pOFzjPtQAi42jByPWhcY4OeaAcqDjHse1CnI6EUAAxuPPPpUTXEKXKQNKomdSyoTywGMnH41KD8xG0/X1phRTMrGMEgEB8Dgccfj/AEoAe2O5xzVae+toJPKll2sR0ANV9Tu4fsUyJMvmjAwG56iud3M7gsxJ9SaAO1rEhvLh9bMDSExb2G3A7A1Pqt9LaCIwlfmznPPpWVY3A/tZJ5mVclixPA5BoA6cYycHPr7VEZ4RdLbmRfOZC4jzyVBAJx+Ip0U0c4LRsGUHGQQQaCimZWMYJCkB8Dgccfj/AEoAecZGTjnj3obGOTgetBPI4J56+lDHAzgn2FADqauNowcjHX1p1NU5UHGOOh7UAAxzg55/KohPC108CyqZlUMyZ5AOcHH4GpQc54xz+dMCKJ2YRgMVAL4HI54/D+tAFfUrC01XT5rC9iEttOuySMsRuHpxzVxsY5OKQnkcE+/pStwOmfagBaauNowcjHWnU1TlQcFeOh7UAC4xwc81m2c0cmu6hsdW2xQqcHODmTitJTkdCOe9Z9sANev8D/ljB/OSgDj/AB9q6RaxYaRe+HI9b0yW3lurqMR75YlRlXeinrjfyBzjpT/CuoaFB4jt9L8LWmnJo95prXpmto8O0iyBMMfYE8EZBq5fy6yt5putQ+Dzc6mLaSGRf7TRPs6swJXnhs7QcjpiqnhbQ5IfGV5rc/hM6LPcW7JJLHfpLHIxZSf3ajhjjJPtQB31FFFABRRRQBm6/wD8gG+/65GtKs3X/wDkA33/AFyNaVACLwMZz70Dqec01NoQBRhccDGMULt52jHPPGMmgB38XX8KO+c/hTRt3kgfNgZOKDt3jj5sHBxQA4898UNyMZx70jYIGRnkds1nXuqR20zQPCWGOeeDmgDQZ0T7zAZ9TWLqt7bzWhhjl3SK/PH1qpqV+t8YysZTZnqfXH+FY7zvM5itduVOHkYZVT6e5/l+lAGvYXtxFLFAkmIy4yMDua6cD5jz+FcLb2qRzxySzXLlWBLeaynr6AgV0FnqBSTLGSWDITzZFAdSScBscEdgeMZ565oA2z1HNDc98U07dy5GT2OOlK2CBkZ5HbNACnlTzj3pR0prAFSGGVxyMZzTqAEXgdc0AcnnP9Kam0KAowOwxihdu5sDBzzx1oAdj5s5/Cg9uab8u8nHzYGTjtSnGRkZPY46UAKeR1xSEZXAOPekfaRyMjI7Z70PtKEMMrjkYzkUAOHTrQOB1zQMY4GBSKAF+UYHpjFAFHT/APj/ANW/6+V/9Ex1oVn6f/x/6t/18r/6JjrQoAKKKKACiiigDO0z/j51P/r7/wDaaVoc7j6Vn6Z/x86n/wBff/tNKvDG8/3sDNADjnI9KDnHBpDjcM9e1I2Mc9Mj+dADjnBx1pR0prY2nd0xzTh0oAQZxyawdWvbiK6aFJMRlBkYHetDUZnt7B5IW2sGHP481zN1ds+6e5kHA5Y8cUANqxo99aDWIoTdQCUg4TzBk8HtWWInvctcBkhP3YehYerf4e/PtpWBtre4UyxKYQCCgUEdMdKAOwOccHmlrmU1eO0u0gjjdrKVlQBmx5JPHH+zn8vp06agBq52jcQT3IGKUZ701NojUJ93HH0oTGOOmT/OgBwznrxRzu68UgxuOOvekONw9cHFACnPGCBz3FDZ2naQDjgkZpHCnG71GPrRIFMbB/u4OfpQA+mrnbyQT7DFOpqBQg2fd7UAAzk5Ixnjil53e1NTbvfaOc/N9cD+mKXjef72KAFOcjB+tZ2t/wDIO/7bw/8Ao1K0GxkZ654rP1v/AJB3/beH/wBGpQBpUUUUAFFFFABWdd/8hjTvpL/6CK0azrz/AJDGnfSX/wBBFAGgc9sUHOOOtNbGOfUd6ccbTnpQADOOetAz3IpFxtGORjikXGODnk96AHDOfajnd7UgxuPr35o43j1x60Acjef8f0//AF0b+dVZZooIzJNIkaDqznAqTU5/KvpUVd8ryNsTOM88k+gHrVaK22v50zebP2YjhfZR2H60AC31s0ip5wDt90NlS30z1/CrFNkjSWMpIiujcFWGQarxM1vKLeRmZGJ8pyST6lSfUdvb6UAdboP/AB4t/wBdD/IVp87vaszQf+PFv+uh/kK0uNw55x0zQApzkY/Gg5xx1pDjIyec8c0NjbycD60AOpBnAz1pT0pq42DByMcc5oAUZ5zRzuPpTRjJwe/PNKMbzzzjpmgBTnIx070HOOKQ43Lk89uaGxjnpn1oAdSDOBnrSnpTVxtGDkY4Oc0AKM45rPt/+Q/f/wDXCD+clXlxjg5GT3qjb/8AIfv/APrhB/OSgDznxRovgDwrLDDP4f1O9uJYpJ/IsZZpGSJPvO2ZAAoz1q38Prvwzca9OmieHNW0yf7GszS37nDxORt2qZGyDjOQMcda3PFNlpkGs6frOoa5aaWFhls5lumRVuYXwWQFiMEEAgj8qw/Aen2ia7C8fi7S9YOnaebGzgsiu9YN6ndJhjkjCjgAfnQB6ZRRRQAUUUUAZniDd/wj1/txu8lsZ6Zq9D5vlL52wSY+bZnGfbNUtf8A+QDff9cjWlQA1c7RuxnvigZ5zjrxikQgqCDkY4Oc5oUg5wc8880AKN245xjtQd24YxjvSAjeRnnAyM9KCRvAJ5xwM9aAILv7WEj+yCEt5i7/ADSfuZ5xjvisLWv+Qk3+6P5V0jEDGTjkd65TxDKyagYosedIoC57DHLH2H+AoAzZ3eaT7PCxXH+tcfwj0Huf0/Kp440ijWONQqKMAAcCkhhSCPYmeuST1JPUmn0AFaelz2qQXEV0y7JMAqwyCOc1mUdqAOitZbz7THb5jaOIkSs5O9kI/dsP5HPcGtM5xxjr3rPucQS2l1nGGETgd1bgcd8NtPsM1fYjAycc+uKAFbO07cZ7Zp1NYgKSTgY5OcYrntb1rV9O1OytNP0aG8W6Yosk155IDBGcjARuMKefUigDolzj5sZ9qBnJzjHasTxBrh0OxhuEht5vMfZia8S3HQnhn4PTpS6Rr0d/o0upXIt7aKMsZDHdpOiqoySXXgcdqANAG8/tCTd5P2Py12EE79+TnPbHSrRzkYxjvXlP/CealMnibUo7hEgFhbTaXb4DNEHkkjDso5LHCuV7AqOtSJqmo2zS6ONU1mC5u7q0hVdSWPz4o5GYPLG6kqQwQgAj5T9aAPUmz/DjPvSNu2nbjd2zXM+F57mO61rSbq9muxp12kcM87AyMjxJIFYgDJBYjPcYrHtPHWs6itibfw7GP7StZbi18y/CjbGVD7zs+X7w24znPOOwB34zjnrQucfNjPtXB2/xGF3qWk20OnxpHf21vOPtN2sUjCX/AJ5KRiTZ/F8wPoDXdqQV4OR65zQBmaT532rVftAjEn2pf9WTjHlR461q1n6f/wAf+rf9fK/+iY60KACiiigAooooAytMMv27VAUUR/auGDck+WnbHH51qc7vas/TP+PnU/8Ar7/9ppV/B3E5OMdKAF5yPSg5xxikI5ByfpQwyOpHPagBTnBx1pR0ppGQRnHuKoaneyWKRFFVtxIO6gCC+e5fR5DdRJFJ5mNqPuGN3Bzgdq5WIG8kWdv9SpzEv97/AGj/AE/P6bmpXI1PSzDvG0FTNg9TnOwf19uO9Zw4FABRRRQA+KNJpkikUMjsFZT0IPWums5JAklu53TQHblj98Yypz7jr7g1y4JByCQR3FaGmztDeC4kmO1ysMm5uxztP/fXH/AqAN2ze5ks4Xu4liuGQGSNG3BW7gGrAz3AH0pqfcHzFuPvHvSqCBySfrQAoznkcUc59qQAgk7ifajHzZyenSgAOeMAfiar3r3MdjO9nEk1yqExRu20M2OATVhhnHzEc9u9IwLKQGKkjqOooAFLFBuADY5AORmlGcfMAD7GnU1QQoBJb3NAAM85A9uaXnPTikAILEsTk5x6UuDuzk49KAA5yMdO9ZWuGUaem1FINxDuJbBA81enHP6VqEZI5xj9az9b/wCQd/23h/8ARqUAaVFFFABRRRQAVl37Our6bsjLkmQEZAwMDmtSs68/5DGnfSX/ANBFAGgSR0GaDnHA5oIJ6HFBHHXFAAMkcjBoBJ6jFABAxnPvQAR1OaAAE56cVja/qMunwxtGSCxIXbgl27KB61rO4iR5Gb5VGTngDFcjPfHVXW6aNkUf6lGPRT/Efc8fQY96AKsMcm+S4uGDXEpzIR0HsPYc/qaloooAKiuYTPAVVtrj5kb0YdDUtFAGloWrQiwRZEdZHflRztPQjPsQRW40kwvUiEGYTGzGXI4YEYGPfJ/KuLtP3Or+Xj5ZiJF+oIDf+yn867zHOc/hQAHORxQcgcDNBHI5oIyOuKAFpoyQMjB9KdSDgDJz70AAJ5yMVXWSY3skRgIhVFZZdw+ZiTkY9sD86sDjPOaMck5/CgAOcjigkgcDNBByOaCM9DigBaaMkAkYPpTqQDAAJz70AAJI5GKy7NnbXtQ3xlMRQgcg5GZOa1AMDk5rPt/+Q/f/APXCD+clAHFeMVk/4WBoT2GiprV+tlcbrWdlSJIdyfvA7ZAfdgdDkE9K3fD0mptfOL3wja6PH5ZxPDdRyljkfLhVB9/wrG8bJpVx4t0WDUtX1DRpBBM9vewXaQIWyoMZLKckjnGQDjv21PDNpYQ38jWnjK91lzEQbee+imCjI+bCqCD2z70AddRRRQAUUUUAZuv/APIBvv8Arka0qzdf/wCQDff9cjWlQAi9Bxj2oHU8YpFyAMnJ7kUDPOSDzxQAfxdPxoP3un41UudQhtJQkpbkZAC1ZdggLswVFBLE9vfNAEd1cLawmRwW5ACr1Yk4AHvXMX0DpfySzkNPIAWI6KOyj2H68mkl1C6ub2SYyERIxEC7cED+99SP0+pqOSR5X3yOWb1JoAZRRRQAUUUUAXIr9iHjut80LoUKFsda29KumvdLglfJk5R/95TtJ/MZrmK3dGzCPKBAEy+cvHUg7W/9l/OgDZb7p4z7Vk6xo41Y2bC7uLWW1n81JICASCpVlOQeCrEeo6itVs7TggHsTTqAK9xaW15GEuraKVQchZUDAH8ajWytFtZLVbSFbZ8h4hGuxwRzkdDnpVpc45IJ9qBnJyQR2oA5dvAXh/7XqM0Wnw24vbVLVhbxJHsALHchUZDEsMn/AGV9KjfwTFcR3LX2rahdX83k+XfOI1kt/KYvHsCqF4Ykng5zzXVg/ORuHQcdxTjnIwRjvQBkaJow0WC4zcz3tzdTefcXM20NI+AucKAAAqqAAOgqrp/ha00waT5Uk7/2ZazW0QYj51kKEk8dfkGOnU10DZxwQPrQ2Sp2kA9iaAOM/wCFfWptLGzOqX5sLaKCNrVyjK/k42MCVJQnAzsIzXaDp0xQM45PNIucckE+woAo6f8A8f8Aq3/Xyv8A6JjrQrP0/wD4/wDVv+vlf/RMdaFABRRRQAUUUUAZ2mf8fOp/9ff/ALTSrwA3k45wOao6Z/x86n/19/8AtNK0OcnpigBpA3Lxk9j6UOARyM8jtTjnI9KDnHGPxoARsFSCMjHT1rn/ABNKVW2hix50hbbkcKOMsf8APXFbVzcLbxbm5JO1FHVmPQCsTVIXSKKWbabiQkvjovAwo9h/ie9AGRDEsMSxpnA7nqT3J9zT6KKAFpKKKACormHz7d4wdrEfK3oeoP4HFS0UAdTpk32nS7aXbtJjXK/3SBgj8DVtAADhccntWdpX7oS2/QYSVB6Kw5/8eVz+NaYz3xQBza61qv8AwlJ0qPRI/s4QSNdPdgN5e4ru2BT3BwM9PSk1/wASyaJfRRJYwTl49xeS/hgI5xjDkE9OvSr02jmXXoNWjvJ4PLiMUkCY2TrnK7sjIwSTwRnPNWrrS7C+kD3dja3DKMBpoVcgenI6daAKs/2rVtAVrWcWVzcRqySqFn8knHIx8rEDOD0781ymmXE17pWv2t9rWrWttptx5iyTBEuxD5QJ35QgoTvKnGSB7YrsNQ0qO+0Z9NSSW0RlUI9s/ltFtIIK44GCBx07dKx/+EOSXTNXtr3Urm7utVRYrm6dUQlFBCoFUABcFu38RoAwtPj1u8bRNJutb1KA3tvc6hLKGj89EBjEUW7bjgSZbjkj0rXsPE01l8Nhr13D9pntYX81I8J5rI5QkcYGSufxrU1vQG1aezurXULjTr20EiR3ECox2OAGUqwIIO1T7FRTW8MWjeD/APhGw8qWpg8guGy+O7Ekcknk8d6AMKbxrqVlcX8dz4dSIWMsJvHW8BxHLgIy/L8zDnI4A28E1d0vxkdT8W3mjrYwoLd5ImY3S+eNn8TREAhG52kE++M1ev8Awpbag+qtLPKv9oiASbcfKIjkY47nrUEfhBB4mh1afUbq4W3lkmt4JQh8p3UqwD43lMMcKTgfgKAOlYDcuRnnj2qhrf8AyDv+28P/AKNStE5yMfjWdrf/ACDv+28P/o1KANKiiigAooooAKzrv/kMad9Jf/QRWjWdd/8AIY076S/+gigC82McjuO1OONpz0oOccCg5xx1oARcbRjgY44pFxj5Rjk9sU4Z289apXM0nmJbQMFnkyc9fLTux/oPX2BoAx9ZvZJL37NEFNqq/viQf3jcjbn0Hf8AL1rOrQ1eJIbiGKMYVYgB3PU9fes+gAooooAKKWkoAhn+R4Lj/njKrn/d6N+hJ/Cu643DjnB7VxqIsrrG6hkYhWB7g11GnM5s40ckvFmJyTySpxn8cZ/GgCa5lEMDy+W0hQFgiLliQOg96yND16XXBOZNGvbKKF2j33DRMHdWKsAEdjwQa3TnIwPrWNpGlXWlTX4e+E9rNcPPBD5QXyd7s7gtzuyzH0wAKAIz4imGqfY/7A1Yr5vl/aQkflYzjdnfnb36Z9qj8RnUI7eOa21aDSNPhR5bq6eIO6gAbQAw2gfeznngAdamPhDw8dS/tE6LZG983zvP8kb9+c7s+ueap+KPDl/4gl09oNRhtobSQyvbT2xmjmfjaWG9c7TkgHjJz2FAHKy+L9Ye2hkvNTtdDni0iO/8uaAf6ZK27K4Y5CjauVX5syDnip38VaxeW174htblIdPsZbVGsTAG85HSJ5CX6ggSnGOPl5zmtvVPC+raskIl1qFSbdre4/0IMOScvDlv3T4JXPzDpxUdz4Ika7ngtdSWDRrqSCW5svI3MzRBVAV8/KrCNAeD0OMZoA2Nc18aPcWFsmn3N9dXrukEUG0cqpY5LEADAPNYcXxFsZLVby40vUbaza1muo5ZEQ+Z5OPMUKGJBB7kAHBwcc10WoaT9t1rSdQ80p9geVtm3O/ehTr2xnNYg8FvHYabbxalJHJYw3USypEMkzfxAHI+X05zQBraBrh12zec2E9ptYBRI6OrggEMjoxVhzjg8EEVsrjaNowMcDGK5rwr4WPhx7+V5rZpLxkZo7O1+zwrtBGQm44Y55OecD0rpRnaM8H2oAFxjjpk9qoW/wDyH7//AK4QfzkrQXOOaz7f/kPX/wD1wg/nJQBzXjCdLrW9P0az0DTNV1WaGSdZNSUeVbxKQCxO0k5JAwKh8MSHTfE8ui6j4c0fTtSe1NxDdaWgEc8QYBl5UMCCV4PBrG1/xf4L1y4tbxdX1jT7+0DCC8s7GZXVWxuUgxkMpwOCO1W/Amp+FtR8RXr2Gu6jrWu+RiWa/iZGjiDD5VGxVUZIJAGTQB6VRRRQAUUUUAZniABtAvgehhYGtCONYo1RBhVGAKoa/wD8gG+/65GtKgBq42jHTHehcc49eaVc45GDUcsywRNJIdqr1PWgDD17/j9j/wCuY/maivNZS8kH2Yq9vG2DuU/vT/8AEj9T7DmnrF3Hqt2otnJtlXbJIMjcQTlR/U/h9IgAqgAAADAA7UAPlkM0zyNgFmJOKZRRQAUUUUAFFFFABW5HiKwsLo5/dSYbH91jtP4ZKn/gNYdW4LpmT7LPMy2rKVYAdAQelAHVNjac9Mc06s/TL9dQsFmUhpANsgwQA44I/PNaFACLjbx0pFxk4655pVzjnrQM5OR9KAK620C3r3QU+e6KjNk4KgnHt3NWDjIz17Uc7unFBzkelACNjvnqKGxsOc4xzilOccCkOdvAyewNACjGOOlIuMcZx70o6c0DOOaAMzSokhvNVSMYX7Upxn/pjHWpWfp//H/q3/Xyv/omOtCgAooooAKKKKAMnS4UXUNVlDSbmuQCC5KjEadB0FaYxvPPOBkZqjpn/Hzqf/X3/wC00rQzyRj8aAEONwyeewzUV3cQ2tq8877IoxuZvQUs9xFbJvnkWNO7MQAKxb25hv7SRzKvlDBiiJ5c5+8R/Ifj6YAKM+oS3N4LpHZECkRRkcrnqx/2iPyHHrVzVr2C7SIQsTtJzkYrKooAKKKKAFpKKKACiiigDSs7/F/Zr5bBAphd92euCpP/AAIYH+9XRJjHBzye+e9ctZQtM8yR/wCs8otH/vAgr+oFdNbzrc28cyAhZFDDPoaAJBjccHnuM0nG8c84PGacDz0/GjPOMfjQA19vG5scjHOOar39rHe6fPbSSSRRyxlWeNyjKCOoI6VaJxjgmkY4UkAn2HegBsaCONUyTtAGWOT+J70qY2Dacj1JzT6aDkZwR7GgBq7dz4OTnnnODgflS8bzzzjpmlBzngjB/OlzzjH40AIcZXJ5zxz1rK16BZbGNy0g2XEJAVyoP71eoHX8a1ieRxWdrf8AyDv+28P/AKNSgDSooooAKKKKACsvUEL6tpoEjJjzDlcc8DjkGtSs68/5DGnfSX/0EUAaDdOuKDjb1x70NjHIzQenTNAFW4uBbxqFxJLIdsaZxvP+HcmsOzSWDWissxeR5CZGJwCcdh2A7Ct1LZBcNPhi7KFGT90egHb1/wD1Cuc1H/kIz/75oAta6Qb1MH/lmP5msuiloASiiigAooooAXODkVd0CSQazdJJI5SWMSqC2csMK36bPzNUat6f+7uUuf8Anm6hv91jtP4ZIP4UAdUeo5x/Wlbp1x70hxkcZ/pStjHIzQAtNX7o5z7+tOpq/dGBgelAAO/Of6VAsLLfSTmeQoyKoiONqkE8jvk5/SrAxzgYpONx45x1oAD1HOPb1pW6dcUHGRxQ2McjNAC01fujnPv606mr90YGB6UAKOnXNZdohTXtQzIz5ihI3Y45k4GBWouMcDFZ9v8A8h+//wCuEH85KAPJdV+I2o+I9QksY49Z8PaKOHuY9Olku7geiYUrGPfk12HgK88KxCTTPD2n31s2zzZpLqzljaU5Ay0jj5myfWu7ooAKKKKACiiigDN1/wD5AN9/1yNaVZniA40C+OCcQtwO9X4mLxhmVkJH3WxkflQA8cAc596ytahlm0+RPNKxYy+DhjyMAHsP1rUXG0YGOOnpWZql1b/ZZrfeBLx8uPcGgDnFVUUKoAUDAA7CloooAKKKKACiiigAooooAKKWkoA1PDZ8o3luWIDv5qe2RhsfiM/8Cro65azuoLQQyyuARKY2HqjgD/0IL+tdTQAi8DrmgdTzQuNvAx7Ugxk8Y56+tAC4+bOfwoPUc1WWZmv5IPIkCrGreacbWyTx65GP1qwcZHGff0oAUjPfFBGVxkj3pGxjkZpGxtOVyMdPWgBw6daBwOuaB06YoXpwMe1AFDT/APj/ANW/6+V/9Ex1oVl6W5kvNVYxsh+1Lw2M/wCpj9DWpQAUUUUAFFFFAGdpn/Hzqf8A19/+00rQ53H0rM0yVTfaog3bhdZPynH+rTv0rRGN565wKAMzXwDZxg9C/wDQ1z1dDr//AB5x/wDXT+hrnqACiiigAopaSgA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} | F igure 8. Single-channel dwell time histograms. Events from several single-channel recordings were pulled together to obtain these dwell time histograms to determine the open and closed times distributions in the presence of 1 mM ATP, 1 mM ATP + 1 mM ADP, and 1 mM ATP + 2 mM ADP. (A) The closed time distributions can be fitted with a double exponential function in the presence of ADP, indicating the presence of a new, longer closed time constant. The data could be fitted with a single exponential (τ = ∼2 s), but in the case of 2 mM ADP, the fitted curve fails to capture nearly all the closed events >10 s (not depicted). (B) The open time dwell time histograms show that the mean open time decreases as the concentration of ADP increases. | CC BY-NC-SA | no | 2022-01-13 09:52:21 | J Gen Physiol. 2005 Apr; 125(4):361-375 |
PMC1382195 | 15767295 | 9 | 200409227f9 | {
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} | F igure 9. Effect of ADP on the mean open time in the slow gating mode. (A) A representative single-channel ΔR-CFTR current trace in slow gating mode. (B) Expanded traces with ATP alone and with both ATP and ADP from the recording shown in A. (C) Reversible shortening of the mean open time by ADP from six patches where ΔR-CFTR channels are in slow gating mode. | CC BY-NC-SA | no | 2022-01-13 09:52:21 | J Gen Physiol. 2005 Apr; 125(4):361-375 |
PMC1382195 | 15767295 | 10 | 200409227s2 | {
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} | (SCHEME 2) | CC BY-NC-SA | no | 2022-01-13 09:52:21 | J Gen Physiol. 2005 Apr; 125(4):361-375 |
PMC1382195 | 15767295 | 11 | 200409227s1 | {
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} | (SCHEME 1) | CC BY-NC-SA | no | 2022-01-13 09:52:21 | J Gen Physiol. 2005 Apr; 125(4):361-375 |
PMC1382337 | 16365163 | 1 | 200404104f1 | {
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"path": null
} | Figure 1.
Pik1 localizes to cytoplasmic puncta enriched in a diagnostic Golgi marker. (A) Strain BY4743 carrying pTS8 was grown to mid-exponential phase at 30°C and examined by fluorescence microscopy (left) or Nomarski (DIC) optics (right). (B) Strain YTS114 expressing Sec7-DsRed (from the TRP1 locus) and GFP-Pik1 from pTS8 were grown to mid-exponential phase, immobilized in soft agar, and examined by fluorescence microscopy using band-pass filters optimized for the detection of GFP (top left) or DsRed (top right), and by Nomarski optics (bottom right). Overlay of the GFP and DsRed images is also shown (merge). | CC BY-NC-SA | no | 2022-01-13 07:26:13 | J Cell Biol. 2005 Dec 19; 171(6):967-979 |
PMC1382337 | 16365163 | 2 | 200404104f2 | {
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"path": null
} | Figure 2.
Pik1 is also a resident in the nucleus. (A) Two independent fields of the same culture that was described in Fig. 1 A. Some cells (typically those with the highest total fluorescence) exhibit a strong nuclear signal (arrows). (B) Strain BY4743 carrying pTS9 were induced with galactose for 3 h, counterstained for DNA with Hoechst 33258, and viewed under the fluorescence microscope with appropriate filters to visualize GFP (left) and the DNA dye (right). | CC BY-NC-SA | no | 2022-01-13 07:26:13 | J Cell Biol. 2005 Dec 19; 171(6):967-979 |
PMC1382337 | 16365163 | 3 | 200404104f3 | {
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"path": null
} | Figure 3.
Nuclear import of Pik1 requires importin-β, but not importin-α. (A) An importin-α ( kap60
ts ) mutant (YTS0012 srp1-31
ts ) and its otherwise isogenic KAP60
+ parent (W303-1a) carrying pTS7 were grown in SCRaf-Trp at 26°C to A 600 nm ≈ 0.7, and a portion of each culture was shifted to 37°C. After 1 h, expression of GFP-Pik1 was induced by addition of galactose, and the cells were incubated for an additional 2 h at the indicated temperature before being inspected by fluorescence microscopy. (B) The identical experiment described in A was performed with an importin-β ( kap95
ts ) mutant (SWY1313 rsl1
ts ) and its otherwise isogenic parent strain (SWY1312) carrying pTS7, except that, after galactose induction, the cells were incubated for 3 h at the indicated temperature before inspection. | CC BY-NC-SA | no | 2022-01-13 07:26:13 | J Cell Biol. 2005 Dec 19; 171(6):967-979 |
PMC1382337 | 16365163 | 4 | 200404104f4 | {
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"path": null
} | Figure 4.
Tethering of Pik1 at the Golgi requires Frq1. (A) Transformants of strain BY4743 carrying pTS9 and pTS10 to express either GFP-Pik1 (left) or GFP-Pik1(Δ152-191) (right), respectively, were induced with galactose for a brief period followed by shift to glucose to repress further expression, before viewing by fluorescence microscopy. (B) A frq1 Δ null mutant (YKBH9) is shown harboring both YEp352 GAL-PIK1 and pTS7, grown on galactose medium and viewed by fluorescence microscopy. | CC BY-NC-SA | no | 2022-01-13 07:26:13 | J Cell Biol. 2005 Dec 19; 171(6):967-979 |
PMC1382337 | 16365163 | 5 | 200404104f5 | {
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",
"path": null
} | Figure 5.
Frq1-GFP localizes to Golgi puncta in the cytosol. Diploid strain YTS153, expressing FRQ1-GFP from its native promoter and integrated at its endogenous locus and SEC7-DsRed from the TPI1 promoter and integrated at the TRP1 locus, was grown and viewed by fluorescence microscopy, as in Fig. 1 . | CC BY-NC-SA | no | 2022-01-13 07:26:13 | J Cell Biol. 2005 Dec 19; 171(6):967-979 |
PMC1382337 | 16365163 | 6 | 200404104f6 | {
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",
"path": null
} | Figure 6.
Pik1 is exported from the nucleus in an Msn5-dependent manner. Strains carrying conditional or null mutations in the exportin genes indicated (see Table II), and their otherwise isogenic parental strains, were transformed with either pTS6 or pTS8, as necessary, and inspected by fluorescence microscopy. Pronounced nuclear accumulation occurred only in the msn5 Δ mutant, but cytosolic puncta were also present (arrows). | CC BY-NC-SA | no | 2022-01-13 07:26:13 | J Cell Biol. 2005 Dec 19; 171(6):967-979 |
PMC1382337 | 16365163 | 7 | 200404104f7 | {
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",
"path": null
} | Figure 7.
GFP-Pik1-CCAAX is restrained in the cytosol. A wild-type ( MSN5
+
/MSN5
+ ) diploid (BY4743) (A) and a homozygous msn5 Δ /msn5 Δ derivative (YTS002) (B) were transformed with pTS9 (GFP-Pik1) or pTS11 (GFP-Pik1-CCAAX), as indicated, grown to mid-exponential phase, induced with galactose for 45 min, returned to glucose medium to repress further expression, and were viewed in the fluorescence microscope (left) or under Nomarski optics (right) after 1 h. | CC BY-NC-SA | no | 2022-01-13 07:26:13 | J Cell Biol. 2005 Dec 19; 171(6):967-979 |
PMC1382337 | 16365163 | 8 | 200404104f8 | {
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"path": null
} | Figure 8.
Pik1( Δ 10-192) accumulates in the nucleus. Diploid strain (BYB67) expressing from pRS314 GAL -myc PIK1 , pTS2 and pTS3, respectively, mycPik1 (top), mycPik1(Δ10-192) (middle) or mycPik1-CCAAX (bottom) were fixed and examined by indirect immunofluorescence using αMyc mAb 9E10 (left), after counterstaining with DAPI to reveal the nucleus (right). | CC BY-NC-SA | no | 2022-01-13 07:26:13 | J Cell Biol. 2005 Dec 19; 171(6):967-979 |
PMC1382337 | 16365163 | 9 | 200404104f9 | {
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",
"path": null
} | Figure 9.
Neither Pik1-CCAAX nor Pik1( Δ 10-192) can rescue the inviability of pik1
Δ
cells. Heterozygous pik1 Δ ::KanMX4/PIK1 diploid strain (YTS68) was transformed with pTS3, pTS2 and pRS314 GAL-mycPIK1 expressing, respectively, Myc-tagged Pik1-CCAAX (A), mycPik1(Δ10-192) (B), or mycPik1 (C). Each of the transformants was induced to undergo meiosis and sporulation, and the resulting tetrads were dissected and germinated on galactose medium. Spore clones (A–D) from 10 representative tetrads (1–10) of each strain are shown. | CC BY-NC-SA | no | 2022-01-13 07:26:13 | J Cell Biol. 2005 Dec 19; 171(6):967-979 |
PMC1382337 | 16365163 | 10 | 200404104f10 | {
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",
"path": null
} | Figure 10.
Interallelic complementation of the inviability of pik1 Δ cells by Pik1-CCAAX and Pik1( Δ 10-192). (A) Heterozygous pik1 Δ ::KanMX4/PIK1 diploid (YTS68) cotransformed with either pTS2 and pTS4 expressing mycPik1(Δ10-192) and mycPik1-CCAAX (left) or pTS3 and pTS4 both expressing mycPik1-CCAAX (right) was sporulated and the resulting tetrads were dissected and germinated on galactose medium. Spore clones (A–D) from 10 representative tetrads (1–10) are shown. (B) Two representative G418-resistant colonies of opposite mating type were picked, propagated on galactose (Gal) or then shifted to glucose medium (Glc), and samples of the cultures were lysed and analyzed by SDS-PAGE and immunoblotting with αMyc mAb 9E10. As markers, samples of lysates from cells expressing only mycPik1(Δ10-192) (lane 5) or mycPik1-CCAAX (lane 6) were examined. (C) Tetrad analysis, as in A, was conducted with YTS68 coexpressing either mycPik1-CCAAX and mycPik1(Δ10-192 D918A) (left) or mycPik1(D918A)-CCAAX and mycPik1(Δ10-192) (right). | CC BY-NC-SA | no | 2022-01-13 07:26:13 | J Cell Biol. 2005 Dec 19; 171(6):967-979 |
PMC1389615 | 14981138 | 1 | 200308925f1 | {
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} | F igure 1. State-independent block of CNGA1 and CNGA2 channels observed at 0 mV. (A and B) Current traces obtained when holding the patch at 0 mV with 20-ms steps to +20 mV at 5-s intervals. (A) CNGA1 channels in the absence of dequalinium and in the presence of 250 nM dequalinium with 2 mM (left) and 32 μM cGMP (right). Dequalinium blocked the current ∼50% under both conditions. (B) CNGA2 channels in the absence of dequalinium and in the presence of 2 μM dequalinium with 2 mM (left) and 1.8 μM cGMP (right). Dequalinium blocked the current ∼50% under both conditions. (C) Dose–response for block of CNGA1 channels (squares) and CNGA2 channels (circles) by dequalinium. Filled squares represent block in the presence of 2 mM cGMP and open squares represent block in the presence of 32 μM cGMP for CNGA1 channels. For CNGA2 channels, filled circles represent block in the presence of 2 mM cGMP and open circles represent block in the presence of 1.8 μM cGMP. The smooth curves are fits with Eq. 1 (see materials
and
methods ) with IC 50 = 189 nM and 192 nM for CNGA1 (high and low cGMP, respectively) and 2.4 μM (both for high and low cGMP) and the Hill coefficient = 1.4 in all cases. Error bars represent SEM, n = 5–7 patches. | CC BY-NC-SA | no | 2022-01-13 09:51:29 | J Gen Physiol. 2004 Mar; 123(3):295-304 |
PMC1389615 | 14981138 | 2 | 200308925sc1 | {
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"path": null
} | SCHEME I | CC BY-NC-SA | no | 2022-01-13 09:51:29 | J Gen Physiol. 2004 Mar; 123(3):295-304 |
PMC1389615 | 14981138 | 3 | 200308925f2 | {
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} | F igure 2. Time course of block of CNGA1 channels during depolarizing and hyperpolarizing voltage steps. (A) Block by 50 nM dequalinium during a voltage step to +60 mV. The gray curve is a fit with a single exponential, with a time constant τ = 2.9 s. (B) Block by 50 nM dequalinium during a voltage step to −60 mV. The gray curve is a fit with a single exponential, with a time constant τ = 17 s. (C) Time course of block obtained by using a protocol in which the holding potential was held at 0 mV and pulsed for 20 ms to +20 mV every 5 s. The gray line is a fit with a single exponential, yielding τ = 59 min. | CC BY-NC-SA | no | 2022-01-13 09:51:29 | J Gen Physiol. 2004 Mar; 123(3):295-304 |
PMC1389615 | 14981138 | 4 | 200308925f3 | {
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} | F igure 3. Voltage dependence of block in CNGA1 and CNGA2 channels. (A) Block of CNGA1 channels by 50 nM dequalinium in the presence of 2 mM cGMP (filled circles) or 32 μM cGMP (open circles). The curves represent fits with Scheme I , with K Do = 4 μM and K Dc = 1.3 μM. The value of zδ was 1 in both cases. (B) Block of CNGA2 channels by 500 nM dequalinium in the presence of 2 mM cGMP (filled circles) or 1.8 μM cGMP (open circles). The curves represent fits with Scheme I , with K Do = 20 μM, and K Dc = 3.6 μM The value of zδ was 1 in both cases. Dequalinium concentrations below the IC 50 of block were used since otherwise block at depolarized potentials becomes rapidly saturated and the voltage-dependence of block cannot be correctly determined. | CC BY-NC-SA | no | 2022-01-13 09:51:29 | J Gen Physiol. 2004 Mar; 123(3):295-304 |
PMC1389615 | 14981138 | 5 | 200308925f4 | {
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} | F igure 4. State-dependent block of the S4/S5-linker chimeras by dequalinium at 0 mV. Block by different dequalinium concentrations of (A) S4/S5-CNGA1 and (B) S4/S5-CNGA2 channels. Filled symbols represent block in the presence of 2 mM cGMP and open symbols represent block in the presence of subsaturating cGMP concentrations (32 μM for S4/S5-CNGA1 and 1.8 μM for S4/S5-CNGA2). Fits to the Hill equation yielded mean IC 50 values for S4/S5-CNGA1 channels of 360 nM at 2 mM cGMP and 156 nM with 32 μM cGMP, and for S4/S5-CNGA2 channels of 2.7 μM at 2 mM cGMP and 650 nM at 1.8 μM cGMP. (C) Block of wild-type and mutant channels. A CNGA1 channel background (depicted in black) was used to construct chimeras where specific regions where replaced by the corresponding regions of CNGA2 (depicted in gray). The IC 50 values for each of the constructs obtained in the presence of saturating cGMP (2 mM, white boxes) and subsaturating cGMP (32 μM or 1.8 μM, gray boxes) are shown for each construct. For the box and whisker plot the line represent the median of the data, the box surrounds the 25th through 75th percentile, and the whiskers extend to the 5th and 95th percentiles. | CC BY-NC-SA | no | 2022-01-13 09:51:29 | J Gen Physiol. 2004 Mar; 123(3):295-304 |
PMC1389615 | 14981138 | 6 | 200308925f5 | {
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} | F igure 5. cGMP activation curves for S4/S5-chimeras. (A and C) Activation of the S4/S5-CNGA1 and S4/S5-CNGA2 chimeras by cGMP. Data were fit with Eq. 1 (see materials
and
methods ). The dashed lines represents the activation curve for wild-type CNGA1 (A) and CNGA2 channels (C). The K 1/2 for activation by cGMP was 66 μM for S4/S5-CNGA1 and 2.6 μM for S4/S5-CNGA2. (B and D) Fractional activation by cAMP (thin traces) was of ∼6% of the maximal current activated by cGMP (thick traces) for both wild-type CNGA1 (B, left) and S4/S5-CNGA1 channels (B, right), and 86% for wild-type CNGA2 (D, left) and S4/S5-CNGA1 (D, right) | CC BY-NC-SA | no | 2022-01-13 09:51:29 | J Gen Physiol. 2004 Mar; 123(3):295-304 |
PMC1389615 | 14981138 | 7 | 200308925f6 | {
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} | F igure 6. Voltage dependence of block in S4/S5-CNGA1 and S4/S5-CNGA2 channels. (A) Block of S4/S5-CNGA1 channels by 50 nM dequalinium in the presence of 2 mM cGMP (filled circles) and 32 μM cGMP (open circles). The curves represent fits with Scheme I , with K Do = 4 μM and K Dc = 250 nM. (B) Block of S4/S5-CNGA2 channels by 500 nM dequalinium in the presence of 2 mM cGMP (filled circles) and 1.8 μM cGMP (open circles). The curves represent fits with Scheme I , with K Do = 14 μM and K Dc = 300 nM. | CC BY-NC-SA | no | 2022-01-13 09:51:29 | J Gen Physiol. 2004 Mar; 123(3):295-304 |
PMC1389615 | 14981138 | 8 | 200308925f7 | {
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} | F igure 7. Summary of the effects of mutations in the S4/S5 region on affinity of open and closed channels for dequalinium. Regions of sequence from CNGA1 are shown in black and regions of sequence from CNGA2 are shown in gray. | CC BY-NC-SA | no | 2022-01-13 09:51:29 | J Gen Physiol. 2004 Mar; 123(3):295-304 |
PMC1389615 | 14981138 | 9 | 200308925f8 | {
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} | F igure 8. Localization of amino acids of the S4/S5 chimeras in the channel structure. (A) Sequence alignment of four types of ion channels, CNGA1, CNGA2, KcsA, and KirBac 1.1. Asterisks denote amino acids mutated in the S4-S5 linker chimeras. (B) Structure of the KcsA K + channel ( Doyle et al., 1998 ). The circle with the “I” represents the position of one of the amino acids we mutated in the S4/S5 chimeras of CNG channels. The dotted line and the question mark indicated that the region of sequence containing the other S4-S5 linker mutations is not resolved. (C) Structure of the KirBac 1.1. K + channel ( Kuo et al., 2003 ). The positions analogous to the four mutations of the S4/S5 chimeras we produced are shown as circles. | CC BY-NC-SA | no | 2022-01-13 09:51:29 | J Gen Physiol. 2004 Mar; 123(3):295-304 |
PMC1401226 | 15314063 | 1 | 200404015f1 | {
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",
"path": null
} | Figure 1.
Dynein/dynactin inhibition increases the length of spindle microtubules in the presence or absence of centrosomes. (A–C) Tubulin distribution in untreated spindles during live recordings. (D–G) p150-CC1 addition (2 μM, ∼3 min before image at t = 0) caused spindles to increase in length. (H and I) Higher magnified spindle pole regions indicated in F (Videos 1 and 2). (J) p150-CC1 was added to assembled spindles, samples were fixed after 8 or 15 min, spindle lengths were measured (mean ± SD, n = 15, two independent experiments), and normalized to the length of untreated spindles (40 μm). (K–M) Spindles fixed 8 min after addition of control buffer (K), 2 μM p150-CC1 (L), or 1 mg/ml 70.1 (M) (tubulin, red; DNA, blue). (N–P) Higher magnified, contrast-adjusted regions indicated in K–M, respectively. (Q and R) Spindles assembled in 18 μm p50 dynamitin were treated with control buffer (Q) or 2 μm p150-CC1 (R) and fixed after 15 min (tubulin, red; DNA, blue). (S and T) Spindles assembled in the absence of centrosomes, around DNA-beads (tubulin, red; DNA, blue). (S) Buffer control. (T) p150-CC1–treated (2 μM, 8 min). (U and V) Higher magnified, contrast-adjusted regions indicated in R. Times are in min:s. Bars, 10 μm. | CC BY-NC-SA | no | 2022-01-13 07:23:08 | J Cell Biol. 2004 Aug 16; 166(4):465-471 |
PMC1401226 | 15314063 | 2 | 200404015f2 | {
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} | Figure 2.
Dynactin inhibition with p150-CC1 suppresses microtubule depolymerization at spindle poles. Spindle microtubule dynamics were analyzed using fluorescent speckle microscopy. (A) Tubulin speckles in a control spindle. (B) Polewards velocities of tubulin speckles in control (white bars; 2.1 ± 0.3 μm/min, mean ± SD), or p150-CC1–treated (2 μM p150-CC1, black bars; 2.1± 0.2 μm/min, mean ± SD) spindles ( n = 12 for each condition, 120 speckles). Velocities were binned in 0.5 μm/min increments. (C–E) Images from a time-lapse video of a p150-CC1–treated spindle (2 μM p150-CC1 added ∼3 min before image at t = 0) showing tubulin speckles (C and D) and tubulin distribution (E). The black lines in A, C, and D indicate the regions used to generate the kymographs shown in F and G, respectively (Videos 3 and 4). Times are in min:s. Bars, 10 μm. | CC BY-NC-SA | no | 2022-01-13 07:23:08 | J Cell Biol. 2004 Aug 16; 166(4):465-471 |
PMC1401226 | 15314063 | 3 | 200404015f3 | {
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",
"path": null
} | Figure 3.
NuMA inhibition with LGN-N increases the length of spindle microtubules, in the presence or absence of centrosomes. (A–D) Tubulin distribution in an LGN-N–treated spindle (0.7 μM, added ∼3 min before image at t = 0) during live recordings (Video 5). (E) LGN-N was added to assembled spindles, samples were fixed after 8 or 15 min, spindle lengths were measured (mean ± SD, n = 15, two independent experiments), and normalized to the length of untreated spindles (40 μm). (F–H) Spindles assembled in the absence of centrosomes, around DNA beads (tubulin, red; DNA, blue). (F) Buffer control. (G) LGN-N–treated (2 μM, 8 min). (H) Higher magnified image of the region indicated in G. Times are in min:s. Bars, 10 μm. | CC BY-NC-SA | no | 2022-01-13 07:23:08 | J Cell Biol. 2004 Aug 16; 166(4):465-471 |
PMC1401226 | 15314063 | 4 | 200404015f4 | {
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",
"path": null
} | Figure 4.
Kif2a is required for bipolar spindle assembly and the regulation of spindle microtubule length. (A) Western blot of Xenopus egg extracts stained with anti-Kif2a. Molecular weight standards are shown. (B–E) Anti-Kif2a inhibits bipolar spindle assembly. Anti-Kif2a (0.7 mg/ml; B and C) or control buffer (D and E) were added at the start of assembly reactions. (B and D) Tubulin alone. (C and E) Overlay (tubulin, red; DNA, blue). (F–K) Anti-Kif2a (0.7 mg/ml) was added to assembled spindles. (F and G) 8 min after antibody addition. Long microtubule bundles extended beyond (white arrowheads), and buckled (green arrowheads) within the spindle. (F) Tubulin alone. (G) Overlay (tubulin, red; DNA, blue). (H–K) Real-time analysis of a spindle treated with anti-Kif2a (added ∼3 min before image at t = 0; Video 6). Times are in min:s. Bars, 10 μm. | CC BY-NC-SA | no | 2022-01-13 07:23:08 | J Cell Biol. 2004 Aug 16; 166(4):465-471 |
PMC1401226 | 15314063 | 5 | 200404015f5 | {
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"path": null
} | Figure 5.
Treatment with p150-CC1 or 70.1 displaces Kif2a, but not MCAK from spindle poles. Assembled spindles, after addition of buffer, p150-CC1, or 70.1, were processed for immunofluorescence. MCAK staining in control (A and D), p150-CC1–treated (2 μM, 15 min; B and E), and 70.1-treated (1 mg/ml, 15 min; C and F) spindles. (A–C) Overlays (tubulin, red; DNA, blue; MCAK, green). (D–F) MCAK alone. (G–I) Line scans of fluorescence intensity (MCAK, green; tubulin, red; arbitrary units) across the pole to pole axis of the spindles shown in A–C. Kif2a staining in untreated (J and M), p150-CC1–treated (2 μM, 15 min; K and N), and 70.1-treated (1 mg/ml, 15 min; L and O) spindles. (J–L) Overlays (tubulin, red; DNA, blue; Kif2a, green). (M–O) Kif2a alone. (P–R) Line scans of fluorescence intensity (Kif2a, green; tubulin, red; arbitrary units) across the pole to pole axis of the spindles shown in (J–L). (S and T) Spindles were treated for 15 min with p150-CC1 (4 μM) or control buffer and the relative amount of Kif2a (S), or MCAK (T), and tubulin associated with partially purified spindle pellets was analyzed by immunoblotting. (U) Quantitation of spindle-associated Kif2a and MCAK relative to tubulin from measurements of immunoblot band intensities (mean ± SD, two independent experiments), normalized to intensities from untreated spindles. Bars, 10 μm. | CC BY-NC-SA | no | 2022-01-13 07:23:08 | J Cell Biol. 2004 Aug 16; 166(4):465-471 |
PMC1414780 | 15623895 | 1 | 200409197f1 | {
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rGCNvGBuBNdDp/wBt+wxf2kLcXmP3otyTHnPbdz0xVmuZ8aazrOhafb3ulw2EkPnJHctds4EauyqH+XsCefak8V6xrmjaXYS6bBp815PPHbNFOzgM7kD5Mdh8xOewro4PO+zx/aAgm2jzBGSV3Y5xnnFUdfm1W30O6l0SG2m1FFzClyxWM8jOSOemfxryPS/ib8Rb/wALN4qXQNGm0aEO0uyVkk2ocNjLH+Rr1zw/rMHiHw/Y6vbKyQ3cKyqrdVz2P0PFaJzg46+9cx4W1jXdSv8AVrXWItNiewmEOy1aQsSVDBjuH3SrAj8fSjwprGuaveaoNSh05bS0uGto5LRnJkdcbvvDoCSv1U11Fcx4p1XxBpt/pcOkQ6ZJHfT/AGfN20gKvsd8/KOmEP4mq1prHiuHXtMtdSttImsryWWKSawaVjCyIzfNuGByu3612FcB8U/F/iDwXpVpqekWlhcWzS+VP9pLbgzfc2gEcdc8+lZUXj3xn4f1/SbTxnoWnwWWqTi2insZixSQ4xkFjkcj0/pXqlBzjjrXDf2t46/t7+yfs/h3zfs32nfvnxt3bcdOtdwM4GevfFLXDT6/4tfxNq+mWsWgRw2Ecc/m3Mkq/u5C+3JAwCNhz2rX8Oanrt1qWqWGuWlpE9n5RjmtN5jlDqScFh1GB+ddFXk/ivx/4v0Lx9/YcNnoi2UkJuop7qV1xAoO5nbOAeG4x6daueBPHHivxl4guZk0qyXwtHNIkd7h0eVRnaUyfm6DPAxn14r0ysHxfqWr6PoFzqWkxWUptInnmS6ZxlFUnC7e/HerPh251W80eG51dLNJ5gJFW0LFQhAIzu5zya1aiuZ0tbWW4kzsiQu2Bk4Aya4iTxH4y/4R4eIrbSdMubSSAXEVhHLIbjYwyDuA2s2CCVA9QDXeVFcmZbWU26o04Q+WrnClscAn0zXjukePPihrc+qRWOhaFM2l3DW9yvmsvzjOQpL89Oteg+A/F0fjbwtDq62xtpC7RTQltwR1POD3HQ/jXTVzFzrWsJ4/ttDghsTYSWZu5JHZ/NChgpAA4zlh+Gal0PVdZvPEWs2Gow2CQWRQRNbs5Zt43DduGOnp3roqyPEOrT6TYwm0t0nvLq4S2t0lk2JvbPLNg4AAJ4GTjA61mWmpeKrTxBp+narYWFxa3YlLXtiZAISq5CsrA9eADn14rqq5nx5rGtaB4UutV0S3s55rUGWZbokL5QBLEYxk9O9eZp8XPGFxZ6Ta2OmaRea7qTeZHZ25djHAVBUv82EJ5PJ6c8V7LpL6i+k2zatHBHqBQeeluxMYbvtJ5xV2iiuW8b6xounWdhZ+ILdZdO1G5+zyO5wsJCs4ckcjBUcjGM5zxWNZXdlYeLNIsfDWvT6lDOXF5ZteG7jhhCEiTeSxQhgoAJ53EY7ixod9pNz8VvE5jurOS6W0tY1IdS42+Z5ijvwdmR9M1T0bxLZWnhjxZeaNNaXr2t9POkUUgZQrEEMQuTtzubjrg1j6/rUEFvpX2rxzY6jjULSV4Le3iEaIJkJbcpJjUDux56d66nx5dw3emaLaWWqwW13fahbtaSqVckbhl0U/ewCD6ciofBmqaZo93ceFL6W1g16GQNK3m5a/LDcJQSdxYgcqeV+mK5nw9LqOl6Xc6dfeM9I0m7hllN5bX2nLvZmYkuWaUeYrdQwGMHHbFdn4Su9L0LwNbSz65bzafHJIEvJI/s0WDI2FUMfujOF5wQBjisH4UTeFV8Hadp0Fxpsmp3UO+6t/NV5ZGGT8wJJOAOnYCvTKhvLgWllPclS4hjaTaOpwM4/SvMV1Lwfc+H313SNel0S/mj877La3hyJyM7DbH5WJY9AvzZ9810uuaVrvifwhpcAe0tLtzBPfW9zGzRvgBjGdpBxvxnnkDFYPgnVbu8+JfiGO61XRLqRrS2DrYlvmKGQfKCx+7khvqvSvTaKKKK4TXvFnh6LxloIk1zTlNrLcrODcoPKPlkYbng545rtre4hu7aO4tpUmglUPHJGwZWU9CCOoqWuA8TeI9Es/iL4bW51exha0W7FwJJ1UxFo027snjPbNbmkeKrTXPE17Y6be2d5Z29pFL5tvIHxIzyAgkHHRV4966OvCPjvrGlS+JfDOl3N9dWjWsrT3M1uh3xRvtAZT3PynpVXQ4LX4Y+O7XV9XefVdI1m3UafrMqO00JIB2svUEggdM4/EV9A1DeWkN/ZT2dygeCeNo5EP8SkYI/I1534amuta13TtEvS7N4WD/bHYcSzcxwN75j3P9SK9KorzzWfFfh5PiRoMra5pwjtrW+inY3KYicmHCtzwTtbj2Nd/DNFcwRzwSJJFIoZHQ5DA8gg9xUlfNGoPpHjb40a3BB4g1DS2vfLt7SW3jcCSVEClXHB25U+ldz8IL638N3V94D1Kx+ya9byvM8qBmW7TgiTcfbHpxjvmvXq4f4naxptn4fjs7nULWG5e9spViklVWKLcxlmAJ6AAkn2NXm8baVea/oum6RqunXpvJ5EnWGZZGVFhkcEYPHzKo59a6qqmp6fBq2l3Wn3S7oLmJonHswxXCeFbu78R69YwX6sZPDUDxXRYH57wkxhh6/u1Zv8AtqK9GrL8RaxZaB4fvdT1CRo7WCPLsqFjycDgc9SK+XfC3hFvFngS7Oj6vez6pp586fRn3CCRNxxtIIG4gZ9c+nWvon4d+KdI8UeFbeTSLc2sdoq28lqVIEDBR8oJ6getdbXDeL9Sl8I60muwQtKmoWzWLRqPvXKgtb5+pLpn3Wul8OaT/Yfh6y04uZJIo/3shPMkjHc7fixY/jWpXCfEW80f7R4fsNT1RLINqAlci78iRYxFKNwYEEDOBn3xW34N0uw0nQBFpmoG/s5p5biO4Mnmbt7k43ZO7HTOcnFdBXkP7Qmq2dv4LtdMllZbq6ulkiVVJyqfeOegxuH51xdvp1n4X1PQfiAl5e+JfDBcxtNeB/Os33Fd+09cEce/vg19FWF7BqWn299auXt7iNZYmKkZVhkHB5HFTkgAknAHU1wX/CZeGf8AhPxc/wDCQaZ5H9l+X5n2pNu7zc4znriu9BBGQcg0teQa9B4a8SeOvEthqHiNbEyWNtaxmK/8sNJmYMrIGAcjK/KemfevXY0EcSICSFUAZp1fO3xTvPDGvfGGw0/Wbu6isbS2+zXTQRncshJZQODkfMvIFdb4B8Ry+EPEc/w41+eSSWGVV0mfyyfNhYFgCR0wB1+o7V65XL/ELUrHT/A+sJeXkFu1xZTxQiWQKZHMZwq56n2rNXx3o1v4c0qLTdY025v3eztxbrOrsQ8kaP8AKDnIUsfbFd1Wdr+qLonh7UNUeBp0tLd5jEpwXCqTivPby+8L2fh6TU/CmuyWWoFd9rp1vdlxJN2iNsSQMnggKMe1eoQs7QRtKgSQqCyg5AOORmkuJ47W2luJiViiQu5AJwAMngcmvlvRNLs/iD4k8UW2meIb6xv725nubK3CssFxHkn95jpwcc/r0r134O69YS6AfDC6cdN1bSMpe2wQ7d24gvuOcknrz9OK9LrzbXk0bWfi3Z6ddaq8EqaW6bLW+aCTzDIjBDsYEkrk7fxq54Hl0a28VeJNO07VftjB4XAlvDcSHCYbliSQDx7dK72uW8a6volhBp9j4gt1k0/UbgwvLIcJAVUurEjkcqBkEY654rJ065s7Lxdpdh4d1641K2nEn2y1a7N2kEQQlX3kkod4VQCedx44zXf1xfxW1iy0f4c6v9skKfa4HtYQFLbpHU4HHToeTXivhNbfwl4d0zx54au7q4Fq6WviC0lTjDkcrwOBlcYzzj3r6O0PWrHxFo1tq2myNJaXKlo2ZCpOCQeDz1BrQoopGVWGGAI96ht7O1swwtraGAMcsIowuT6nFShEDFgqgnvihURc7VUZ9BUUFjaWyusFrDEHOWEcYXcfU461LsU4yo46cdKNiFt21d3rjmobixtLt0e5tYJmQ5QyRhiv0z0qcopGCoI9CKQRxqcqig+oFOoqubCzN0t0bWA3CjAlMY3gfXrVimhEU5CqCe4FOoooophijJyY0J+lOAAGAMAUtMMUbHJRST3IpVRE+6oGfQU6mtGjHLIpPuKUqpxlQcdMilopAACSAMnrS0UzyoycmNM/SngYGBRTRGgbcEUH1xS7V3bsDPrilprRo5yyKT7igRxqchFB9QKdRSAAEkADPWlpCAwwQCPQ0ioi/dUDPoMUqqq/dAH0FLSEA9QD9aWimsiP95Vb6ilACjAAA9BS01kV/vKD9RRsXbt2jb6Y4pwGBgdKKZ5MX/PNP++RT6KZ5Uec7Fz1zin0U0xoW3FFJ9cUu1d27aN3rjmlpGRX+8oP1FNEUYORGoP0p9BAIwRmoBY2gujdC1hFwRgyiMb8fXrU9FNWNFOVRQfYUoVQSQACep9aWm7E3bto3euOaAiKSQoBPUgU6kZVcYZQR6EVDbWdrZqy2ttDArHJESBQT68VPSMqsMMAR7ik8tAu0Iu09sUoAUYAAHoKWiiiiiiisnXr3WbG2SXSNMtr4jcZVnuzBtAHUYRs9/SqfhTWta12xiv9Q0i1sbW4gSa3aK9MzMGGcEbFxwR3NU9O8ReJrvxNNpNz4esYI7dY5J5k1IuVSQuFKr5Qyf3Z4yO1afiXWbzRrWzNhYx3t1d3S20cUs/krkhjkttb+76Vy03j3xJaW97dXfheyS2sLyO0uWTVCzBmMYyo8oZ/1i9x3r0SiuHfxh4gm0eXX9P8OQXGjLG8sQa9KXMsYz84TYVAIGQCc49+K69byMaat9ORDF5PmuWPCDGTk+1cx4N8V6j4j1XVYru0itraKOC4s1AIkMUpk2l8nqQgbAxjdiuwooooooooooooooooooooooooooooooooorlPEniHxFot3GLTQbK7s5p4reKZ9QMTF5CFGV8s4GT1yeK3tKm1CewSTVLOG0uiTuhhnMygZ4+bav8AKrtFFFFFFQ3b3EdnM9pCk1wqExxvJsV2xwC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} | F igure 1. The ILT mutant channel. (A) The S4 sequence for Shaker and for the ILT mutant channel. Charged residues are denoted in bold and numbered. (B) Cartoon illustrating activation and opening in WT and ILT channels. Only two subunits of the channel are shown, with the positively charged helix S4 and the S6 helix. The long gray arrow represents a voltage axis ranging from −150 to 200 mV. In the WT channel (top), activation and opening are tightly coupled and the activated state is short-lived (denoted by a bracket around the activated state). In the ILT channel (bottom), activation is negatively shifted, whereas opening is positively shifted. Cartoon based on results from Ledwell and Aldrich (1999) . | CC BY-NC-SA | no | 2022-01-13 09:51:38 | J Gen Physiol. 2005 Jan; 125(1):57-69 |
PMC1414780 | 15623895 | 2 | 200409197f2 | {
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} | F igure 2. S6 gate in ILT channels is closed in the activated conformation. (A) Cartoon showing that the NH 2 -terminal ball can block the channel only when the S6 gate is open. (B) ILT+ball channels show fast inactivation in excised inside-out macropatches. Inset shows voltage protocol used, HP = −100 mV. (C) Fast inactivation in ILT+ball channels takes place over the voltage range of opening, not activation. Steady-state (S.S) prepulse fast inactivation for ILT+ball channels (closed circles) measured from peak amplitude of current during a 20-ms test pulse to +180 mV following a 100-ms voltage step to the specified potential, HP = −100 mV with a 50-ms prestep to −120 mV. G–V from ILT channels (open circles) constructed as described in materials
and
methods , Q–V (open squares) measured from integrated OFF gating currents of ILT W434F channels. Solid lines are Boltzmann fits to the data. Fit parameters: ILT Q–V, V 1/2 = −70.4 mV, slope factor = 16.3 mV, representative of n = 8; ILT+ball prepulse inactivation curve, V 1/2 = +77.3 mV, slope factor = 13.3, average of data from 11 patches; ILT G–V, V 1/2 = +91.8 mV, slope factor = 14.9, average of data from 8 patches. (D) Two voltage pulses to +180 mV, from a prestep to −120 mV and from an ensuing prestep to 0 mV, yield currents with similar amplitude in ILT+ball channels. Representative trace of n = 6. | CC BY-NC-SA | no | 2022-01-13 09:51:38 | J Gen Physiol. 2005 Jan; 125(1):57-69 |
PMC1414780 | 15623895 | 3 | 200409197f3 | {
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Z/wBCtpH/AIBp/hR/wrvwZ/0K2kf+Aaf4Uf8ACu/Bn/QraR/4Bp/hXM/ELwP4V0/4fa7d2fh3TILiK0do5Y7VVZCO4OOK2NH8AeD5tEsJZPDOku720bMxtEJJKgk9Kvf8K78Gf9CtpH/gGn+FH/Cu/Bn/AEK2kf8AgGn+FH/Cu/Bn/QraR/4Bp/hR/wAK78Gf9CtpH/gGn+FH/Cu/Bn/QraR/4Bp/hR/wrvwZ/wBCtpH/AIBp/hXF+KPBnhi1+IPgm0g0DTY7e6luxPElsoWULDldwxzg12n/AArvwZ/0K2kf+Aaf4Uf8K78Gf9CtpH/gGn+FH/Cu/Bn/AEK2kf8AgGn+FH/Cu/Bn/QraR/4Bp/hR/wAK78Gf9CtpH/gGn+FH/Cu/Bn/QraR/4Bp/hR/wrvwZ/wBCtpH/AIBp/hXF+FvBnhi68f8Aja0n0DTZbe1ntVgie2UrEGhy20Y4ya7T/hXfgz/oVtI/8A0/wo/4V34M/wChW0j/AMA0/wAKP+Fd+DP+hW0j/wAA0/wo/wCFd+DP+hW0j/wDT/Cj/hXfgz/oVtI/8A0/wo/4V34M/wChW0j/AMA0/wAKoa14A8Hw6FqEsfhnSUkS2kZWFogKkKSD0rI+H/gfwrqHw+0K7u/DumT3MtmjSSyWqszkjqSRXTf8K78Gf9CtpH/gGn+FH/Cu/Bn/AEK2kf8AgGn+FH/Cu/Bn/QraR/4Bp/hR/wAK78Gf9CtpH/gGn+FH/Cu/Bn/QraR/4Bp/hR/wrvwZ/wBCtpH/AIBp/hXI+NvCvh/Q73wjc6VothZTt4htYzJbwKjFfmOMjtwPyr1OiiiiiiiiiiiiiiiiiiiiiiqWp6rp+i2L3up3kFpbLwZZnCrn057+1ZGj+PvCmv3gs9M120uLk/diDbWb6A4z+FXdWv8AQvD2/WdVmsrJighN1KFV2XOQmep5ycCo9C8XeH/E3mDRtWtrxo+XSNvmUdM7Tzj3qXXPE2i+G7dJtZ1O3skkOE81+WI9B1P4UuieJNG8SWzXGjalb3kaHDmJ8lT7jqPxrVopCQoJJwBVDSda07XrI3mlXcd1bB2j82PoWXgise48W+DPDNzLpU2q6Zp0sTbntwyx7S3zZIHc5z+NXdH8X+HfEN09rpGsWl7OieY0cL7iFyBn8yKrav4+8K6DffYtT12zt7odYi+WX/ewDj8a3bS8ttQtI7qznjuLeVd0csTBlYeoIqeis/WNa07QNOfUNVvIrS1QhTJIeMngD3qe6tbXUbRoLuCG4t3wTHKgZWwcjIPHoa59viP4NTUv7PbxHYC537MeZ8u703fd/WulkljjhaV5FWNV3M7HAA9c+lc3ZfETwfqGpLp1r4hsZLpm2qgkwGPoCeD+BrqKKKo6rrGnaHYm91S8htLYMFMsrYXJ6Cuaf4g/D+S8jvH1/SGuYlKRzMyl0B6gHqAa6PUNb0zStM/tK/v7e2ssAiaVwqnPTB75qjoXjLw54lleLR9YtruVBlo0bDgeu04OPet6iiioppo7eF5ppEiijUszuwVVA7knoK5bSPG/ge51SSx0nWNM+2XUpd1iwnnSHvnADNx6k111FFFFZOteJdE8OCE6xqdtYifPl+c+3fjGcfmKyR478Eayy6Ydc0u7+1kQi3ZwwlLHAXB65rT1nxHoXha1ibVtRtrCJvliV2xkDsqjnj2FSaJ4j0bxJatc6PqNvexIcMYnyVPoR1H41q0UVFPPFa28lxPIscMSl3djgKoGST7VX0vVLLWtNh1HTrhbi0nBMcqggMAcd/cGsLXfGHgzRtWt49a1TTotQtyTEJBvkh3DB6AlMj6cV0VnfWuo2cV3ZXEVxbSjdHLEwZWHqCKwL/4ieENM1JtPvPENjFdI210Mmdh9GI4H410cUsc8KSwyLJG6hldDkMD0INSUVnavrem6Fbxz6neRWscsqwxmT+J26KMVburqCxtJrq6lSG3hQySSOcKqgZJP4VyUPxA+H8FxcXEOv6RHPcEGaRHUNIQMDcepwOOa6O11rTL3SBq9tf276cVLfaQ4EeAcE5Ppg1k6Z8QfCWs6ithp+v2U90xwkYfBc+i56/hXTUVU1DUrLSbJ7zUbuG1tox80szhVH4msTSviD4S1u+Wy07X7Oe5c4SLdtZj6LnGfwrW1jVNL0jTZLrWLu3trPG12uGAU57c9c+lZvhrxT4W1qIWXh3UbKVbdABbwfJsX2TA4/Cr2teItH8OWi3Wsajb2UTHCmV8Fj6AdSfpTND8T6H4lheTRtUt71YzhxG3zL9VPIrXorE1zxb4f8NbBrOrW1mzjKJI/zMPUKOcVJofifRPEkDy6Nqdteqn3xE/zL6ZXqPxrO1vxZ4NstQFjreq6Yl1ayLKsVyylonxlWAPQ4PXrzVzR/GHh3xBdta6TrNpeXCoZGjhkyQuQM/mR+dQax498K6BffYtU1y0trrjMRfLLn1Azj8a27O9tdRtI7uyuIri3lXdHLE4ZWHqCKsUUUUUUUUUUUUUUUUUUUVwXirwHceLfHOjX+pTQTeH7CNi1g5bMkpz8xGMEfc79j61y/wAbtE0DSfB9vf2VlbWOsR3cYsZLSNYpGbOSPlxkAc+xAqO1tj44+NP2PX41uLXQdMic2sgBjNw6oWLL0PLn/vgVL8T9MsvBet+GvGGi2kVjPHfra3S26BFmjYHhgPYMPx9hTvClhaeOPiz4s1jWII72DSZVsbKGdd8aAFgSFPGfkJ+rml8Q2Fr4G+MXhbUtHgSzttbZ7K8ghG2NzlQG2jpy6n/gP1r2GivN/Hul+MvEt7c6RY3EWleG0g3XF4pzNccZaNRngdu349Kr/AH/AJJfD/19zfzFcBpeueAZfFfi/WfGQt7lrjUjFZwvE0rhEyNwA6DG3k+leh6ZqXgTTvCGt+KfBVtp6T2tlJuaGPY6nGVV1PIBYD64qv8ACjwZo9z4Bt9U1bT7bUNQ1bfcXM91EJGbcxwMn25+pNQ/C/Ph7x54v8FxM50+0lW7s42YnylbBKj/AL6T8q9apCcA4Ga+bvirpXjG/wDDaeI/FlzDaRrdpFaaTbHcsQYHLOe7ce/4dK9L+MWt3Gi/C+b7JIY571o7RXU4IDDLYx/sqR+NX7X4X+GB4Kj0GTSbUsbYI9x5Q83zNvL7+uc8/wD1q8cTxJqWr/CzQ/CEl04nuNb/ALKlkB+YwrtIH0/eKPotes+MPhz4bm+H99ZWekWlvLaWjyWs0UQWRXRSR83U5xznrmtH4W65P4i+HOkX905kuRGYZXbqxRiuT7kAH8a7GivI/jreWr2vhnR7ydIbW81NZLh3OAsScMT/AN91W0rUPglrGqLp9tY6Ys7ttjM1o0aSHPQMwx+dSazZ2/i3452Phy8iEmj6Hp/2j7IR+7aQ4xkdxhk/L3pvxc0ew8KW+j+MtDs4LG/0++jSQ28YjEsTA5VgMZ6Y+jGvYIpFmiSVeVdQw+hp9FFeV/Ga5nvT4Z8KQzNFHreoLHcFDgmJSuR9MsD/AMBq949+H3h6T4eajHY6TaWtxYWrT2s0EQR0aMbvvDk5xg5/nW78Odbm8RfD7RtSuXL3EkGyVj1ZkJQk+525/GupooorxD4majoE3xf0K08STQro+nWElxcJMCysz7sLtGSTlUOK2vCM3wj8QatEmg2OnJqULiWFJLcxSZU5BTd1I68elUvCFhaeOPin4t1vWII72LS5hYWUUy740ALAkKeM/Ln/AIEaXXbG28DfGfwxfaPAlpa67vs7y3hG2N2yAG2jocsp/D3New0UV5B8TNL8Z+IrTXkmuYdL8L6fbvMqxndNfFE3fN6Lu47dOhrU8Bap/YvwCtNUGC1pp9xMoPcqzkD86qfCXwhpN94Fj1nV7C21DUdXeSe4nuohIzAuQBlhwOM8etch/bU/w5k+I3h3T5XjtraJLnT1LZ8gylF+X/v4v/fNegeBfh94dj+HmnW99pFpdT31qs11NNEGkdpF3H5jyMZwMelUPgxc3FpF4k8LTSvImh6i0MBc5IjYtgfmhP8AwKvVKhunlitJpII/NmSNiiZxubHAr50+IWkeLXl0HxD4uvYUuJ9Tjht9Mt+Y7ZDljz3bgev1r1T4yal/Zvws1hgcPcKluvvvYA/+O5rg9F1L4L2djp2mX8Onz3sdvGk9y1q7I0m0biXxjrnnpWp8R4LGd/BXgbR/Kt9G1S78yVLU/K0IYHjHY7mb6gGtn4leBNBPw8v5tO0u1srvTIPtFrPbRCN0Kc/eHJ4B6/Wuq8C6zL4h8DaNqs5zPPbKZW9XHysfzBroq4Pxp4EufGXinQpry4hfw/YFpLiyYsGlk5weOCOFH0Letc78adA8Nab8P5L2KwtLHUYZoxYyW0axPv3DIG3r8u4/hWbDHN45+K2haP4gQz2+j6LFd3NtKPle4dELFx9XXj/Z96u/FvR7HwjHovjLRLOCxvrC+SOX7OgjEsTA5DAdemPoxo0S1tfHnxp8RXuqxJeWOhxx21nBKu6NWPVtp4zlX/P2pfGmnWfgf4meEtf0a3js01G5NhexQJsSRWKgHaOM/Mf++RXsVFeeaF8OAPGOu+IvE62Wq3N5N/oQdTItvFzhdrDAONo79Pc1zWrWNhon7QHhyHw1BHbT3MD/ANpQWy7U8vB5ZRwDgZ/BTXNWOt+A5PGvjHWPGX2e582/EFnC8LStsTKlgB0GAvPtXoWj6h4CsvC+s+KPBltp6z2dlKXMUeyRcLuCsp5AJUfXFVPhL4P0i98Bxaxq9hbahqOrvJPcz3UQkZssQB83Tpnjuaj+GYPhz4ieLvBcLN/Z1uy3lpGxz5QbGQPb51/KvWqKKKKKKKKKKKKKKKKKK811y9+LUeuXiaLpmiyaYJD9meZ/nZPf5xWnqXjaTwb4JtNR8WxxDWpQUFlaHPmy54VOTxjGT2z9BWD4X8G6x4o8QQeM/HShZ4/m07Sf4LUdQzD+93x68n0EXhf/AED9obxdbSkBruzjniz/ABABOn5n8qX48H7RoOgabH81zdavEIkHU4Vh/Nh+dJ8JQLLxp8QNLlOJk1PzgD1ZWZ+f5fnTvieftfxK+HdhD806X7XDAdkDRnP/AI635V6ZqrXyaTeNpiRvqAhc2yS8I0mDtB9s4rzrT774xvqVqt/pOhJZmZBOyP8AMI8/MR8/XGa9I1L/AJBd3/1xf/0E15r8B5Ei+FKSSHCJczsx9ACK3/AukeBjps9/4Straa3uJmEk+1nYsOq5f5sc9PevKvHejw6b8TNb07QI1ij1Hw/PLeW8K4UMFZug6ZKIfx969V+E11HefC3QHjIOy38o47FWKn+Vc14M/wBM+PHji9i5hhhit2b/AG/kGPzRvyrtPGc/i2DTbdvCFrZXF2ZsSrdnCiPB5HzDnOKzPB118RZtWlXxdYaXb2AhJja0bLGTIwPvHjG6sP8AaB/5JxF/2EIf5PUfx2t3f4a2lyikraXsEr+wwy/zYV6hDdwzWEd4HXyXiEofPG0jOfyr5X0ZGtdN8NeInG2zPix23N0Cnyjn/wAcb8q+mPFVzHZ+ENZuZmAjjspmJP8AuGuU+CVrJbfCnSfNGDK0sijvgyNivQ6858R3nxVj1+7Tw9pmjTaUCv2d7hsORtGc/OO+ajFto2t6h4dtPiJbWJ8XASSW9ohcxFdzY4yUPCA4PpT/AIw6Bo1z8NdUubi1t45rONZLaZYwrI+4AAEdjnGPeuM+Gt1dJ8WLKfUnY3OqeGoHV36yEKgz75EZNdN8fnB+HsNovzT3WoRRxIOrH5j/AEr061jMNnBE2NyRqp/AVNRRXk3xYxZ+Ofh7qkhxbxakYnY9F3NH1/AH8q7rxvdRWfgPX55WARdPnGfcoQB+ZFYnwdtpLX4U6EkowzxvIB7NIxH6EV3VFFFcVFp/gfVfiNeTCKC68T2kK+csodvLXCgEK3yZwV5HPPvXH/HLTbLTbHQ9f0+KO21uHUY0gkhUK8gwTjjrgqPz96t/CDNn4q8e6ZNgXEep+dt7lWL8/wAvzpfiX/pfxS+HdjD800d49wwHZAyHP/jjflXrNFFc948/5J/4i/7Bs/8A6LNcP4btJL79mr7NECZJNKuQoHUnc/FdB8H7qO7+FehNGwJjiaJgOxV2FeReO7V9Y8V/Ey5tQXitLO1VyOfmV4c/+gP+Ve9eDbqO98E6HcRMCr2EJ49dgBH51wXwiP2vxb8QNSiGbafVdsbDoxVpCf0YfnXrNFeS/Hb/AJBvhf8A7DMX8jXW+Pl8JT6PbWfjCRVsp7lRCGaRQZQDjlPYnrxV7VfC3h+68NXGlXOm2cenCArtESqIgB94ccEdc186+Dbm5iu/h3fXblrOHVLiyhkfgBSUwPpl2/KvoH4j3Mdp8N/EUspwpsJUH1Zdo/Uiq3wqtpLX4XeH45V2sbXfj2Ziw/Qiuxrn/F3i/TPBmiPqepSH+7DAn35n7Ko/ziuF8OeE9Z8c65b+L/HEXkwQnfpmjfwxDqHcevQ4PJ74HFLpp+wftK6wkvH9oaSjQ577dg4/74b8qk+Pzh/ANrZL8091qMUcSd2OG/z+NQfDFDpvxR8e6XNgTNNFOo/vL8xz/wCPr+dP+MH+leJfAWnRYNxJqwkC56KrJk/rXrNFef8Ajn4gTaVfx+GvDNr/AGl4nuh8kK8pbA/xv/PB+p46y+BPAaeEkutY1e7OoeIb0b7y9fJ29yqe388D0AE3gXSfAz2N1qPhO2tpobidhLOVZ2L8ZXL8gc9OnNeXePdHh074o6lYaBGsK6n4fuHvLeFcLuCSH7o6ZKIfr9a9O+EN1Hd/CvQmQg7IWibHYq7D+lc94RP2z9oDxpeRDMMFrFbuw6b8RjH/AI435V6zRRRRRRRRRRRRRRRRRRRXmfjT4Yal4r8YW/iC28Ttp72karaxi18zySOSwO4c5OenpUP/AArrx3/0U++/8Bf/ALOtTxN8O59ZfSdVsNbmsPEumwLCupLGD54A53r7kk/8CPWoNG+HeqSeKbbxH4w1/wDtm+swRZwRwiKGE/3sDqfwHbrgVP4n+Ht5e+JV8UeGNabRtaMYinYxiSK4UdN6+vA9eg4pfCvw/utN8Ry+J/EesvrOuPH5Ucnl+XHbp3CL/wDq6n1Nd7RUVzD9otZod23zEKZ9MjFc34A8H/8ACEeFk0U3gvNsryeb5WzO7tjJrmD8Mtc8PaneXPgfxONKtL1/Mlsbi3E0aMe6Zzj8vxrb8G/D6Hw1d3uq6lfy6xrl+NtzezpjK/3FXnA4H5D0rBT4ZeI9Anu4fBni06XpV3IXNnPbiXyCevlk/wD1vqa6zwT4Ks/BWkSWkE0l1c3Ehmurub780h7n0Ht/jXT0VyfxB8Gnx14bTSBffY9twk/m+X5n3QRjGR61t6to1nrehXGj6hH5trcReVIAcH6j0PcV5uPhf4vj0o+HIfHcg8OkbNhtR54i/wCee/PTHHX8McV1l78PNCvPAaeD/KePT40AidT86ODnzM/3skk+uTXKS/DHxZqtjFoeueOJLnQIyoaKK2CTTIOiu/4d816hZWVvp1jb2NpEsVvbxrFFGvRVAwBViiuQ8ceA7bxjHZ3CXk2natYP5lnfQjLRnrgjPIyB/nNc5N8NPEniSW2h8Z+LzqOl27h/sdtbCETEdN5H/wBf8K3fGPw+h8SHTr3Tb59H1fS+LO7gQEKv9wr3X/6/qay9O+HOsX/iOy1vxp4iGsSaed1paxQCKJH/AL5A6ngHp1Ar0miiisDxf4U0/wAZ+H5tJ1DeqMQ8Usf3opB0Yfy+hNcPN8MfFetW0GkeJPG0l7oULKWgitxHLOFPAd/8c16jbW0Nnaw2ttGsUEKCONFGAqgYAH4VNRRRXBeLPh1Jq/iKHxPoGsSaNr0SCNpljEiTL0w6/Tjv0HFVNM+G+p33iK013xr4gOtXFkd1paxwCKCJv72B1PAPQdB1xVnxN8PL278TDxR4X1ptG1poxHOTEJIrhR03L68D16D0p/hT4f3Ol+IpvE3iLWH1nXZI/KSUxhI4E7hF7fp1PHNd5RRWdr2l/wBt+HtR0oS+T9stpIPM27tm5SM44z1qn4Q8O/8ACLeErDQmuBdC1RkMuzbvyxPTJx1riv8AhWXiHQLy9XwV4rOlaZeSGR7Oa3EohY9TGT0/Tp1rpPCfgDTfDHh680yV31GXUSzahcTj5rksMHPtyeM9zXKw/DHxZo1rNo/h7xvLaaDKx2wy2weWBSeQj/4Yru/CXhWw8G+HoNI0/cY4yXkkf70sh6sfr/ICt2iuR8d+Cj41tdLhF99k+w3q3WfK379oI29RjrWh4v8ACmneM/D82kakHEbkPHIn3onHRh/noTXDyfDjxve6cNDv/HzSaJt8tgloBPJH/cLZz09SfxrpNX+Guhan4It/C0SPa21ph7SaPmSKQfx57kknPrk9K5ub4Y+KNeW20/xZ4zfUNFt3DG3htxG9xjpvbr+efz5r1KGGO3hjhiRUijUKiKMBQOABUleb+PPhlqHjLxLYavB4jNh9hjAt4vs3mbH3ZL53Dnp2/hFVf+FdeO/+in33/gL/APZ1qeIvhzNrllotzHrk9t4l0mJUi1ZI+ZTj5t656E5PXueuTVXTPhzq974kstd8aeIRrE1gd1paxQCKGN/75A6ngHp1A9KueLPh/PqviCDxN4f1h9G16GPymmEe+OdPR17/AK9uOBTPDfw+vbbxP/wlHinWm1nWI4zHb4iEcVup67VHfk+nU139FePQfB3xDZ65qOr2Pjua1vL+RnnkjsvmYEk4zv6f4Vu6N4G8YWGs2l3e/EG8vrWGQNJbPbbRKv8AdJ3VTf4Za3oGr3t54H8TDSba9fzJrGe3EsSt6rnp+X41teDfh9H4cvb3WNT1GXWNevhtnvZl24Tj5VXnA4H5DpWGPhn4i0C7vU8FeLDpemXkhd7Oe3EohY9TGT0/T611XgjwXaeCtKltobiW7vLmUzXd5L9+aQ9/Yf4n1rqKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKK5m48d6HaeM4fClxLPHqcwBiDRHY+VJGG6diPqMV01ZfiDXtP8ADGi3Gr6pKY7SDG5lXJ5IAAHfk0/Q9ZtfEOi22rWPm/ZblS8XmoVYjJGcfh+VaNc94j8Z6P4Vu9NttUklWXUZTFb+XGWy2VHPp94VqajqthpMMct/dxW6SOsaeY2N7scBQO5q7RRRRRRRRWB4f8W6d4nu9Th0xJ5IdPm+zvdFQIpH7hDnJx347j1rfoprvsRmwWwM4UZJrnPCfjjRPGiXbaPNKxtGVZkljKMuc44P0P5V0tc14h8caN4Z1bT9KvWnkv8AUDi3ggi3sxJCj6ZJ/SrHhfxXp3i2xnuLDzo3t5mguLe4ULLDIvZgCf8AP41u0UUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUV4x8etJns49E8aaeMXel3CpIw/u7tyE+wYY/4FXrOjanBrWi2WqWxzDdwpMnsGGcV5J8a7qbxBrvhvwHYufNvrgT3GP4VztUn2A3t+ArsPE3j3w38OLOy0lxLNcrCiW1haruk2D5Vz6Dj8aw7P44aYl/Da+INC1bQ1nP7ue6i+THqeAcfQGsn42ypNrvgGWJ1eN74srqchgWiwRWB8aPFUdx440G1/s2/Q6PeFmdo8Lccxt+6/vdMfjXq6fEnRofBp8TapDeaXbeaYVguotszuOgVQec/0rlJPjoiwfbE8Ga82m4z9rMeFx69MfrXeeGPGuieLNAfWdOuSttESJxN8jQEDJ39hxznpXFXHxz0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} | F igure 3. S4 attached TMRM senses protein motion over voltage range of ILT channel opening. (A) Normalized steady-state F–V for 359C WT W434F (open diamonds) and for 359C ILT W434F (closed circles). F–Vs are normalized to the amplitude of single Boltzmann fit for 359C WT and a double Boltzmann fit for 359C ILT (fits are solid lines). Fit parameters: 359C WT W434F V 1/2 = −43.8 mV, slope factor = 7.3, representative of n = 13; 359C ILT W434F V1 1/2 = −66.8 mV, slope factor = 17.2, V2 1/2 = +105.6 mV, slope factor = 24.1, representative of n = 18. Traces on top show the fluorescence intensity change evoked from a prestep of −120 mV to voltage step to 0 mV (gray) or 180 mV (black) for 359C ILT W434F channels. HP = −80 mV. (B and C) Superimposition of the Q–V from 359C-TMRM ILT W434F channels (B, filled circles), and the G–V from 359C-TMRM ILT channels (C, filled circles) with the F–V from 359C-TMRM ILT W434F channels (open circles). F–V and Q–V measured in two-electrode voltage clamp configuration, and G–V measured from excised inside-out macropatches. Each data point is a mean of n = 5 for the Q–V, n = 9 for G–V, and n = 9 for F–V. Solid lines are Boltzmann fits to the data. Fit parameters: Q–V V 1/2 = −67.3 mV, slope factor = 25.8; G–V V 1/2 = 94.3 mV, slope factor = 22; F–V double Boltzmann fit parameters: V1 1/2 = −69.5 mV, slope factor = 17.6, V2 1/2 = +105.1 mV, slope factor = 23.3. | CC BY-NC-SA | no | 2022-01-13 09:51:38 | J Gen Physiol. 2005 Jan; 125(1):57-69 |
PMC1414780 | 15623895 | 4 | 200409197f4 | {
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",
"path": null
} | F igure 4. Opening rearrangement sensed at four sites in S4 and proximal S3–S4 linker. Steady-state fluorescence behavior of TMRM attached to sites 351C (A), 356C (B), 358C (C), and 361C (D). Each panel shows the F–Vs for TMRM attached to the specified site in the WT W434F background (open diamonds) and in the ILT W434F background (filled circles). Open circles show G–Vs measured from excised inside-out macropatches for ILT channels labeled with TMRM at the specified site. Traces on top of each graph show the fluorescence intensity change in response to a step to 0 mV (gray) and 180 mV (black) from a prestep to −120 mV in the ILT W434F background. HP = −80 mV. Different amounts of separation between the WT and ILT F–Vs at the four positions likely reflect different impacts on gating of the cysteine mutation and TMRM labeling. F–Vs are representative of n = 7 for 351C ILT, n = 6 for 351C WT, n = 3 for 356C ILT, n = 10 for 356C WT, n = 3 for 358C ILT, n = 6 for 358C WT, n = 6 for 361C ILT, n = 4 for 361C WT. Fit parameters for G–Vs: 351C ILT V 1/2 = 113.6 mV, slope factor = 21.2, n = 3; 356C ILT V 1/2 = 96.1 mV, slope factor = 20.5, n = 6; 358C ILT V 1/2 = 94.3 mV, slope factor = 22.0 mV, n = 6; 361C ILT V 1/2 = 102.9 mV, slope factor = 19.5, n = 9. | CC BY-NC-SA | no | 2022-01-13 09:51:38 | J Gen Physiol. 2005 Jan; 125(1):57-69 |
PMC1414780 | 15623895 | 5 | 200409197f5 | {
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} | F igure 5. 4-AP eliminates the fluorescence change over the voltage range of opening for 359C-TMRM ILT. (A) Fluorescence changes for 359-TMRM ILT W434F channels from the same cell in the voltage range of opening in the absence (left) and presence (right) of 2 mM 4-AP added to the bath solution. Voltage protocol is shown as inset. (B) Steady-state fluorescence plotted as a function of voltage for channels in the absence of 4-AP (open circles) and in the presence of 2mM 4-AP (filled circles). | CC BY-NC-SA | no | 2022-01-13 09:51:38 | J Gen Physiol. 2005 Jan; 125(1):57-69 |
PMC1414780 | 15623895 | 6 | 200409197f6 | {
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} | F igure 6. Slow inactivation in ILT channels over voltage range of S4's gating motion. (A, i) Superimposed currents in response to a 1-s depolarizing step to +150 mV for ILT channels (gray trace) and ILT/T449V channels (black trace) show that the T449V mutation slows slow inactivation of ILT channels. HP = −100 mV, post-step voltage = +40 mV. (ii) Voltage protocol (left, bottom) and currents (left, top) used for measuring the voltage dependence of slow (P-type) inactivation from conducting ILT channels in excised inside-out macropatches. Interval between sweeps = 5 s at an HP of −100 mV. The fraction of current after inactivation (FCAI, right, filled symbols) was plotted from the amplitude of the test pulse following the 1-s inactivating pulses after correcting for run-down in ionic current from patch (see materials
and
methods ). G–V for ILT channels measured from the same patch (right, open symbols). Data are representative of n = 3 patches. Solid lines are Boltzmann fits to the data. Fit parameters for data from three patches: for ILT Slow inactivation, V 1/2 = +108.6 ± 9.8 mV; G–V, V 1/2 = +101.4 ± 6.9 mV. (B) C-type inactivation does not occur from the activated state. Representative F–Vs for 359C WT W434F (left,) and 359C ILT W434F (right), from an HP of −80 mV (open symbols) or 0 mV (closed symbols). Interval between traces = 9 s. Solid lines represent single Boltzmann fits for WT and double Boltzmann fits for ILT. For 359C WT W434F, representative of n = 3: −80 mV hold, V 1/2 = −41.4 mV, slope factor = 9.3; 0 mV hold, V 1/2 = −48.9 mV, slope factor = 8.3. For 359C ILT W434F, representative of n = 4: double Boltzmann fit with −80 mV hold, V1 1/2 = −55.9 mV, slope factor 1 = 14.0, V2 1/2 = +111.4 mV, slope factor 2 = 20.5; 0 mV hold, V1 1/2 = −58.6 mV, slope factor 1 = 14.1, V2 1/2 = +111.1 mV, slope factor 2 = 23. (C) ILT channels undergo C-type inactivation. (i) Tail currents following a voltage step to 0 mV for 449V WT (left) and 470C/449V WT (right) channels. Voltage protocol is shown as inset; t a is the duration of voltage step = 10, 40, 100, 400, 1,000, or 1,400 ms. (ii) Tail currents for 449V ILT and 470C/449V ILT channels following a voltage step to 150 mV with t a = 20, 100, 200, 400, 1,000, or 1,500 ms. Recordings are from excised inside-out macropatches in symmetric (140 mM K + ) conditions. Tail current voltage for ILT channels is +40 mV since the inward tails at −80 mV are fast and hard to distinguish from the capacitive transient. | CC BY-NC-SA | no | 2022-01-13 09:51:38 | J Gen Physiol. 2005 Jan; 125(1):57-69 |
PMC1414780 | 15623895 | 7 | 200409197f7 | {
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",
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} | F igure 7. S4s move cooperatively over the voltage range that drives gating. (A) Subunit stoichiometry for hetero-tetrameric channels and their controls. * indicates a labeled subunit. Symbols shown under cartoons are same as used in graphs B and C. (B) Mean of F–Vs from labeled ILT*(WT) 3 (filled circles), (WT*) 4 (open, inverted triangles), and (ILT * ) 4 channels (open circles). Solid lines are Boltzmann fits to the data. Fit parameters: ILT*(WT) 3 V 1/2 = −50.9 mV, slope factor = 19, n = 6; (WT*) 4 V 1/2 = −39.1 mV, slope factor = 8.2, n = 4. For (ILT*) 4 , double Boltzmann fit parameters: V1 1/2 = −69.5 mV, slope factor = 17.6, V2 1/2 = +105.1 mV, slope factor = 23.3, n = 11. (C) Mean of F–Vs from labeled WT*(ILT) 3 (filled, inverted triangles). Fit parameters for WT*(ILT) 3 double Boltzmann fit V1 1/2 = −35.7 mV, slope factor = 12.0, V2 1/2 = 28.3 mV, slope factor = 20.5, n = 11; fits parameters to (WT*) 4 and (ILT * ) 4 channels are same as in B. | CC BY-NC-SA | no | 2022-01-13 09:51:38 | J Gen Physiol. 2005 Jan; 125(1):57-69 |
PMC1414780 | 15623895 | 8 | 200409197f8 | {
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DI3Yg9jU+i38s6y2d2Qby2wGYDHmKfuuPr39wayLLXZZNUXTr+yFvPIrNE8UvmI+3qM4BBxz0xx1qxfn7De2uprwI3EU3vG5x+hwfzq4zjJXiXKLi7M6SiiiqEFUtU1BdNsmnK75CQkUY6u56Crtc/csb/wAQMDzDYKFA7GVhkn8FwP8AgRoA8/8AF1xHpmvaadXikvkuYZZJwhG0MCuPlJAKgEgDt1xzW14buYX163OnWEllp1zZyuVZgFldWj2sEBIXAZueCc9OBXO/FoQDVNK+0SGOP7NPlg5XunfIra8E/ZSND+xzGWL7FP8AMZC5zmHI5Jx9O1ci/js9GpRisJGa3f8AmQeIonl8bzrc6dNewpbQvGsaqyhSXHzKSMtuRuTnjHSui8IPcWurXlnLarZ2s8K3FrbB87Np2yEgcAnKHC8c+pNGtp9n8SadcdBcQSwMfVlKug/LzalDiDXNGuem+SS1Y+iuhb/0KJB+NW6zVXkex5ajaVzrqKKK6Czg/EjzXviOcPpy6jp9nAsTQ5BZJm+YsFYhW+XYPUZ46mqHg2N08TakkVlLaWy2sbNHKAPmZ2ClQCdowrZHGeOK2rGTz0v7w9bm9mb6hD5Sn8VjU/jT/DKebPq14R9+6EKH1SNFH/oZkrnhVlKo4dCeX3rm4RWbe2ssUwv7EBbyMdOgmXujf0PY0y71W7N5cW2nWUcxttomlnm8tFYgMFGFYk4IPQDkc9aNH1f+1PtMMtsbe6tmAlj371wRkMrcZBweoB4PFa88eblvqacrtfob9jeRahZRXUOdkgzg9Qe4PuDxVisDTGNjrdxZ9IbpTcRD0cYDj8cqfzrfqyQooooAKKKKACiiigArntUuH1O9fTIXZbaLH2p1OCxPSMH6cn8u9a+pXq6fp092wz5aEhf7x7D8TgVlaZaNa2aLKd0zkySt/ec8k/nQB5/puu6ddXl3Ff6nfW8sFzLDHBbmSNUVHKqEVBhuAOuSefpXY6NeXGoeF5ZZoWnnRp4hHcIFaQI7Km8DgEgLn3J4FeS6dA0njdiL54MajdYVQvPzP0yDXsXhr/kH3H/X7c/+jWrkw7blK7uehjsPGko26pfkcFoWrNdaXE63+sz3bxBoY4GkTaSMgBfuBef4sjHUmvUdAvpdS0Gyu5wBcSRDz1Xosg4cfgwIrlNBAt4JbPp9kuJYFX0VXIT/AMc2n8a3vCzBItSs/wDn3vnI+kgE2fzkYfhWlOs5ycWtjzIxt1N+mSyJDE8sjBURSzE9gOtPrG8VuV8M3sSkhrlVtFI7GVhGD+BfNbN2LOAn1eW60wT6jdaxZahOpkISWQIFblQgX5CACBjGfXmui0nUpYfh2uq+SiyRWUk6jZtD7QxViO24AEj3p2vXRsdJvLiJfmihZkUdyBwPzwKn1eyXTvh/f2SfcttKkhB9liI/pWVKq6l9NiUtb3OU1bWbLT9OM8mr6xHqiJl45A4ffjkeVjy8Z46Y9+9dRpF3JpsFjeOFWyvY42njX7sMjgHcvopJwfwNcF8SLdv7deX+0JMfZ5cQYXAGU4Hy5x+OeeK9I023jufDNlDKu6OSzjVh6goKzoNucrs9DE0FCjCS63/Q6WisvQLmSbTfJnbdPauYJD6leh/EYP41qV1HCFFFFABXO6nM2rXz6fGxFnAR9pZT/rG6+Xn0HU/gK1tUvRp+mXF1jcyL8i/3mPCj8SRWbp1mbOySN23Sn5pX/vOeWP50Aee6t4lsdI8eXIvAq2yRQ2cRQZZGA3nC9SD5oHHQqM+3S+HLy31XXNXktrWSO0MFur+bHtE0h8zLbTz93YMnkgDsBXm5vRqWtW/nadJcQ3lxLeh8BhsJO3IzngSIOR2r1HwXbhNKubkKFFzdyFQBjCpiIY9v3efxriopOs5HpYqkqdGKONsIHe9vEvNFudQeK6mhj37XQKsjABN7YRcAen49T6F4Mmujo8tpfFftNncPEwVywVSBIihjydqOq5PXFZCKbXxNq0B4Ejx3SD0V0C/+hRufxrU0V/J8SX0HRbm2inX3ZSyOfy8qtY1pOo4M8qMbM6WiiqerXo03R72+I3C2gebHrtUnH6V0Fnnd2Hv5r6+vtHN+lxcyfZpkAkMcSnYq7WOVzt3ZXg7uxqx4atr278M6xOPtCXhM9vYvO++SJVXaADk9JN3f09K14YBpmjWtrI/FtbpGzH/ZUAn9KueFoWi8MWDOu2SeP7S6+jSEyMPzY1z0qrnJroiVH3rnkHiDXtNvbSz0yx06a3e7gDRxsmRFkAgnbnPBJyOeK9O0pptT0DTdXgcJqawLvfs7jh0b1G4Ee1cNrq3GnWpitbHz5LC+dAcgCOPfhffmJx0Brr/h/O7aReWcwVZLa6Y7VOQBIBIcH03M4/Cs6DtNxPWxceahGXY7XTb9NRsUuEBUnIdD1RhwVP0NW65+zb7B4gaLpBfoWA7CVRz+a/8AoNdBXYeWFFFFABXNXcp1u9khz/xLrd9pA6TyDrn/AGQfzP0rT1y7ktNLfyDi4mIhh9nbgH8OT+FQWdrHZ2sVvGMJGoUf40Acz4+vRYeHoYRGXW5uo4njU43RjLuPxVCMd8471jS3/hzUoNOjsvLlu5LuCKMQxEMiGQCQNwNo27uD3xjkCm/EnUYYdRto54WmgtLSSeWMJuHznCkj0xG/51D4G020W90aG0hMaRRyXUgZSpLKoj5BA5zKT0H3a4p+9XXkejGilhudvct+JTqg8QWWlXcE+o6etu8sKqy/PhlBLhiAxG5R+uOa1vDX2ix8RQH7BHp1jeQvCIFI3PKvzqzBTtHyhxxk8cnoBo+KI/Lk0q9HHlXXlOf9iRGXH4uI6ivn8mOxvAebW9hfPorN5bn/AL4katZ1pRqKHQ8vlSlc7Oiiiugs43xabi71mztYrSK9trWFri5tZCBvLHbGRn5SRtkOG4+h5rmNOuNRtfFtta6Tp0unLdwymUPsEe1do3bFJG5Sy4PHpzmutDmfW9ZuT0WWO1Q+qogb/wBDkcfhUWhp5/iTUbkjK28EVuh9GYs7j8vKrnVWTq8i2Jcbu5g+IG03SLq5guw58q2SZJHUsDuLhiT/AHyV6ntgVU+G2tR3l7d20DBrS4i+0QDPQqQH47ffT8q3vGVugv8ATbl4w6SLLbMpGdzECRfy8pvzriPCl/JbeJLBTZSWkFvdNZnewzskX5Fxk92iqJPlrXPWpR58I4nptwH0m5bUrYHyz/x9Qr0df7wH94dfcV0kciTRLJGwZHAZWHQg1nMoIIIyDVfw+5t/tWlsf+PZw0Wf+eTcr+R3D8K6zyyND9p8Q6hOeVgVLZPy3t+rD8q5v4nj/ijHxuyLmEjacHO8dD2NdFo37y3uJ/8AntdTP+G8gfoBXP8AxOB/4Q18HB+0w4J/3xUVfgZ0YRJ14J90cf4ZluNUshNqCXrNaajbCBp7jcoP2iMfdDHLYJ5I78GvWtTsRqWk3li3AuYHhJ9Nykf1ryrwgl6NImN1cxSx/wBpWwVUTBH+kxd9x/KvYgKyw/wGuYRUazSOT0S6GoaTazyL/r4VZ1P+0vI/Wt3wrIX8MWMbsWe3jNs5PdoiY2P5qa53SV+zT39n0NteSrj0Vm8xB/3y61t+GW8ufVrPoEuvORf9mRFYn8X8yssN7s5ROFHQVyFq4nn1W8HSe+kUfSMCH+cZP411N3cx2VnPdTHEUMbSOfQAZP8AKuS06OS30KyjmGJvJVpf+uhGWP8A30TWmKlaFgZL4bTztS1m89JY7VT6qib/AP0KVh+FV/E9qk+sWbmGaSWCxupIfIl8tw2+AfK2RjgkcnFaPhGP/imra4x/x9tJdA+0jl1/8dZR+FQa6srazbrA6RynTrrazruAPmW/UZGfzq0uWnbyNKa95Hnnge6ur7x7bz3guvNEFwoNxLv4DAcYJA6DNer3lst3Zz27fdlQofxFeU+BVux46g+1zxzOYbnBRcfxfU//AFq9fIqcN8B2ZjFRqpLsg0W5a80W0nf/AFjRgP8A7w4P6g1frH8PfLa3cPaG8lUD2J3f+zVoyXtrFdxWklxEtzMrNHEzgM4GMkDqcZH510HATMwRSzHAAyTXPaIC+nC5YfPdO1w3/AjkfpgVpa7KYNA1CRfvC3fH1IwKjtoRBbRRAcRoFH4DFAHl3xYdotX0llhaY/Zp/kBAzynqRW34NledtCZ7Zrc/YZwEYg8fueRgnj9axviwsx1jSBBIscn2afDMMgcp7itvwatysmhi6mjllNjOdyLgYzD7nP171yL+Oz2Kt/qEPn+Zu+LIwunWl5jm1vIn/Bz5TH8FkJ/Cqeqv5ejSXX/Po0d2fpE6yEfiFI/Gt7XLJtR0HULNP9ZNbyIh9GKnafwOKxNOlh1bSo3ZcwXcAJU91den5GpxHu1IyPGZ2gOaq6nerpulXl84yttA8xHqFUn+lVPDVw914a06SU5mECxzH/povyv/AOPA1B4rbdo6Wo5N3cwwFfVC4L/+OB67G9LjMm2gOn6NaWsrDdBbojt6kKMn88mrvhSJk8L2MjKVe4Q3TA9mlYyEfgXxWV4lZ20m5hjOJbgC3jPo8hCL+rCuuSNIo1jRQqIAqgdgOlcmGV3KQkea+LVeyh8R6pZw3H21LxU823mMZCi2gIDDcNwyTxzjJqT4XhidcZ1lDtPGW8197Z2nqcnP507xhHePpHiX7HdJbuL5SzMvUfZYOAcjb9aPhgsinW1ldZJBPHuZV2g/Ke2TVf8AL89OMV9Sk7dUddqh8h7K9HBt7lNx/wBhvkb/ANCz+FdFWDrcXm6JeoOvksR9QMj9RWzbS+fawzf89EDfmM11HmktFQS3ltBcQ28txEk8+7yo2cBpMddo74yKnoAKKhuru3sbZ7i6njggTG6SRgqrk4GSfcipVYMoZSCDyCO9AC0UjMqKWYgKBkkngCorW6t722jubWeOeCQbkkjYMrD1BFAGXrx86fTrLtLP5r+6xjd/6FtqyBVS6/eeKEB6Q2ZI+rv/APYVdAoBHz9a/wBnf8Jw4u7Npn/tG5wRAXH33x0Bz/TrXtfhkf8AEuuP+v25/wDRrV47pzX6+NpPs1tDKg1G63M7kY+d/wDZOP617J4YH/EuuP8Ar9uf/RrVyYf4mevmm0PRfkjLdfsvivU4e06w3Y/4EpjI/wDIOfxrR0lxB4onjPAu7JHUe8TkMfylQfhVXxCnkeINKueizRzWzH1b5XX9Fk/OnGQQaxo910Bna3dvRZEJx+LpGKn4a/qeOddXP+JH8y80i0HO65ad1/2I0bB/B2jroK5jUJPP8VyelnYqoPvK5LD8oU/Oumq7QbGZurj7Tc6fZ9Tc3sQx6hD5rD/vmNh+Na/ikf8AFI61/wBeE/8A6Las20X7T4vtVxlLW2lnPs7FUT9DLWp4pH/FI63/ANeE/wD6LassMrQuCPKPiP8A2X/wkso+wt9r8mTdL9mOC2Uwd23n654r1jRR/wASDTv+vWL/ANAFeY/Ed9Q/ttx9lg+yiCQCTzDuxlOvy8Hrxnn8K9Q0Uf8AEg07/r1i/wDQBSofHI9TGf7vT+f6BYH7P4kuIv4bq3WUf7yHaf0K/lW7WDcfutc0qXpueSE/ihb+aCt6uo8sKKgN7bC9FmbiIXRTzBCXG8rnG7HXGe9T0AYuunzrvTbPs8xmf6RjI/8AHitUfFF21j4X1KeM7ZfIZIj/ANNG+VP/AB5hVy5/eeKQO0Nn+Rd//sK5r4jXccOkWdrITsnulaQAE/IgL5wP9oJ+dROXLFs1oQ56kY+ZwunC7sL29ujPDJYWVvt8vbhlwpfAweuNnUcivYNDsW03QrCyfl4bdEc+rADcfxOTXkXhezsLyKIWEzyLf36xvH5hZdgfLDGTj91Gfwr20CufCx0bO3Mp3konMa4ht/E9hOBhbm2khc+rIysg/JpfyqVH8jxBo9wP+WjS2jewdN+fzhUfjUni6PbYWV4OtrexN+D5hP8A6Nz+FUdTk8rSTdA4+xyR3RP+zG6u35qGH41NT3a6fc8w7esPxU27S4bQcm7uoYcf3l3hnH/fCvW5XO64/na/pdv/AAwxzXR9mAEa/mJH/Kuqo7RbGY/iUtLpNxbocSXO22Q+jSsIwfzautCKihVACqMADsK5W5X7Vr+kWvVftBnkH+zGjEH/AL7MddcRWGFXutiR5t4v017jVtVso5jAt9bxzFwoJJw0Tjn2SP8AOqvw4u9mrvA12bh7uxWR3JHDxtgjoMf609v4a6PxraJJcaZNIgaOQy2cgPTDrv5/GLH/AAKvP/C97plh4ltF01NscOoGN2VPlYTZUfMBjG6VcDrhfaol7ta569P95hGu36Hq+tZhtI7wfetJkn/AHDf+Olq6IHIyKyL+EXFhcwkcSRMv5girWkTG50aymPWSBGP1Kiu08ku0VAl7ayXclolxE1zEoeSEOC6qehI6gHFT0AYepn7Rr9lb/wAFvE9ww/2j8i/+zVbAqlF+88RanIedixQj8FLf+z1cllS3gkmlO2ONS7E9gBk0AeQeLJr6+8SX72Swyq91HabZM8ogG4dCMZ83PB612vgyFpdQ1K7kQKY0htcA52sAZHwf+2iflXm2nRpqutWco1CSO7Aku54o3DYkc88HIB+dx0zXrfgyHb4dS5I+a8lkuM+qsx2H/vgJXFR96q5Hr4x+zoRh6E/iuEy+F79lXLwR/aUA7tERIB+aCs64g/tLRru1jbm4gdEYdiykA/qDXVNGskbI6hkYEMD3Fcb4bLR6VbwOSZLbNs5Pdo2MZP5qaeKVnGR47Ox0u9GpaTZ3yjAuYElA9Nyg/wBatk4Gaw/CjbNIktD1tLmaHH91d5ZB/wB8MlT+JbiS28Nag8LbZ2haOE/9NH+VP/HiK6k9LjOe0lzJokVyet2z3f4SuZAPwDAfhV7wnHu026uz967vJn/BT5S/+Oxg/jVXUpotK0mWRVxDaQFgP9lF6fkK29EsW03QNPsn5kgt40c+rBRuP4nNcuH96cpCMzxlDnw7Jcgc2ksdzn0VWG8/98b/AM68t1WDULXWbudrtGAjW6t4ETGXjbIzkk8Hy+RjJr2u+tI76xuLOYfup4mif6MCD/OvEtVXTEfSdR1SQC8YeU6u+QHC/N8pPGGTGQOuKMSrNSPVy6SalBntUUsdxbxzxHdHIodD6gjIqox+zeIrCYcLOj27/XG9f/QW/Os7wRci58H2C5ybdWtvwjYov5qoP41oav8Au47Sf/njdwt+BcKf0Y11xd1c82ceWTRH4aJbw7ZsxyWQkn1JY1h/FED/AIQt9xwPtMOTnH8YroPDqCPRIIh/yyZ4+f8AZdh/SsH4oceDHOM/6TDx6/OKir8DN8H/ALxD1RxPgj+zv7NuPsd200v9o2u9TOXwPtMXOMn8+9e2AV434OmaXSZ1Nk0AGqW3zErhj9pi9CTn9K9mArPDfAa5j/HZw2r3cekeMLlXhuGS8t47gGGBpMuuUbO0E9Fjq34fvbiTxdI8lo9vb3diFi804dzC+SSvYfvuM8/KeBVjxSnk6tot52ZprQ/8CUSA/wDkHH41HNJ5N7pF30EV4sbn1WRWjA/77dPyrN2hX9TgNLxm8v8Awi13bwKrTXZS0RXOAfMYIcn0wxP0FcprmvuNLuEFhfQXroY442gJAkb5V+dcrjJHOa6nxA/m6ro9qP4Xlu291RNn/oUyn8Kx79ftWq6TZ4yJr1GPsIwZf5xgfjRX96aiB1lrbR2dnDaxDEcMaxoPYDA/lXOeJfs41OL7VL5UH9m3W9/MKbR5lvzuBBFdURXNa+xj1q3ZYmlYabdYjXGW/eW/HJA/Wumfws0p/GjzX4d/Yv8AhOIfsNy06eVcZLSlyPm9ycf1r2civH/AUrTeOrcm0a3/AHVz8pI5+b2Jr2Iis8P8B25l/FXojO0tZW/ttLeRY5Tcny2ZdwVjEmCR35rzXxtbeINTWHTjqNjqup7m+yfYtMZJIZBj5hN5vyYyMnOBxn0r0zRo1m/tbeMrJeMpHqAir/Q1Wt/CdpaXeI4YpbNySUkJDxn/AGSOo9j+dbnnmdZ2ev2Hw8a28SahDfajhFaWJMYBZQAT/ER3OBn9a6bFUtbs4bTwvexW8YSNIy+0exBP8qvjB5HQ0AeS/F8Qf2rpP2mQxx/Zp8sHK9075FbPgQWo/sMWczTRfYrj5mkLnOYcjJJx9O1ZXxckaLWNJZYWmItZ/kBAzynqRW14Jmed9Cd7Zrc/YZwEYg8fuORgnj9a5F/HZ69W31GHz/M9BArzvTdTTTGudN+x3sklncywIsVuzAoGJTDfdHyFepFeigVx86fZfF+pxdp0huwfcqYyP/IIP41WKXuX7Hjs0fBk87WWoW11CIZYb2RhEG3bVlxKOfXMhBxxkHFQeLLq5TVtHjt7U3Ig867ljVgHwFEY254J/fE4JGdp71NpMnk+KZoz0u7JXUe8TkMfylT8qZM5n8S6nNn5IIobUezANI35iRPypuf7q4GKt/Hq3iHSbFLe7QfaDPL51u0YCxqWHLAZO/y+ma7wiuW0ZDc+L55D0s7IKPrK/wDTyf1rqiKeGVoAjy3x5/Z40fxGNQnMQ/tBfLxKULN9lg4wCN3HY1N8KfIMWs/Zn3w+dHtbeWz8p7nrTvGlxJb6R4nMdk11uvlDKCAFH2WDk5I4+nNP+FrtJ/bbvE0TGePKMQSPlPoSKj/l8enH/cpeqO5vF3WVwOOY2HP0qTSNz+H7EqcObWPBYZwdoqLUmEemXbnosLn8lNWdNi26NaQuM4t0Uj/gIFdR5p5T42g16+t49MudRsNXvS5+zxWmlMJI5AOqyeb8hHGTnjvXe+BrHxJp3huGDxRqMV7fj+KNeUXH3Wb+M++B+PWnReFLS0vMwwxSWsjEvHITujPqpHUex/Oty1s4LKIxW0YjQndgHvQBxfjSXV7aO88zWtMGmyJxYzaYbh2XABB+cZBPt3FZvwt0TxbpbXMmp3Sw6G5P2PT5YiJEHYgFiY1/2CT+Fdfqfhq3urw6hAifaiMOkuSkg98cg+4/KtGy0uzsm82C3WKRl2sVJP4c0AZHic6zCyTWGtWNjbbNrRXFkZ2kfJ+7hx2xxivP/AWjeKz4qfVNOu4LLw5KQ00f2QxR3Td2jiLnb/vggH0Nem6x4fttXaOZ/kuYv9XJ1H0I7inafotrbrFM9pDHdJ1MTMVB9RmgCAfN4nvie1tAB+clXwKokbPFN0P+elpE35M4/qK0AKAR4Hp9u0vjh2W9khxqV1hVC8/O/TKmvZfC4/4ltx/1+3P/AKNavErZtPHjl/tVm8z/ANpXOGEBcfffHQHP9Ote3eFx/wASy4/6/bn/ANGtXJh/iZ6+abQ9F+SIPGeyDQ479zgWNzFOW/uqW2OfwR2Nc5qviKxbSXaxkF9PA8dzstvn2iN1kJYjgDC9zz0HJrudZsTqWh39iDhri3kiU+hZSAfzrm9HuI9S0q3mZB5dzCrsh9GXJH60sR7s4yPHO1BDKGByCMgiuAXXbWHVdZkvWNqst6ywyzcRusarEQG6Z3o/B55z0NdJ4fvhH4Qtbi5fm1tzHOx/vRZVz+amsfTo5ItAs1nXE7wiSYf9NH+Z/wDx4mrxMvcBj/CE0Oo3ur6lBIskReO0R1OQwRS5IP1lI/CtPxUP+KR1v/rwn/8ARbVH4Pjx4aguCObt5LoH1WRyyf8AjhUfhU3isf8AFIa3/wBg+f8A9FtW1NWgkNHl3xItn/tx5ft8uPs8pEOFwBlOB8ucfjn0r1LRR/xINO/69Yv/AEAV5J8R203/AISSQfYX+1eTJmX7M2Ccpg7tvP1zxXruiD/iQad/16xf+gCsKHxyPUxj/wBnp/P9CLUeLvSj3+2r/wCgPWvercPZTraTJDclCIpJE3qjY4JGRke2aydQG7UdJjHU3e78BG5rZngjuYHhlXdG4KsvqK6jyzxfxlZ+JNZubeytdRs9S1mP5rWey05oWgIOC3n+ZhVHfqO2Ca9W8N22sWmg2sGvXsN7qKriWaGPYp/xPvgZ9KpWnhW1s7gx+TFNZnJXeSHjPpkcMP1+tb1vbxWsCwwoEjX7qjtQBkKM+JtQJ7W8AH5vXn3xH1C4j1oG1hE72FiXCbsfNIxz25P7peP9qvQsbPFF2P8AnpaRN+TOP6ivHPEt3PqfiTUZ7aS7jjGoBXdLcumyLavYZIzH2P8AEa58S7Qsd2XxvV5uyOs8F2hfVdNia2MAsrR5GjOCUfiNOhI5Uyd69JArjvASrcjUdRWRJQ7RW6SJ911RN+R/wKVh+FdmBV0I2gjLFz5qrZm+ILJ9Q8O6jaxD99JbuIvZ8EqfwOK46HW01jR/LtNOvJmvIMBJIWjQB1/idhjGD2yfQGvRgK4bQU+ywSWR4+yTy26j0RHIT/x3afxrHFK1pHKzqvDt1JeeHNOnmOZ2t0E3tIBhx/30DXNajqM8PizUp/sUs9nHFDaF4BvaN1BkOV6kETLyM/d6VteF22Q6jZ5/49r6TH0kxN/OQj8KytOk82xnuzybu5mmB9ULkIf++AlVWn+7v3GReHLhNV8VXVykcyR2VosamaJoyxlfJwGAPAiX867Eiuf8IR74dTvTyLi9dUP+zGqxY/76Rz+NdERWlFWggOe8Yxb/AAxdzAc2uy698RsHb81Vh+NeVawNSGr3iQWaJG8IljmLcmRCcMMA9ynBI6V7hcQR3NvLBKu6OVCjj1BGDXh11b313Np4huLqSWyUwXkdrBuKkAq+WwRkui8cHGaxxMdpHp5fUSvGR7RZ3Md/Y293FzFcRLKh/wBlhkfzqlp63sngm2XT7qG1uhCoSaaPzEXB5JXIzwD3rM8C3yz+DYB8w+xtJblWUqVEbEKCDyDt21taTYQ3nhKytbpN8UluhZc46jNdUXdXPOmuWTR5T4ksPFOua7bJo+o2l1rcJVk1C0sGthDHnndL5hDLwRtw2ew617JpUV9DpdtHqdzFc3qoBNNFHsV29QuTj/PSsqx8L21q7QywRT24H7uQkiQexA4P14reiiSGJIo12ogCqPQCmSYlhzqWrsev2sD/AMhpVDxtcfZ/CF+oOGuVW1GOv7xghP4BifwrQsRs1fV4/wDp4R/zjT/A1yfxN1BIY9JsPO8uSWaScHyy/wBxNv3RyeZAfwqKjtBs2w8OerGPmcRp80c8+qXg0x4r6CMRW7yRg/OF4AYZAO6THB5/CvcLG0jsLC3s4v8AV28SxJ9FAA/lXkXg7z9Rk0y2uZYZJJb8TSCPIZAhabDA9MFVX6EV7OBWGGjZNnXmM+aaQAV5xY6q8Oparmwunge/nNu1vGZFYBtrZI6EurnnAwRXoN9dx6fp1zeS8R28TSv9FBJ/lXI+H7Z7bSrSKb/WrEvmH1fGWP55qMbO0UjzjT8GyzXP9s3M1u1v5l9hY2YMflhjXJI4zxggdMVN40eePw+slvCJnS8tW8svtDfv04z25xU3hNP+KatZ8Y+177v/AL+uZAPwDAfhVnxBaSX3h7ULaH/XPbv5Xs+MqfwYCulJ8lgOC8Q6w8umyIdMvlAZGuRLFtVYQwMmWztPyBhwTXpJFclciHVtJDYzBeQZ+quv+Brc8OXb33hrTriU5me3QS/9dAMMP++ga5cHO/MgL5FeQeLUOn/2wsdi1zJa3huIwoGQrYnJ6jjczDjuOhr2EivPfHCG01hphNFALuxx5koJVTE/OcEckTDv2rfERvA68FPlq+o/4dXUjDVbSWPy38yO6Cbt20OuzGfrET+NdJr/AMujTMATtaM4HU4denvXnHw+u57HxLYWt/PI1xdWskBEkJj3FQrKRkfNwjnPP3q9K10Z0zy+8k0KD8ZFp0HeCFjElWbXXUdpQ8qfUrY9Yrt2A/2XAcf+hGuf+KQP/CFvg4P2mHBP++K6OYfZPEyN0jvoNv8A20j5H5qx/wC+a5r4rts8Dv8AKzE3UICqcE/OOlXU+Bk4R2rw9Ucl4QS+XSpTdXUUsf8AaVqEVEwV/wBJi77jx7dq6+5+L3gez1VtOl1tPNVtjOsbtGD0xvAx+PSuC8N2E1npZgmtZ/Kv7+2UzR3TSeXuuI8ZU9D/ALQz2zXMTfCzxJZ6jN4MtptEmiunFwt1LCPOCc4+faSpwhO0Hse2ayw3wG2Y/wAdnp3in4n+C7ywe2t9che6trmKRcI+DtkG7DYwcruHXvWzfsbjw9dSW+JHSLz4CpzudPnTH4qK8qvfgNqullRFq2nzQyOLaJXife+/I3EdNw3Mf+Aiu68JtqcegWcNjZwQW8MYQLeTuzsR94cA4XOQMk8Y4FRiFaUZHAzqZblL/wARXFzEd8MNnCkbD1kLO3/joiNc9c+LPD+heMojrOqQWgt7KRgrkklnZQMAZ5ARv++qoeD7nWZdAllhj05lWdoSDcMxbylWEchcDKxg55znPeuM1j4dal4w1q51C0eCz+23T27fbXZ2R44+QrDPyks4A9EHrSiuatfsB6td/FrwNaW0E76/AyTZ2CNHdsA4yVAyOQetFzq9n4huLO+0O/gnik067EcwG9Q3mW/BXIOfbg141qnwr8ReBiNYji0TU0njZJoZ4d6Qsck7VbqAB1HQA8YrqvCvg6/8EWMFjeK15eapbXchitZtkcIzb/x8Y4HJHqAM4zXVP4WaU/jRP4DS7Xx5B9suI5n8m5wUXH8Q9z/9avYjxyeleMeAbSTTviHBbTRMjGC4IY3DSqeQcAtyDj27V6zrkrxaXLHF/r7giCL/AHn4/TJP4VlhvgO3Mv4y9EO8NjOjJORzcyST/gzEj9MVrVHbwJbW0UEYwkaBFHsBipK3PPK9/b/a9Pubf/nrEyfmCKo6RP8AatIs5j1aFd31xz+ta1Ymkj7PcX+nnjyJjJGP+mcnzD8juH4UAcP8VNDubufTdY+zG5sLJJFuI0PzLuKkNjPzDjHt/J/hS3tdNc+I5Y20vRrWzljdp32o7F0+YJk7cbCM8Fiw4OK7DxdDNP4R1SO3heaU27bY0BJY+gArzLxDJf698O5fDB0i8hlY7lnEUxXcJN4yPK6dqhUlzc/U6HiZOiqXRG3oHxT0hLy9Ota5GlvcI13YmWPaDCJZlwMD+6icHkkmm3PxA8La94p0r+ydVjmlkilt2QoyEklGT7wH91x9WrzHQ/hL4o8XmC31EQ6ZZafEYFmkgdXk+Z2GAwBPLewwR3q/cfCjUPDN3Hc39zaXkNuyXcsVmHSRUEm3CsSMcysR/uCitFSi0c7PZGk8jVtHueg+0NbyN6JIhwPxdY6Zp7mW1urwnJuruaUH1XcUQ/8AfCpXPa/f63aeGbrUDb2CC1CXKxGZiwMbh1G7GCcqBjHPTNTK+qWXhi3SWG0mtI7NUYWtwwk2BMblfADHHPb2NcN70uUQ3RviH4Q0e71f+0dct4riS8KBMMxVURVwcA/xBz+Na9z8WvA1tqAsn1+3MhOC6KzRj6uBj9a8dtPgnrOsEiC90+BNkcpSbfv2ygsCeDkruYZz/BVS++F/iXRr1vCUUGjXMWoy7ob+SIeYgHT5sZTO08c55xXfCPLFJDPVfFjTXOieJJdPvIkVrxHEvUMptbfGGyAPrUvwtWQHXBK6u4njyyrtB+U9smucuvDlxZ+GtR8KJE9ybKSINePO0SZNtCOAuS3Q8EYAxzmt74RgqmuRGIxMk8YKmQv/AAnnceT+Nc//AC/PSj/uUvVHaa/k6NPCv3pysC/V2C/1rbVQqhQMADArGux9r1ywtBysObqT2wNqfqSf+A1tV1HmhRRRQAUUUUAFFFFAGNfDyfEdhL2nhlhP1G1h+gatACqXiFCunpeICXs5VuMDqVHDD/vktV5CrqGUgqwyCO4oA8ESwTTfGN+msTXdpcm8mlg2lhlXc7THgfNkMPXrj2r0S31K88M+CIZLiWNdSu70iBLxQruJbjAJQEfMEbcQMY9qreOr+PTPF2hXEykxqhckMq8LLGT94gE47V5n8S9Wl1Tx1pHiXTla5s7JYl+zPPGGDiQngBj1yOfaop0VBt9zqxGJlWUU1se4aZ4y0S50HTtRutW06A3USsQblQA+0FlGT1BNYPh64t3S6gtp4pore7mjVonDLs3lkwR/sMteG6b8HvF+paWurR6ZBFFKQ8UEtwqkLw2/DZGCBjB556YrsPh1oupeELqVby2nM9/bRywWduysjqMqZGY4CnK569JBxmssTG8L9jkZ6XLKU8Pa9pY4829W3Qd9lyU3N/31JJ/3zTvEt21po17OjKsiQt5ZY4G/GF/XFYN5qWpDxjp8H9i3H7+MTMoljKt5IkGd27jmdCc/3RjNZPxBtNU8V2Nvodra3FvezSl1tmZfLuVRS5G8ZxjbwDjkj61hL3+VAepafqWiWtlFYW2qWLLZwBSq3CEoiADJ54A4rnrHWZ/F2ha9p4ktDcS2ri2WI4zHJGdpOSc8n73ANeAp8IPGN5psl7a6SioI96qtwhMoyBsAB6jBPP8AOrnhW9voviDo+pzWsmmwaTClrcoZlDMqKVK4YrnPT2rvS6DOw8UomobIxdanNrkibDA6ESh2GSnlgbQMjsMYGc969o0qCW20axgnULNFbxo4ByAwUA8/WuIsPEFprvxFs5LRXCFMjc8bfdjlBztY4++teikVnClyNvudFbEOpCMGtjKced4ns4x0gt5Jj9WIUf8As1bdY+jD7TfahqHVXkEER/2I8gn8WLVsVoc4UUUUAY18PJ8R2MvaeCSE/UEOP0DVwFzolwPHk+maRdxxW0p86RZofM8pmDO+3DDjLR8H/np6ACvQvEKMunLeIMvZyrcYHdRww/75LVx91o/iPTvE95r+m+Xex3JJRRtbCMsYxtJQ5/dJyGPTpScIz0kaU6s6bvB2DV9e074f6bZeHbG5V9WuN86+ZFu+UsXllcAgAYD4Geox0FP8PfFzwtq3hxtTvNQSxktwiXUUylSsjD+EclgSGxjPTmvOvHelap4v8W6bNBE+lay8H2Rt4kCSKXC4wygjiVycbhtU88V1Gh/A+3XT9Xk8RX6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} | F igure 8. A model for channel opening. (A) Mapping of Shaker ILT positions onto the crystal structure of KvAP's isolated voltage sensing (S1–S4) domain ( Jiang et al., 2003a ) shows ILT residues to face away from other membrane segments in direction deduced to interact with the pore domain in the activated conformation ( Gandhi et al., 2003 ). ILT residues are colored. P.D., pore domain. (B) Model for association between activation and gating motions of S4 and opening of the S6 gate. Top layer shows a side view of two subunits of the channel; dotted lines point to a top view of the channel with all four subunits shown. The S4s (orange cylinders) move independently (or with a mild cooperativity) of each other during activation, and do not exert force on the S6 gate (green cylinders). In the activated state, each S4 interacts with its neighboring S5 (blue oval, top view), which is denoted by dashed line. From the activated state, the S4s undergo a cooperative motion in which each S4 places strain on the S6 gate via S4–S5 (hook and spring representation). The interaction of an S4 with its neighboring S5 is stronger in ILT, hence a strong depolarization is needed to release S4 from its activated conformation to undergo its final motion. | CC BY-NC-SA | no | 2022-01-13 09:51:38 | J Gen Physiol. 2005 Jan; 125(1):57-69 |
PMC1424221 | 9744873 | 1 | JCB9806103.f1 | {
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",
"path": null
} | Figure 1 Phosphorylation-dependent routing of furin in early endosomes ( top ). Epitope-tagged furin showing the FLAG insertion ( cross-hatched ), the catalytic ( shaded ) and transmembrane domains ( stippled ), as well as the sequence of the cd with CKII phosphorylation site substitutions. ( Bottom ) BSC-40 cells were infected with vaccinia recombinants (m.o.i. = 10) expressing either fur/f with the native cytosolic domain ( A and B ) or with serine to aspartic acid substitutions within the CKII site (fur/f-DDD, C–E ). At 6 h postinfection, the cells were incubated with mAb M1 (15 μg/ml) and TRITC-transferrin (40 ng/ml) ( E ) for 1 h before fixation and processing for immunofluorescence. The cells in B were treated with 100 nM tautomycin during the uptake period. Internalized mAb M1 was visualized using FITC goat anti–mouse IgG ( A–D ). | CC BY-NC-SA | no | 2022-01-13 07:15:32 | J Cell Biol. 1998 Sep 21; 142(6):1399-1411 |
PMC1424221 | 9744873 | 2 | JCB9806103.f2 | {
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",
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} | Figure 2 Internalization of furin is dependent upon dynamin function. BSC-40 cells were infected with vaccinia recombinants (m.o.i. = 5 each) expressing fur/f and either native dynamin I ( A and C ) or the dominant-negative dynamin construct K44E ( B and D ) in the presence of 10 μM hydroxyurea. At 16 h postinfection, cells were incubated with either mAb M1 ( A and B ) or TRITC-transferrin ( C and D ) for 1 h in culture before fixation and analysis by immunofluorescence. The extended culture time postinfection was required to allow sufficient expression levels for optimum K44E block. | CC BY-NC-SA | no | 2022-01-13 07:15:32 | J Cell Biol. 1998 Sep 21; 142(6):1399-1411 |
PMC1424221 | 9744873 | 3 | JCB9806103.f3 | {
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a0nh3w7f6xJC06WkJlMaHBbHavA5P2g79vGEV8mnyroywmN7Ayrlm/v7tuc+1amo/tHRzadcxWOg3EN08bLFK06kIxHDY28464r0z4XahrOqfD/Tr7XpJJL6bexeRQrMm87TgY7YrsaKKK5zWfBWh6npt/CukaetzcxSKsxt1yHYHDZxnOTmsXwN8OofDnge40HUUtpri6WSO4ngXBdGzgZIzwDXGf8Ks8dw6O/hCDxFZf8Iu8mfMaL98ELbiuMevvXsWjaXBomjWel2oIgtYViTPcAYzV6ivOvhp/wAjL49/7Db/AMq9FooooooooooooooooooooorlPiZ/yTPxF/14yfyr4rrX8Kf8jhon/X/B/wCjFr7oooooooooorhde+JunaLqN3p02ja7M8GVaWCxLRnjOQ2eR715x8JviLYeHfCM9jNpWs3Tm9ll32doZEAYLgE568dK97tbhbuzhuVR0WaNZAsi7WAIzgjsfapqKKKKKKKa/wBw/SuWv03QMMZzXOrbgk8fnUNzbrsI2qBnsKZHa524AzjFTfZ+DuAx0rW0iDyixrZxhe1VblN1VwmOKUIOenFKYsg8fnSbeBkGrsIAQAcV0tFFNdFdSrAFSMEEZBryX4ia74M8C+KLLWLnR2vNce2ZI4oiFRUzjcwPAPJAOOxrmf8AhoTSP+hNT/v8n/xFeveBfE//AAmHhW31oWf2RZndUh3btqqxUc4HpXSUUUUUUUUUV518NP8AkZfH3/Ybf+Vei0UUUUUUUUUUUUUUUUUUUUV5z8Q9VuNdmHgHQwsmoagmb2UjKWlsfvM3+0egHv7iuU+I/wAM/C3hr4eRS2OmqLyGe3iN0Xbe+XAYnnHOTXoNl8MPBdrJb3MHh61SeIrIjjdlWGCD19a7CiiiiiiiiimTf6mT/dNeZ/Agg/D+bAwRqM+fc/LXp9FFFFFFFFNf7jfSubukzGfestYxvzTXgDZ469qFgAxjHFLGisDkEc4q7ZrsB44q8OenXFQTCotoHOaQL82SKkOO2KYFDZqzEMKK6OiiivAviLcWfhj436dr+v6cbvR57Xy1ym8AhSpODwSCQce/rWPaav4W8E654v8ADnibRvMsLiXzLFY7cMwVgSAGOCAQVwe2K9O+B17d3vwys/tWSsEskMBIxmMHj64yR+Fej0UUUUUUUUV518NP+Rl8ff8AYbf+Vei0UUUUUUUUUUUUUUUUUUUVyvjnxevhXS41tojdavet5FhaKMmSQ9CR/dHeo/AfhB/DdhPd6jN9q13UW86/uWOct/cH+yKy/jT/AMk8k/6/bb/0YK7+L/Up/uin0UUUUUUUUUyb/Uyf7p/lXmnwIx/wr6XGP+QhPnH1FenUUUUUUUUU1/uH6Vz1wPkINZ+AGxSSDIzSAZ+tSBeMGrFsMZGKtgY7moZMEVFtzQAMjPIo47/rRxmrKc4wOldBRRRXl/xH+I3h/wAPa1B4f8QaG2oW00azM5CsqAkjO09SMVr+IdM8GeKfDTeJZtNs9YhtLV5YJFcruCgnaSvPbGD09KufDXXIPEXgXT9QttNh02E741tYTlECsV44Hpmutooooooooorzr4af8jL4+/7Db/yr0Wiiiiiiiiiiiiiiiiiiis3XtcsfDui3OqajL5dvAu49yx7KB3JPFcZ4H0G+1jWJfHXiSELf3SbdOtW5+x255UezHJz9fevRa8i+MXiJNRtV8IaNazalq5dLqaK3GfJjjO75j6nHT3+me+8IeKdP8W6BBqFi+DgLNAx+eFx1VhW/RRRRRRRRRTJv9TJ/un+VecfA1Nvw7zuzuvrg4xjHzY/HpXpVFFFFFFFFNf7jfSueuMhSOelUcY5oZevPWk24461KqE/w+3FWIkCE8CrGAKhlwAKjxz/Okx83NHPT9KAOatR9K3qKKK8N8caJYeI/2gdE0nUofNtLjT3DqGIPEcpBBHcEA/hXIa9p3ir4NnULGCQXvh7VYniDup25IIycfdcA/Q/y9a+Bf/JKNN/66Tf+jGr0eiiiiiiiiivOvhp/yMvj7/sNv/KvRaKKKKKKKKKKKKKKKKKKbJIkMTySOqIgLMzHAAHUmvL7CKT4peKU1ecOvhXR7j/QYiOL2dTzKQf4R0Hr+deogVm+IotVm8PX0eiTRw6m0LC3kkGQH7VwPwbbS7bTr/T5YpYPFEczNqyXLEyyPn74J6rz2/rk5aqbn41+d4F+SGMY8QSKM27nd90esnXp3/Guif4waJYXbW2t6dq+kuHKh7m0bYecZBXNegRTJNCkyNmN1DKfUHmnK6uAVYMD3BzS0UUUUUUyb/Uyf7przj4GNMfh3iQEIL6cR57ru7fjur0qiiiiiiiimv8AcP0rn5l6j0qttw2OKR6RR81TRg8c1ZVeppSvFRyZwaiA7djS454pAMDjrSgY54/Op07Y71vUUVxXxK8dS+AtFtb+HThfPPP5OwyFABgnOQD6Vx/xD+JsHhHxVp80fha1vb1rJZUu5H2yRhsjaCFJx1/OuVv/ANoKXVLKWyvvBtrcW0q7ZIpLlirD/vivXvhdqVnq3gGxu7HSYtKt2aQC0iYsqEOQTkgdetdjRRRRRRRRRXnXw0/5GXx9/wBht/5V6LRRRRRRRRRRRRRRRRRRXmXiq/uPHfiRvBOkTOmnW5D63eJ2X/ngp9T3x/Q16Jp9ha6XYQWNlCkFrAgjjjQYCgVZrO1DXNN0y8sbO8u0iub6XyraM/ekbGeAP59K85+NWhwJokPiSzllstWgmjtvtNuxR3idtpUkdRzmu/8ADPh3TvDGhwabpkAjhQZYnlpGI5Zj3JrVkjSVSsiK6nswyKSaCOeB4JVDRyKUZfUEYIrgI/hDpNhdJPo2r61pYVwxit7w7CM9MHPHb8K7u8+0rYT/AGMI10Im8kSn5S+Plz7ZxXB6X4j+ItvqdrZ654PtpYJZFR72xuxtRSQCxU5PHJ7V3WpajaaRp0+oX0whtYF3ySEEhR68VmaT4z8N666x6ZrVlcyv92NZQHP/AAE81u0UUjFQpLEBQOc1R0iHTIbBV0hbVbPcxAtduzcSd3TjOc5q/RRRRRRRRSMMqRWZJYTMMAL+dQHS7k9Qp/4FTW0q5OOE/OgaVc5Pypz/ALVPTTLheNq/99VOtlNjBAH40pspSei/nUb6fOc4C4+tM/s25HQLn60HTJ+wT86P7NuPRf8Avqj+zLj0XH1qQWE+Odv51q0UVyXxD8XL4K8OLqraaNQzOsXlb9uMg85wfSvLW/aMVzl/B24+pus/+06Z/wANGQf9Ccn/AIFD/wCN1674E8TL4v8ACdrrS2QshMzr5Afdt2sR1wOuPSulooooooooorzr4af8jL4+/wCw2/8AKvRaKKKKKKKKKKKKKKKKK4fx94nvLRbfw14fxJ4i1T5IQOlvH0aVvQDt/wDWrZ8IeFLHwhoMWnWg3yH57idvvTyH7ztW/RXGaJ4PvP8AhML/AMT+IZ4rq93NDp8ceTHawcYwD0c85P8AjWf8af8Aknkn/X7bf+jBXoEX+pT/AHRT6KKKKbJGkqMkiK6MMFWGQRWMng/w5HqkOpx6LYx3sLFo544QrKcYzxVnXdOudW0iaztNTuNNnkxturcAumDnjPrXOaBoPjbSdWhGoeK4NV0tQQ6zWYSY8cfMD645Oe9b/iLVrvRdKN5ZaRc6pKHCm3tiA+D35rznVvEWofE/UJvCnhzzbPTYSBq2ok8qO8Sep6jPfB7dUm0e8+Ds/wDamim4vfCjkf2hZO257Y9PNQ9x6j/I9S03UrTV9Nt9QsZlmtbhA8ci9CDVuiiiiiiiiiiiiiiiiiiiiiiiikZQwwQCPevOviN8UtL8BzQWJ0839/Mhk8lWCKi9AWOD156DtXnB+P8AZFRnwLZkDpmdeP8AyHXsvw+8RN4q8H2urtYJYrM0gS3j5VVViBg4GenpXUUUUUUUUUUV518NP+Rl8ff9ht/5V6LRRRRRRRRRRRRRRRRXO+MvFdr4R0Rr2ZTNcyMIrS2X708p+6o/xrM8B+E7nShd67rbCbxDqp8y5btAp5EK+y12tRzzR29vJPM6xxRqXd2OAoAySa43wZ4m1Txdq2o6pHEsPhpB9nsd6/PcOrHdL7LjjH/167KeZLeCSeU4jjUuxxnAAya8L+JnxW8K+I/CDadptzcSXBuoXw1uygKrgk5I9BXe6D8W/COvapa6TY3lw13OdkavbOoJAz1I9q7uiiiiiiiiivNfE/g7UdD1x/GHgsKl9gtf6d0S9XqcejdfqffrzWqx+LPjPp0hsE/sTQofuRXed15KOobH8IPHp9e3ovga81ybSWs9c0FNKmsiIE8lwYpgB95AOgrqqKKKKKKKKKKKKKKKKKKKKKKKKK8G+IF1H4S+N+neItU0s3umXNqIV+UEBsFSRnjIyOPQ1jx6/oXw/wBc8YeGPEWiNcafczmWziSFSArAnALHgY24I6EGvS/gfdXt18MbE3gbbHJJHblhyYg3H1wcj8K9Gooooooooorzr4af8jL4+/7Db/yr0Wiiiiiiiiiiiiiiiqmp6laaRptxqF9MsNrboZJHbsBXAeEtPuvGniEeOdahZLSPKaJZv/yzj/57Ef3m9/8ACvSqKz4LzS/EFpeQQzQXturva3KKQy7sfMjfgf1q3bWsFlaxW1tCkMEShI40GFVR0AFSkZGDXmvxlsLOLwA8kdpAji8t/mWMA/6wV39tY2cKxyRWsCOFGGWMA9PWrdFFFFFFFFFISACT0FZ+i63p/iHTl1DTJxPas7IJApXJUkHggHqK0a888Qf8J34a16fWNJYa7oszbpdMcBZYB38o9x3x+neu8srhruwt7l4ZIGljVzFIMMhIztPuKnooooooooooooooooooooooorz74j/EDwz4Ujh0/WrI6lNcKZFtRGrADplt3A9q851j4zeBvEEkUmreCpLx4RiNpShKj0z6e1eyeBfEFj4n8JWep6dZGytG3Rx25AGwKxXtx2ro6KK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} | Figure 3 Recycling of phosphorylated furin from endosomes to the cell surface. ( A ) HeLa TS-Dyn I cells were infected with vaccinia recombinants (m.o.i. = 10) expressing fur/f mutants mimicking either nonphosphorylated (fur/f ADA ) or constitutively phosphorylated furin (fur/f DDD ). After accumulation at the cell surface during incubation at nonpermissive temperature (37°C) for 6 h, surface proteins were biotinylated (refer to Materials and Methods) and then allowed to internalize for the indicated times at permissive temperature (31°C). The total ( T ) and internalized ( I ) pools of labeled furin were then determined by immunoprecipitation and Western analysis. ( B ) The percent of furin internalized at each time point was quantified by densitometric analysis (data averaged from four independent experiments, error bars = SEM). ( Inset ) Double-strip analyses were conducted in which the pool of internalized furin following an initial 20-min chase period was assessed for reexpression at the cell surface. After a second 20-min chase, total biotinylated furin was compared with surface localized furin using a second MesNa strip (− and +, respectively). | CC BY-NC-SA | no | 2022-01-13 07:15:32 | J Cell Biol. 1998 Sep 21; 142(6):1399-1411 |
PMC1424221 | 9744873 | 4 | JCB9806103.f4 | {
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} | Figure 4 Endocytic sorting of furin requires the phosphorylated cd binding protein PACS-1. Fur/f was expressed in control cells ( A , B , E , and F ) and PACS-1–deficient antisense cells ( C , D , G , and H ) using vaccinia recombinants (m.o.i. = 10). At 4 h postinfection, the cells were exposed to mAb M1 as a marker for endocytosed furin and TRITC-labeled transferrin ( B and D ) for either 1 h ( A–D , F , and H ) or 10 min. ( E and G ) before fixation and processing for immunofluorescence microscopy. The cells in A–D were exposed to 100 nM tautomycin during the 1-h incubation period with mAb M1 and transferrin. Internalized mAb M1 was visualized using FITC-conjugated goat anti–mouse IgG2b ( A , C , and E–H ). | CC BY-NC-SA | no | 2022-01-13 07:15:32 | J Cell Biol. 1998 Sep 21; 142(6):1399-1411 |
PMC1424221 | 9744873 | 5 | JCB9806103.f5 | {
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nxJGh++Ppms+TxXGM/PUf/CWJuX5xV608To5++Oa1/wC2l2Bt4rMuPEiJkbx19aoSeKUB+/VR/FgBADd6s2nisGQKz9a05vESxw5LgVjXPi4AnD1nS+LXIOGqBvFcuchjVi28WS71ye9dvoHiA3ZAJ5r3ie4htbeS4uJUihjUs8jsFVQOpJPSvN7348eB7O+Fst1dXK7trTQQEovvk4JH0BrtvD3ibR/FOnC+0a+juoM4bbwyH0ZTyD9ayPFnxJ8M+DJRBqt8ftRXcLaFC8mO2QOBn3IqHwt8U/Cni+6W00++aO8cZW2uU8t2+nYn6GoNc+L3g/w7rNzpWoXs63dsQsipbuwBIB6ge9Z//C+PAf8A0ELr/wABH/wrvtK1S01rSrXU7GQyWtzGJImKlSVPselUPE3izRfCFgl7rV39nidtkeELF2xnAAFWPD+v6d4n0WDVtLlaWzm3BGZCpypKng+4NadFQXt5Bp1hcXty+yC3jaWRsZwqjJOPoKzfDPijS/F2k/2npEry2vmNHueModwxng/Wtmiiiiq9/fW+m6fcX10+y3t42llbBOFUZJwPYVn+GvE+l+LdIGqaRK8tqXaPc6FDuHXg1sVXv+NOuj/0yf8Aka+XPF9++8qCa4V3LcnOTUZJAHapYrl4zn0rXTW5EiC7qY2ty4HzGlGvSgj5qsxeI5VYZaug03xSCyhmrr7HWkljU7u3rViXW441OWAqo3iOLI+cZoHiGI/xUo8QR7/vdqkTXYz1YdfWrSazG3IPb1qpda4iDk1kTeJY1J+b9aqv4njA++Pzp8XiiMt979a07fX0kUHfUN54hSNWy361z154tAOFas9vFb56/rU0PitsgknH1re07xMkpwX5+tbTa4iIDu7VkXPimNWIDfrVNvFiZ+9TP+ErTI+artp4qjMgy2K9R+HGoLfXV3tOcRKf1r0Kiivnr4o6x9k8Z6nDnlTHx/2zWvLLrV5ZWJ3HmqL3kjHqaYt26ODk1qw6xIkZBJrOub+WeQ5Jqm7sec9abvPqaUSN1Har1jfSQzLtJ61v3usSpbgAnJrn5tSlduXIqF7xyB85pv2yTB5NKt9IM5Y9OK0dP1iaKVfmOM1q6jr0qw4Xqa56XU5ZGJ3k1Wa6kPVjSfaX/vVPDfSxtwTXQf2xMbPO45xWHNqErnlzUBupC33jimm5Yn7xqxDcyK68+3Fad1dStbDJNZLSSMfwoCucCl2vnvU8CSFgMZOa9C8IWkwcMwOK7j9obVb6LR9G0O0YrHqc7ebg43bNu1fplgfwFdZp/gXwR4L8KLFqVlpwgCqtzd3yKTI54yWbpkngDiue8B+HvCeiePbm88M+MbSeO9Vx/ZMTK/y/ewDuz8uMjjpkVwFzqGneEfjLrt1450aTUYriVntpWjDhVzlGVWwGG3A9sV0l1Y/Dbx7rum3fhvXodA1eGTcqx23lGVhgr8pwNwPp15616hrXgjwzqMN7eX2h2FxeSRMZJ3gG9m24znrnivJvgJ4U0DXfDeqXGraRaXsyXYRXniDlV2A4GenJNe62qafplrHZWv2e2ghXYkKEKEHoB2rwD4+rrsviTRUufsL6W8zDTlGSxOI9/mdsZxjHbNdJ4q8W+Kfh14c8M2rWujQXt5cTJcx2sJ8lRvUrsGRg4bn3rsvin4r1Dwb4Lk1bTI4nuRPHEPNQsoBJySAR6frWF45+IOs+HfhloPiGzW2N5feR5wkjJX54ixwM8ciqGl+MvGXiG017VL/Qo7Xwz/ZVxLaJcRA+YQuV3ZOWBGe2Kd4D8U3CfBPV9etbDTrO4tDO8cNtBsi3KoIJXP8AWsbRviP8T/FXhz7doeg2UgtmcXNww+WUjkKiFgcgdeuc13nwp8ez+PfDk91eW0cN5ay+TL5Wdj8ZDAHp9K6bxNr1v4Y8N3+tXSl4rSIvsHBc9Av4kgfjXj9t8QPivquiy+JdP0DT/wCxwGkRSuWMannA3gnoecV1g+LdsnwrPi64s9l2H+z/AGIsV3T56AkdMfN9K4rU/GPxOufBF7qer+H7JtCvbORWaL5ZI0dSFfG4nAyDyOnpXW/s/wD/ACTFP+vyb+lepVXvxnTrkf8ATJ/5Gvl3xdYSNIWC5Arg5EZMg1DSjn8fSpHVgOnaowSeKKOfUVLHM6HIJ4rf07WJ4kHzEjFV73XriSQqrEDNUv7Uuc8ufzpf7VuBj5z+dO/tmfJ+Zvzp6a5OuPnORV2DxJKDgsarXmvTysQHOPQVnPfTMSdxqM3Mh43GnLdSqeHPFXrLVZkONx/Oo73UppXwWNZ7SMxyWpu4k9acHYHqas293JGwwx68Vq3OrXHkqNx6VjtdyMx3MeaaJ3/vGgSv6nrUiTyKw5Ne4fAW6kn1LVEc5C26Ef8AfVe50UV8ufGIEfELVjzgmPH/AH6SvNWPB65ph46/hSN15qaCNm6UkkDo3I/OoxC5zx+lP+yyEdDmkFvJnaQcH2rU03SnlkBI4zWvqeku1vkDoPSuXktZEbBUiomt3C/dpnkv6UnlsDV/TrOSaVcA4BrS1TTZRFnHSsBoHVsYpRbue1I0LqSMZ/Cpra1eV8BfbpXQnSpBaAYPSuentXSQggjtUYt3z070CBzxtP5Vo6bpsk8y8HGa64aFutgCv6VUbw0Rzt/Spk8OHglf0qYeGyT9z9Kv2PhlRKpKd+4rutI0sW4AAAx7Vc+PPhfUNZ8P2GsaYryTaRI8jxp12NjLD/dKj8M+lZj/ABb8B+MvBjab4s+028hVDPAsbne64OUZfcd8VxHwuFi3xvsJ9L0+ex0yaOdrSOZizGMRuNxJ65IPTjt2rurv4nrpvjTU/DvxE0mz/s9GP2SZbMuCm7KswJbIIxyB1Fef/ES58Ba5Lp9p4C02U6tJMFLWsLRowPRdp5LZxyB619Lwx3EPhWOK7YtcpZBZSTnLhOefrmvKv2b/APkUtX/6/v8A2Ra0fEPwH0bxF4gvtYn1fUIpbyUyskYTapPYZFc78cbJNNPgGxjYslvK8SsQASF8kduO1Xf2i4ZF0/w5f7CYLa7cSEdQWCkf+gGqnxd+JvhrxB4AfTNHumvLi6eJ22IyiBQwb5yR1yMYqD4qsG+A3hIhg3/HryP+uDV6lqf/ACSO6/7Abf8AoivL/AX/ACbZ4j/3br/0AV2HwP8A+SRWn/XS4/8AQzXPfs2f8i3rf/X4n/oFdn8YtJutY+GWqQWaO80eyfYgyWVGBYflk/hXIeEPjD4Y0f4X2aTzFdS0+2EH2EKd0rrwCDjGDwSe3NZ/xKvda8cfBuz12TRHshFeidoQxdhBtKiQ8DjJ/LmtTV/iv4VvvhTPaW135upT6cbYWXltvVym054xgcnPTitT9n//AJJin/X5N/SvUqhuxmznHrG38q8X1jSVuAwKfpXn2qeGfnJVCK5+fQZkJ+Q/lTbbRpSeYzj6VcuNHcJ908D0rGk0+RCflNQi0lyeKT7JL6ZqWHT5pHACnr6V0tlobCD5lOccVhapp0ttMTtOD7Vm4YHkdaT5uwpvPWlJOMYqSGJ5XGAcd+KLiFomIINRbuvFBbpj9RQOT0rT02xeZ87f0qXUdMkjJYKayWjcH7p/KgROTnB/KneTJ0A5rQsdOeZ1ytat/pDLBkKelc3JA8ZIK1GFPHFOCuc8VNFA8jgAda93+BNm1te6mzDBaBP/AEKvbaKK+cvi3pxn8Z6jKF6lP/Ra15LPA0bsrKahER96ljtHkcAKa6TS9Gyoyv1rQl0IOMBc/hT4PDXPKZ/Cra+Gl2/cpP8AhFwX+5j8K1rLQxEv3MfQVem0lWiI2dvSucufDYL52fpVZvDXGNn6VA/hsjnZ+lQHw0D/AMs/rW5pPh8RKpKY/CtG70ZZIyNmfwrnpfDW6U/u/wBKP+EbP9w/lTH8MkkfJ+lXNP8ADuyTJTp6it86ODGBjt6VgXvhzzHyI+/pVYeGTu5Qn2xT08MEnhD19K2tN8PrC33P0ro49MHlAbakGkoc/L+lSJpSADK1OulRgn5Ks2+nKrKdta9vaquflr0IjIwelc3cfD/wjdX322fw5pr3GdxYwLyfUjofxrXXR9MS8gvF0+1W5gTy4ZhCoeNem1TjIHJ4HrUOr+HtH16IR6tplreqBhfPiDFfoeo/Cq+keD/Dmgy+bpWi2VrLz+8jhG8Z6/N1raZVdSrAFSMEHuKqadpGm6RE8Wm2FrZxu25kt4ljDH1IA61cqlf6PpmqtC2oafa3bQEmIzwq5jJxkrkcdB+VSahp1nqtjJZX9rFc20ow8Uqhlb8DWTaeB/C1jZSWdv4f05beVg8kZt1YMR0JyDnGTj61en0DR7rT4dPuNLspbKHBit3gVo0xwMKRgdTVtrW3e0a0aCNrZk8sxFRtKYxtx0xjjFVINB0m20yXTINNtIrCbd5ltHCqxtu65UDHNT2Gm2Ol2YtLC0gtbYEkRQoEUEnJ4HFQ6ToWlaDFJFpOn21lHK291gjCBj0ycVoVzMnw78HS3xvX8Oac1wX3lvJGC3rjp+ldG8UckLRPGrRsNpQjII9Melc/aeAvCdjcTXFr4fsIpZkaN2WEcqwwwx2BHHFamkaLpugWIstKs4rS2DF/KiGBk9TV+o7gZtpR/sH+Vef3NmHyRWJdaWrA5AzWVNoSMT8o6elQLoagY2imy6KGB+UAYrMuPDavg7Qfwqp/wi4/uCkHhZeMpnNXLXw2EcEKBj2rdi0gLGOB0rI1bQBOp+UVy0vhhllwARnjpUUnhqVWwyg7eOKgbw2+7Gzj6Ui+G2PUd61bLw7s529vSodT0Djha5uXR3ViNpx9KBo8n9wkdOlWINFYv9z9K7DSNFCRLwKu3uieah4zXPy+FiXzt4+lCeFz6H8qlTwud33T+VbVh4eEQ6DH0rQm0cOu3HUVzF/4YLMzKoqifC0hONv6U5PC7kfdrQsvDDLOCU71698NLH7HcXfGMxKP1r0aiivIPHmnfafEd42Ou3/0EV5rf+G98jELVFPDB3D5evtWpa+GwpB2ciuis9ICKPlGa0U00YPAqddPHoKlWwG3PFPFiu7tUq2Y2jA709rQEYqBrBSBUTacvPFRnTAVHApF0pdxOBVmOwVQOB+VPayBz0qFtNXIOBTW04bSBikXTlyOBU0dgqjpUxtBnFQPYq2eO9IdNXd26ULpygDFWorMKeBirK2+FFTpbcnkdKlW2AxzUgt+TU6QjC9BVmOPAJzXYUUUUUUUUUUUUUUUUUUUUUUybmGT/dNcpJCCfu1Tltcr93vVV7NST8pqL7Cu37tI1jjOF7VE1hkD5Kj/ALOAz8n6Uq6ePl+SpVsAM/Jz9Kl+xcABKhksNwOUqjJpKFuUqE6RHjiOmnR13fc/Sm/2PH/cqRdMRTwvaq1zpauuNmRWW2gIWJ8ukXQF4/dmp49DRW/1fSti205URQEqy2nqynKVF/Zi5B8v9KBpac/JT10xAR+7qdLAAH5KebEcDb2qtJpykHKVF/Zak5CULpabfuVai01QwwldX4Tg8mac7cZQfzrqaKK4DxNb+ZrVw23rt/8AQRXOSacCW+WohpgyPlqZLBRztOKuR2gAHy9qlFv1AWniDB6GpFgG37pp3kfN939KUQnH3acYcH7tMMPA+X9Ka0P+xTfIGB8po8gZPy0/7PwPlpwg4Pymg244wtNNv1+Wk+z/ADD5actv1G38af5ADD5c8Uw23H3e9L9n+b7vagW/y/dqRbcZ5U1IIgFGFqVYxk/L2qQR8D5aeIxz8tSBcbflqVV4Py11NFFFFFFFFFFFFFFFFFFFFFNk/wBU/wBDXPsnz9agaPI60wxAk81F5AwKUwjJppgyF5pDbgAjdSi36DNO8jBPNL5HT5qYYMg81G1uCwqM2w2n6002w3daT7KtJ9kG7r2qN7QFRzUP2IZNJ9iwBinpZjcc1YS1VQvNS+QPmpDAPlFH2cc0ogG4U8QjBwaUQ8jmmNDwen5UhthmkFsNvWpVgAf8K2tCTbJLz/CK26KK5HXI92qSnPp/IVkmAHdTPs44pwg6/wA6lEWCMGlEXB+aniMcAmlEeBwehp+z5utATA60pUE9e1M2cDmjYMnmk2YA5pRH15pdnTmnbOTzSbBxzSbODzS+Xk9aBH8p5pwj+YfNTWjwOT3pfL+fr2pNnA5qUJz1o2jaOaeF5PPalx93mpAOTzTgvAOaeO/zV01FFFFFFFFFFFFFFFFFFFFFNf7jfSshonz/AKpvyqs8Ug/5ZN+RpoikJOYm/wC+TSiByP8AVN+Rp3kSZP7pvypPs8ny5ib8qDA/P7pvyNILeQY/dN+VL5D5P7pv++aXyH4/dN+VN8iTn9035UG3ckfum/75NMNs+0/uW6/3TSG2k3j9y3/fJpptnx/qW6/3TS/Znz/qW/75NNNo+3/Ut1/ummfY5OcQv/3yab9jl4/cv/3yactnJuP7p/8Avk1ILR8D9y3/AHyaUW0mCPJf/vk0htpOP3Tf98mj7NJg/uW/75NL9mfI/ct/3yaUW74P7pv++TT/ACJOP3Tf98mmm3facxP+C0fZnLf6lun900n2aTb/AKluv9004W8mf9U3/fJrR0qNkeTchXjuK1KKK5zVYHfUJGWNiOOQp9BVE2svzfuH/wC+TSfZZcj9w/8A3yaT7LJ837hx/wABNONtJx+5f/vk0fZpcH9y/X+6aDbS5H7l/wAFNAt5dv8AqH/75NKbeXd/qX/75NHkS7f9Q/8A3yaUwS5/1D9P7ppPs8p/5Yv/AN8ml+zS5P7l/wDvk037PLgfuH/75NAt5cn9w/8A3yacLeU4/cP/AN8mg20vP7l/++TR9nl4zC+P900ht5cn9y//AHyad9nlyP3L/wDfJpRBNz+5f/vk0vkSbv8AUv8A98mmm3l28Qv1/umgW8u7/Uv0/umjyJcD9y//AHyaeLeXJ/cv/wB8mjyJcD9y/wD3yaUQS5P7lv8Avk04Qy8fuX/75NOEMpz+6f8A75NKsUuB+6f8jT/Kk5/dN/3ya6KiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiuZ1X4h+EtE1I6fqOu2kF2DtaMsSUP+1gHb174roba5gvbaO5tZo5oJVDJJGwZWB7gjrUtFUtQ1jTdKa3XUL6C2a5kEUAlcL5jnoq56mnalqljo9i97qV3DaWqEBppnCqMnAyT7msWL4heD55khi8TaW8kjBUVblSWJ4AHNdLRVPVNWsNF0+S/1O7itbWMfNLK2AP8A6/tWVoXjrwx4muWttH1m2urhQT5QJVyB1IBAJH0p2v8Ajbw34Xmjh1nVoLSWQbljbLMR64AJA960dJ1jTtdsVvdLvYbu2Y4EkL7hnuD6H2q9RXPa7468MeGblbbV9Ztra4YA+USWcA9CVAJA+tatvqun3emDUre9t5bEoXFwkgKbR1O7pxWHp/xH8H6pqY06z8QWct0zbUTcRvPopIwx+hrqKKo6hrWmaTJbR6hf29q90/lwLLIFMjeig9TyPzqa9vrXTbOW8vbiK3tohukllYKqj3JrE0Xx94W8RXpstK1u1uLkdIgSrN/uggbvwqzr/i7QPC6xnWtVt7MyDKI7ZZh6hRyRVjRdf0nxFZfbNIv4LyDOC0TZ2nGcEdQfY1pVyUnxP8FRakdPk8RWQuFfYfmO0N6b8bf1rq45EljWSN1dGAZWU5BHqDWJbeMvD154ik8P2+qwSapHndbrnIIGSM4xkemaZr/jjw14YuEt9Z1e3tZ3XcsbZZsepABIH1rT0nWNO13T47/S7yK7tZPuyRNkZ7j2Psau0UUVga/438NeGJkh1nV7e1mcZWNiWfHrtAJA960NI1rTdf09L7Sr2G7tnOBJE2Rn0PofY1foqO4uIrW3kuJ5FjhiUu7scBQBkk1U0fWdO1/TItS0u6S5s5chJUzg4OD156iucufiv4Gs7qW2m8Q2wlico4VXYAjg8gYNdJo+sWGv6ZFqWmXK3FnLnZKoIDYJB689QavUVzGs/EPwn4f1BrDU9btoLpQC0XLFc+u0HH41twavp1zpf9pwX1vJYbDJ9pWQGPaOp3dOKwdM+JHg/WNTTTrHXrWW7kO1I+V3n0BIAJ+ldVRWfrOuaZ4f09r7Vr2G0tl43yNjJ9AOpPsKpeH/ABl4e8UtKui6rBdvFy6ISGA9cEA496r658QPCvhy9+xarrVtb3WMmLlmUe4UHH41t6fqNnq1jFe2FzFc2so3JLE25WH1q1UN3dW9jaS3V1MkNvCheSRzhVUdSTUOl6rZa3pkGo6dcLcWk43RyqCAwzjv7g1z978TPBmn6m+nXXiC0juUfY65JCt6FgMD354reudZ0y00g6tcX9vHp4QSfaWkGzaehz3zWPovxC8J+Ib4WOl63bT3Tfdi5Vm4J4DAZ4B6V01c/r/jfw14Xnjg1nV7e1mkG5Y2yzY9cAEgVf0bXtK8Q2IvdIvoby3J2l4mzg+hHUH2NVtf8XaD4WEH9tanDZm4JEQfJLY68AHjkc1b1PW9M0bTTqOpX0FraDH76VwFOegHqT6Vm6F468MeJrlrbSNZtrm4AJ8oEq5A6kAgEj6V0NFFFFFFFFFFFFFFFFFFFFFFVdSne10u7uI8b4oXdc9MhSRXiHwj8CaH4s8DajqutWcd7f39zKnnzAlo+OoOeDkk5ro/gBfzXHgO5sZXZ/sF9JCjE/wkBsD2yT+derUV86+PfCup6B458H3WpeJbvWWutSVYxcLt8kCRDgckc7vQdK6z9obUja+CLOxDgLeXih1B+ZkQFjgd+dv6Vz+i+Kvh3FrVhaX/AICk0oSSKttfXVsoywxhm9OccjPWvfh0orkvGvgKz8ctpyahe3MdtZSmU28WNkx4+9n2BH4mvIftXhvxD8ZvDcPhKyGkNYyH7VIyrAJgmMKq55OAw9SD7VteBtGsfGHxW8c3+vWsF8bWf7NFHPHvVVyyAgH0VAPxq78KIl8P/Enxp4WtiwsYZFngTPyxjPTnnOGUZ/2a9kpGOFJ9BXyn4d8T6Fd32uavrvhi78Sane3JfyxHuW3i7HPODzjp0Wt7UdV8P6f8CNSXwldakba+vUt5re9kUvbMfmYDA6MF7E9frWv8RPAGh+H/AIO22oWNhBbanZi2d7mNf3jsSFbLZ9Wz+FexeGLua/8ACmkXly26eezikkb1YoCTWpIrPE6K5RmBAYdV96+bfHnhq/8ADvxD8Hf2h4hvdZluLtCHuuPLAlThRk+tevfEjwRe+O9LstNg1RbK1jn824UxlvNAHA4I6c/pXl3xM0fQbPxJ4d0XwRZ28PiGO53P9jXlAMYLkehBJ7gA1s6Lpdr4t+Pvidtbt4byLToFjhgmTeg+6AcHj1/EmrHgW0g8K/HPxN4c09THp89qlykKn5YzhW4B/wB9hXqniDT7nVvD1/p9ndC1uLmBoknKltmRjOARXjfirwh4P8AfCaXS9WS0u9blVjDOkYWeSYk7SvUhVHB7YHqa2rDW9Y8IfB3QtOkSSTxLqCfZbC3YfOpZjtJHUBEI/QVx/g3w+PDH7Q9vpXmvNJHZl55XYsXla33O2fdia3fh9ouneL/iT441fWbOG8aC6+zRRXCiRUBLLkZ9kA6cVc+Eca6L8QfHHhy2BFlBcCWFQcKnzMMAfQgZ/wBkV7HRRRXiPgbSbDxZ8WfHV7rtrFfy2VwIIFuEDqi7nXoeOFQD86f8IHj0n4k+NfDdorJYRTGWGPdlY9rlcc89GH5V7XRXmnxh8My6p4U1PVP7b1C3gs7NnNjC4EMrLk5Yd+v6Co/g3drY/BW2vHBKwC5lOBnhXc/0ryLwXrOi2Xhq9vdW8ATa44unlnvhDmOFSBhdxBxzu9OtfRPgXUNB1TwlZ3fhu2S105922BUCeW2fmBA75ro6K8Y1zw94K+GFhf3+t2d1rlxq7ybWnhWRlOMkAnG0fN161wInudL/AGcXjS5jePU9W2bY5NxiTGdrDscpnHoQe9dl8V/A2i+H/hZZXmmWcNte6bJDi5ijCySZ4O4jk5J3c56V7HoV1LfeH9Nu5sebPaxSvjpllBP860K8B+NGpW//AAs3w9YavDPd6RBb/aGs4AS0zlmG3GR1KqPoTVjwVqPg/UPirE6aFqXhnXY42SO0LKkMuEIKsm0EHbz6HGevV3wg8P6Z4vbxVrev2Nvf3NxfNCfPj3bBjJ256Z3Aeo2jmtX4Fu9lL4u8PB2e20vUdsJJ7Eup4/7Zg9e9ev15j8XvCdxqnhrVtVHiDUoILe03/YI3HkSFOfmHU5/wq98LIZrj4MaTDBL5M0lrMkcmM7GLuAcexrkrzwT4U+G3wz1NPEgs9Q1C6DhJzF+8kcg7FTOSuOuR7muHkXUG+GXgXw7qLTQWmqarIx3kj9zvULx6ZdmH4Guv+L/h7TfCL+FNZ8P2kGnXVverCDBGFLjAK7vXGD167jXu1ebP8PtOs/HGteNPFN5Z3tpJH+5iuoxstlAA53cHAGB9T3rkfhDc6fD4t8Z67p0b2fhZVzE8nyRrg56ewz9AR61zHxItrzxP4Vm8fakssKXN3HbaVbMf9XbYb5iPViM/5FdV8VZV1bxZ4A8M3IY2E7xyToGwH3MqAfgA3/fVM+JWm6X4H+IPgnVdD0+GykknaOZbddgdAUXGBx912Ga93ooooooooooooooooooooooqC8txeWU9szFVmjaMkdQCMV8+eGPGeofCnSNW8KanouoTXy3Eh0+SOL93ISMZ55IyAeM9ccV6P8GfDN74a8DAalAYb6+na6ljbhlBACgjscDOPevQ6K8k+MVpcXPifwG8FvLKsepFnKIWCjfFycdK6X4lahrukaJBqWiaNaat5EubiCaAyMIz/EmDn68HrntXl3ivxPJ8Y5tE0LQ9BvYWjuhLdXU8fy2/GGGR25yc4zgcV9DKNqgegxS15x8UdW8X+HpdK1nw+j3OmQSY1C0jQMzjcMfwkgHkZHTiuG1W4uvip8QvDc2jaDqOmQac/m3d7cW/lkfMrAZHpsIHPVjVsX198J/ib4hurrSL+/0fWj58UtqgchslufoWYYyOCDzW/wDCPS9UvNZ8R+M9WspLOTV5gLaKZNrrGMnP0Pyj325r1akIyCD3rwTRNcf4K6hrGh6noNzcwXdwZ7C6tFyJgRhUJPp+JHPBzVLRfh1rOq/CbxNNNpptr3Ubpb2ysim1lCEnAB6ZDMAP8aj1/wAb6p448F2HgW00DU11pmghvWmiO1dmPmPcZIBJIGADXv8Ao2n/ANk6JYacH8wWtukO/GN21QM/pV6vFvjDY3d38RPAz21rPMsdwC7Rxlgo82M846dDXRfGLxVrHh3wzDb6FBctf3zlBPBGWMKDBY8A8nIA/E9q8x8B+L9L8FRNcDwZrt5q9wP9JvphlmJOSF44GfxPeuk1SfUPht8YdR8QSaXfaho+tQ8taR7ijfLkH3BB4yMg+1avwytNT8QePPEHjvUdOmsYLtVt7OK4Ta5QYGfwCqM9yT6V6L4o1aXQvC+o6pBA081vAzxxKpYs/RRgc9SK+a/DfiLyfEMniPxd4b1vXNX3gws0ZEUQHTCkdR27D6163feF/wDhattonilb3VPDtxBHKkcaDbMuWxndwRkA/ga4LT/AurWfx6ism1XW5ooUSdtUkLF5FEYbYz9CpI2dfatiG/1H4U/EjxHNc6HqF5o+sN58D2aFxuyWA+uWYHnPfpW/8H9I1WXUfEXi7WLGS0l1icNBHKCriMEnkenKgcds969Wooorwr+0dQ+FPxM8SXU+iX2o6ZrbC4imtoyxDAs2304LkH8DW38HtI1K51jxF4y1TT2sX1eb/R4ZEKsEyWJ5xwfl5xzjNetUVzHxGhlufhz4ghgieWV7KQKiKWJOOwFc98ILO+t/g9aW/lNbXh+0eWJ4yNrF22kg9ulcinxO8QaX4d1HQNd8H3Umt/PDGLe0xbyBuASB169sg8V23wc8LX3hTwJHBqKGK7upmuXhPWLIACn3wAfbNegUjAlCAcEjg+leHWPxJ8TeGG1XRvGXh/UdWukkb7LNFbrskQ8AHAwVPXIz1IrIsPhrrt18G9aEmntBqFzfC/tbArh0VeMAHoSpOB14HrS+I/FeufEXwtpfg2z8O6pDqcskYvZriLbGNg5OSOmcMScYxjmvftNsl07S7SxRiyW0KRKT1IUAf0q1XkPxP07VNF8d6B48sNNl1O3sUMF1bxLlkX5sMMeznnsQKxbNtQ+Jfxi0rX7fQ7zTtJ0pVLXF1GUaQrlgD2zk4wO3NQeHtW1H4Pa34h0m/wBC1O/s7uf7RYzWyblYc4yenIKg+mOldj8F9B1XT9H1bWNatTbXus3ZuSjrtfbyRuHblmIHvXp1cz8RI5Jvh14gjiRnkaykCqoyScdhWJ8OrmTQvgrp93cWs5ktLSaVoAh3th3OAOuTXiOm+IHv/E8uv+NfDms63cB821v5ZEEa5yAVK8genT1rv/Hf2/4g/D/TPE2kaJdW93pN6WFnIhMpQYyQBzjIU4HYVm6/rmpfF7W/Dej2mg6lp1tbz/aL2WeP5V6cg46AA4zjJYcV9BV80fEvxDqWv/EGWw1LTdYl8NWEuz7LaRshmZQcsSRjkk8+nT1rtdDvtO+IfhTUvBGm6BfeGrUW6skskWV4kUkdsk45ycnJriviJ8Ldb8N+EbeX/hJtS1m3imSKKxMblIxg4IG9gMAY6d63fGPg3WvD2ieEPEFs93r17os/mXLOrNI0ZYOoxknauCPbNLd6jdfFz4g+GTb6BfWelaUxuLma7jIBJKsV9OqADucnpiveaKKKKKKKKKKKKKKKKKKKKKKKaUViCVBI6EjpTqKKKKaqImdqqueuBinUUUUYFFFFIyK2Nyg45GR0paQKoYsFGT1OOtLRRRRiiiiiiiiiiiiiiiiiiijAooooxRRiiiijFGKKKKKKMUYFFGKKKMUYFFFFFFFFFFFFFFFFFFFFFFFITgE+lQm7jBOcjFJ9siwDyfoKUXUZOAG/KgXcZIHzZPtStcopwc/XFILuM9M/lQ11Gpwc59hQbuNcZDDPtSi5jbpk/hTjMvHB59qZ9qQdQw+opwuEJxzn6Uw3cYJB3ZHtSfbYu24/hS/bItoPzYPFJ9uizj5vypPt8P8AtflS/boiT97j2pftkfcMPwpv2+HcRh+Pal+2xYB+bn2pDfwgE/Nx7Un9oQ4Bw/5UHUYAM/MfoKP7QhyB82T7UHUIlBJV+PanC9iJA+YfUUG9i/2j9BR9ui44fnnpSC/gIyC30xTTqUGcfP8AlUtvdx3JITdx1yKnooqtNfRQSbHDZxngUw6lAP7/AOVL/aMGAfm/Km/2pb5x835U7+0YOOH59qBqMJzw/HqKT+0rf/a/Km/2rb+j4+lB1a2Bwd/5Uf2rb4z8/wCVIdWtgTxJx/s0DV7YjOJP++aU6rbgZw/5UDVbcgECTn2pRqkBBOH49qP7Ut84w/5Uf2pb5I+fj2pf7Tg44fn2oOpwDOQ/HtSf2nAMZDjPtS/2lATjD/lS/wBow7sYfP0pDqcAzw/HtR/acGAfnwfak/tOA9BIfwpf7SgBwQ/5VDc61b2yB2infLBcRpk8nGfpUv8AalvnGH/KnDUYCR978qU38IODu/Kk/tGA44f8qX7fD6N+VWqKKKKKKKKKKKKKKKKKKKKKa/3G+hrPEZBJAU/U5pDuCblwATzUaPyQW4xSK5IBXqDzUqMVfg5pysShbIwD2pVZnJKhRjuKdgvgEDOO3agReWcsRwO1SLIWCg9PU9qhkB/vcZx1pyHkKCCTTZUYZyRkVA7McDjpjI4qIn5gB/KlLbpABxxzmhhnGcdegpdxXoBwOtLubAwQabktwSMUu0jaMqc9qRwQCRUbluD0qPLAHkCpVcsVJIJHenM+VYkjk1K0gDDOM47io0yc4I5OKkZBkbmJ7/SoZGIHy+tRZy5yR0q9pefMkBx0rUoorF1J9t6R7CqxZjkjHXrimsSwXacetIOOuM04yNleQeKcH3Ag4+tJn58HaBUbZz1A5pCCTyRgDqKQg7RyMUpUlzk5FKqkIMnv2obdgjPTtihd21c+vFGWG8EgZ7UnI2jOakww3HI59KUlhtB7frSI7hjhsHPWnOWLADFKVK5JY4p/JIKsOlIRnqR1p2CeAVx6GkyWQDgU1t4YgYPFRldy5OBg0uCWIBwMUiFldVPAx1zUmW3Nzz705FJwSRn0NOXd5jbiMZ69a3KKKKKKKKKKKKKKKKKKKKKKa/3G+lZm9dx4bd7GkfJiGT37Go1KF2BHOPSlj2IARn6VJuQtkpmkDYUj5sfSpFwQTk5HQZpoLLt4IPqKXPOcE8YBp6A7geWB9RxTSF4PXB7dBQMhlwcc9c1GzEqTgnFIYxjLEhiOntTBCTghSefWgxZkwBg4xSAFVHy9OvNNbkknOMdKapDKCMMD/EO9OQYkyQeelDY3A4PBoL4U4U496jZhkcU1sOSNvSm5CuAM1KoGw5BOT3qVgpkBwQMcCoxtCEbTnNKWbjjt1qInK9D1pVVQeh4FXdKwZZD3xWrRRXP6qudSOc9BURGEPBqNRjGBTN2M5B4NO3LkZ9OtAdWDAetO3AEcc01trDvQh+bBBxjrTmPyDr1pflL9+lIzhUAwetNDDPQkVIpXaOCGqJiSXO2lDcrkEfh1qR2A3bQcd6U7WVflOaaTywxTmIUjK81ICrBhilB8tshTyPSmuQQWIxz0BpQQCDtOD60KwAGQfY09yAG4JPrURKhcEGjcCTkE++aAy5AAxilwSxJyBntUygbVOOSSOaQoSSQuTwMDtW7RRRRRRRRRRRRRRRRRRRRRTZP9W30NY+87jzk9KY7/AC4z3pi/fJLc4oUkgHcOtSK3z5LA88VIZNwAVsAdqVJMOSPzqQkllyecUjKxcjIC4pw3EAEnI5BoJZY+o6801S24HI+lDlgMZ6HtQQS3LY46U3ey7cOOvUUGRk3dCfXNRh2ABJyCR2pxLEEdtvPFEahY0RQBSMD5jHIzSh8lfmGewqL94yvlgAOntUakiRdxH4UPk5O4AetCoSQdwp6hsHnvUyghsZzkc00KOQWA5oYFmCgjOO9Rqj7dzdM80HAJwf4fzq1pX35D7f1rUoorE1T/AI/OoHAqk0hJJJNRmZsjkComlPJVqDKcDnmljdgDg1Nu+ZckfjTPNP5UvmHPoKUElc570B2y3IoO5kBJpT8uRnrSKxAHTmnqSFbJH403fkA5FCk/NzU2CoXD4z3xTSxBPIJ9aXdk4yKcQygkdM1Kh65bJxwKYxzGeM/NTgxIwXHtUZfK4z3pQSc4bimlcZJcHmj7pO1gR0xTkB4wQakWTJYZHB5pwkLLjI4NP2sX4OK2aKKKKKKKKKKKKKKKKKKKKKbJ/qn/AN01zs0qg8g8Cs+XUIo1we1Vv7Xi3khh7DNPj1KLjBzz2NXI7tHf5f1q5G6lMlck+9TKdrF9vPpU/mB0QhccYJxTi4yMKeB3OaeQTtBHB7ioXUjIHTtTlA3rhfwprjaTkd6aeHHBxjrTdwYD5e9Kcs+AhAx0Penj+H5OQfSpWGVyEwcEdajGzADqRtz0qIspYnB5zSAgBcg5pjFQWypP1o2AkEL+tIx2q3y/Wm7hlTtp6kCM4B6+tTbd+1trBcdahyF7ZGaeFLSD3GOlBBVSuCQDUbjLE7D0q5pQ+d/p/WtOiisTVNv2rBHYVlTTIm7BrIuNVigYbmA+prPbxHbo5zIo98jFOj8Q20uwhxz+taFvqSyqQrAjPY1biulZhkYx2zTmuFHHOaYLhQfmBJqZZhsBx+FPEyEnjr+lOWQlBnnHpTJZ1AyaVZhtBA/Wm/aB84/Q00XCEgcY9KnWYMThanDg4yufSkDK2Q3ygnqegoYBXwMMB3B4p7TLgginCYAjHpTmkDx8jHP0pjsuQNpIqIMAuQmeaUShWPHGKRp120+NgSTjtSmQDGR+FKZduSqn3pqOSBkVMk5XcOceldDRRRRRRRXnfxtv7zTfhneXFjdTW03nwr5kLlGwXGRkc15b4a+H/wARfEXh2y16x8YSpHcIZIo5L6YMCCRg9uorq/hj481fxB4Q8S6Xq07S3+lWrmO6B+dgVfqfUFeDVP4U/E/SdD8DufFWvStdPfSCISl5pNm1PTJAznrXsPh/xLpHinTvt+jXqXVuG2Myggq2AcEHBB5Fc/q/xa8E6JqEljea0huIzh1hieUKfQlQRn2rotC8RaR4l08X2j30V3b5wWQ8qfRgeQfY1zWpfGDwNpV9LZ3OtqZoiVfyoXkAIOCMqCK6jRNe0vxHpy3+kXsV3bMcb4z0PoR1B9jWjUdxcQ2tvJcXEqRQxKXeRzgKo5JJ9K4QfGrwCbjyf7c53bd32eXb9c7envXdWt1Be20dzazRzQSLuSSNgysPUEVLTJf9S/8AumvP/EOrDS7Ce5kPyxoScc8V896z4/1nUZmMVw9vCTlUjPOPc1jf8JNq+P8AkIXH4uauWXjXW7J9yX0j8fdfkV0+mfFjU4Jk+1wxyx/xbDtNez+G/EVtrWkR30Ep8ph3HKnuDXRwXCyqxWQEEdqnQkbcY6VJyDw5IP6VL5bFlYMOnNIysU/1g60q7k2tuzTZDlThxnvTMMrckdKYww2QTjNS78nAOCB1qPLMQGfPNTK+zOdvI6elKx+UZIyecgVAcAk5FNTd8vIHfk07bwfmGaaysNuGxSSdDhxQq8qN2BjrSjCBvmyalAJcZf6DPSmMnHXvThkMmGyKVpNqlSc80xgRzngjgVZ00EO+ccjoK0aKK53XHK3fDY4FeWePfGa6DAUjffdv9xc4x7n2rxnUPFmr6iSJrtwp52p8orKa+uScmeUnqSXNOGp3gKkXM2V+7854rpvDnju/069RbuZpbdj8xPLL7+9ei6747g0e2RvMLTOMqqDk1x4+LWoiTi3Upnu5zVuL4uShP3lo2/nkMCDT0+L8gXDWb5z/AHxWpp3xctbi5WO5gkhDHG7gj9K9Jt9QEtosiuSrDI9K4HxV8Q4tEv8A7Om6VwMlF7dMf1rMT4wWpj5gmU9NuB+eag/4XAhmJa2m2dsY5oHxgTcA1pIVB+9x0+ldl4V8eWviCZooGYSL1VhggV3DXJjiUlsVAdRUZ+cdehpW1JUAIcYqvNqqLkmQYFT2V+txIArZBFaTMRGTvHWq7zncPm4NRGZiOG9qVvNYH5v0pipLjG4gZ6YrRgBfIz2qRlPy4P1pjRMC3zYHfmnqNgU7s0ojOCQcCukooooooorzP49f8krvP+viH/0OvOfCOkfF298FWH9g6rbw6RJEwt03orqu45525BznvXc+CvhxP4E8EeIZ9RuI7jU760kMvl8rGFRsKCevXJP/AOs8/wDATwhoGreEr/UdS0u2vbl7toN1xGHCoFU4APTljzWP8Nrm40XRviidNVgbOPMEaknZgzDIHsAPyrpvgl4L8M6l4CGp32m2t/e3MsiTNcRiTywDgKM9OMHI55rL8C2MWhfGjxb4d0iV4dLa0kBdXyIDhSDn/ZLMOawtD8OeIvBsV7by+BtK8V6fI5Ju4gszFRwQrDJH0xkZrv8A4G3XhyW11iLRYdQs7rzEe6sbuUOsR+YDYQBx1ByM8DNeu1y3xFk0iPwJqn9u3U9tpzRhZWt8eY3zDCrkHknj8e1eGXVtJN8K7r+zfhxDa6akRkXWb6dGn2ZzvHyqxJ6DHFet/BKR5PhLoxdmYgzKCTngTOAK9Bpkv+pf/dNeYeNtMfUtDurVCQZIyAQehr5ivLWazuXguIzHKhIZSOarU+OJ5TiNGc+igmug0bwfrWrXSRR2kkSE8yyrgD8Opr6D8GeHRoeiQ2Sln2feYjqT1NdDa2TWuVjB2+9aEQcIuUNOO8EmnxhjjOQMVai+VACvX2psqnflUIBPFQPHIqklScnmlBbaAY+3HNNOfl+TjPQU5gd+VVT9DS4JwcfrTi2T93nHWlBJC4UD1NMIG9gB29KRxwpCnOKA2N52daGLfKTluMAGkO0Kfk575NJt2yDjIxRtBUgLhs+tShRvGVIPpQG+Q5Hfr6UMG+UgZwKgYkjkdzjinMVI4UlsVc00YZvpWhRRXN66he6bA/hHOK+b/ivp95D4gF3IpNu6BFOPun0Ned0lFXNL0641XUIrS2XLseT2UeprvvEvgu6udPtXswzzRDaVY/eGBXCz6Hqtu22WwnBzjhM/yoXQtWdQy6dclT38s0xtG1NPvafcjH/TM1taD4J1jV76NfsjwwA5d5eMD0x1r6DsLA29kkQQYUdBXD+KvhnHrWoG9inkhkYYYAAg1iWvweG7Nxeysv8AsKBWkPhJpZiKnzy47hqoS/BxS+Y76VV7AoCa7Lwj4CtvDjPKhZ5X/jfrXX3kDNANoJOO1ctPa6hGx6tg9aj/ALP1Bz8ynn0q0uhXEobcx7dRW5pGkG0wHYvW2YiY8heMjgUz7MONwBPrihLYbclRjNTCEc/J2pjxdDt4zU0XGRspGOCOM+3pSrl3YY69yalReRiPHsKkwUJyuVzW3RRRRRRRXKfEXwnP418H3Gi211HbSySRuskikr8rZwcVc8FaBN4X8Habos8yTS2kZRpIwQrZYnjP1rU1S0a/0i9s0YK1xA8QY9AWUjP61yvwx8E3PgPwzLpd1eRXUsly0++JSFAIUY5/3ao+A/hxN4U1PxPNfXcF5bazICsaIQQuZCQ2fUPXLJ8GPE2gXl2vhHxk9hp9ySTDIGBUemRkEgfxcGuq8A/Cuy8IWd+19cnU9Q1FDHczupAKHqoBJPJ6k9eK5W2+Dni3w5d3SeFPGhstPmfesUitkfUDIJ7Z4zXTeEPhefDPhrWoJNTefW9XidLi+5wpIYKV5zwWJJ6k1p/Dfwhqfg7RLmz1XVf7RnmnMokyxCrtAxlue1aHjjwnB418K3OizTmAyFXjmC7vLdTkHHfuPoa81i+C/ii70CTRtX8aSy2EMW20tYg3lhx93fnqo445/DFei/D3wzdeD/Blpod3PDPJbNIRJECAQzlu/f5q6imS/wCqf/dNctdW6y5BJwR6da5DVvBmm6i+64to5DnglQayk+HejpJxYRcdPkHFbVp4Xs4GBht40J44Wt200yKFiEUD8K1oE2IAKnRBzk4709F3OmXIGKstGkbcMCD696AMsNpAOOMVHg+Sx3A80i8sOSD6U5wSCWJwPSov48q3buOtOLfKo45PTFNI+brtz7UijBGG4z1qV1Jzlu3NIwUIPmyfSocBmPzcn2p4yu1d3Xue1NYhVYZHP60SFWK4P0xTZAQDTCfmX5uQKeMYJyM/yqYhS4AyOO9R5IUjdxmgvjCgjOOQKaEYpuxkUMg3ZLYIFXNNbJYZ7dK0KKKwdXGbvGewrjPEOg22rQSR3CB0PUHvXk+p/CfZ81ldso5wrrmshPhlqR3eZcIrDsFz/Wr9j8K5ncfablmHBwgxXf6B4MsNIJMEKhsD5sZJ/GulGnCMgdR9Khl0aNj/AKpSM9xTk0WLaE2KPbFSf2LD5eNoznjIq3b6fDBITnB9hV1YsDIf9aPKGPvDFO8lSinI69hTVtgCTnH4U4W4G3nJqYRcsAf0okjO0YyeO1VzACDuHOaeLdcjBA/Cpvs6oCcg81OIowQVbkinAAR43dTRsywG8AU8KoUDdg59KaygsxLYqIbAnLnrTyygkDnikKggZbFPSTG4MQPTipI8EAlx3xT9vUgkrxxW3RRRRRRRRRRRRRRRRRRRRRTZP9W30NYjqcnjPFVpIvkHyd+1IIBk4XtSpAq4G0A5qdYf33C1L5chHTgHoBUyI3IPGKQjJVe9SfL0xn3qRG4GPve4602QLsJMfOe1NjXDbscemKjkbOcgcmlAw27bxjjFNkc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} | Figure 5 Dephosphorylation of furin by purified phosphatase. PP1 and PP2A catalytic subunits were incubated with either 32 P-labeled GST-Fur cd fusion protein ( GST–furin cd ) phosphorylated with CKII, or a 32 P-labeled control substrate (phosphorylase a, Phos. a ) for the indicated times (in min). Aliquots from the dephosphorylation reactions were then separated by SDS-PAGE and analyzed by autoradiography. Parallel experiments analyzed by quantitative filter paper assays also indicated no measurable dephosphorylation of the furin-cd by either enzyme (data not shown). | CC BY-NC-SA | no | 2022-01-13 07:15:32 | J Cell Biol. 1998 Sep 21; 142(6):1399-1411 |
PMC1424221 | 9744873 | 6 | JCB9806103.f6 | {
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} | Figure 6 Endogenous furin-directed phosphatase activity. ( A ) Extracts from bovine brain (shown) and cultured cells were incubated with 32 P-labeled GST–Fur cd in vitro in the absence ( Control ) or presence of 100 nM tautomycin for the indicated times (in min). Aliquots of the reactions were separated by SDS-PAGE and analyzed by autoradiography. ( B ) Affinity chromatography of endogenous furin-directed phosphatase activity in BSC-40 cells. Cell extract was applied to a microcystin affinity column and the bound phosphatase eluted with 3M NaSCN. Aliquots of the original extract ( Load ), the unbound protein ( FT ), and eluted material ( E1–3 ) were assayed for total PP1/PP2A activity using 32 P-labeled phosphorylase a ( open bars ) and furin-directed phosphatase activity using 32 P-labeled GST–Fur cd ( hatched bars ). The total activities were calculated based on fraction volume and expressed as pmol/min. Assays were performed in triplicate with relative error (one standard deviation) of less than 5%. Similar results were obtained in several independent experiments. | CC BY-NC-SA | no | 2022-01-13 07:15:32 | J Cell Biol. 1998 Sep 21; 142(6):1399-1411 |
PMC1424221 | 9744873 | 7 | JCB9806103.f7 | {
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} | Figure 7 Isoform-specific dephosphorylation of furin by PP2A. ( A ) Baculovirus recombinants (m.o.i. = 2) were used to express PP2A subunits, either alone or in combination, in Sf9 cells. At 64–72 h postinfection, cells were harvested and lysates were assayed for phosphatase activity with both 32 P-labeled phosphorylase a ( open bars ) and phosphorylated 32 P-labeled GST–Fur cd ( hatched bars ). Noninfected Sf9 cells (data not shown) expressed a detectable level of endogenous furin-directed phosphatase activity which was not increased by expression of the catalytic subunit either alone or in combination with the A subunit ( C , and A + C , respectively). The C and A subunits were also expressed with either the α or β isoforms of the B family of regulatory subunits ( A + C + Bα and A + C + Bβ , respectively), as well as the α subunit from the unrelated B′ family ( A + C + B′α ). As a control, lysates from A + C + Bβ– expressing cells were exposed to 100 nM tautomycin and okadaic acid (+ Inhib. ) during the phosphatase assays. Assays were performed in triplicate with relative error <5%. The data shown are representative of several independent experiments. ( B ) Western analysis of PP2A subunit expression. Lysates of Sf9 cells infected with baculovirus recombinants encoding the indicated PP2A subunits were resolved by SDS-PAGE and screened by Western blot using antisera specific for the catalytic subunit or the Bα, Bβ, or B′α regulatory subunits. | CC BY-NC-SA | no | 2022-01-13 07:15:32 | J Cell Biol. 1998 Sep 21; 142(6):1399-1411 |
PMC1424221 | 9744873 | 8 | JCB9806103.f8 | {
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"path": null
} | Figure 8 Disruption of endogenous PP2A affects furin trafficking in vivo. BSC-40 cells were infected with vaccinia recombinants (m.o.i. = 5 each) expressing fur/f alone ( A and B ) or in combination with viruses expressing either SV-40 small t ( C ) or truncated and inactive small t mut3. At 6 h ( D ) postinfection, the cells were incubated with mAb M1 for 1 h in culture before fixation. The cells in B were incubated in the presence of 100 nM tautomycin during mAb M1 uptake The cells were then processed for immunofluorescence to localize internalized furin. | CC BY-NC-SA | no | 2022-01-13 07:15:32 | J Cell Biol. 1998 Sep 21; 142(6):1399-1411 |
PMC1424221 | 9744873 | 9 | JCB9806103.f9 | {
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} | Figure 9 Model of furin trafficking in the endosomal system. Furin molecules are internalized via dynamin-sensitive, clathrin-dependent endocytosis. Within early endosomes shared by TfR, furin phosphorylated by CKII is directed toward a cell surface recycling pathway by virtue of its selective interaction with PACS-1, which links phosphorylated furin to components of the clathrin sorting machinery ( Wan et al., 1998 ). This endosome to plasma membrane recycling pathway mirrors the local cycling loop which localizes furin to the TGN ( Wan et al., 1998 ). Furin molecules dephosphorylated by PP2A isoforms containing B regulatory subunits are sorted from the plasma membrane/early endosome cycling loop to a TGN retrieval pathway. Black shading of either the tyrosine or AC motifs denotes their “active” state whereas gray shading reflects a “silencing” of these signals. | CC BY-NC-SA | no | 2022-01-13 07:15:32 | J Cell Biol. 1998 Sep 21; 142(6):1399-1411 |
PMC1424222 | 9412467 | 1 | JCB.29208f1a | {
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} | Figure 1 ( A ) Schematic of epitope-tagged furin ( Fur/f ) and COOH-terminal cytosolic domain truncated forms. The NH 2 -terminal cross-hatched box shows the FLAG epitope inserted COOH-terminal to the autoproteolytic maturation site ( Molloy et al., 1994 ). The FLAG epitope cross-reacts with both mAbs M1 and M2. Binding of the mAb M1 requires the free amino terminus of the FLAG tag, whereas mAb M2 does not. Because autoproteolytic cleavage of the furin propeptide is localized to the RER ( Molloy et al., 1994 ), all furin molecules trafficking in the TGN/endosomal compartments are capable of binding both mAbs. The lightly shaded area represents the catalytic domain with the Asp (D), His (H) and Ser (S) residues that form the catalytic triad, the hooked ovals represent NH 2 -linked carbohydrates and the dark-stippled box represents the membrane spanning domain. The sequence of the 56-amino acid cd is shown including the location of each of the COOH-terminal truncation sites. The Tyr-based and di-leucine-like internalization motifs, as well as the acidic cluster necessary for TGN localization of furin are underlined. ( B ) Two-hybrid analysis of furin cd truncations (bait), with library clone TP107, is identified in the initial screen. Yeast cells were cotransformed with pTP107 (Leu − medium) and bait plasmids (Trp − medium) expressing either furin cd or one of the furin cd truncation mutants ( A ) and selected for growth on Leu − /Trp − medium. Colonies from the Leu − /Trp − plates were streaked onto His- plates and scored for growth. | CC BY-NC-SA | no | 2022-01-13 07:10:05 | J Cell Biol. 1997 Dec 29; 139(7):1719-1733 |
PMC1424222 | 9412467 | 2 | JCB.29208f2 | {
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} | Figure 2 Identification of TP107 as mouse ABP-280. ( A ) Alignment of TP107 and ABP-280. Shown are the nucleic acid sequence for the TP107 insert ( top ), the corresponding TP107 open reading frame ( middle ), and the amino acid sequence of the corresponding region of human ABP-280 ( Gorlin et al., 1990 ). Species-specific amino acid changes are shown in italics. ( B ) Schematic of ABP-280. ABP-280 is a homodimer composed of two 280-kD subunits, each of which contains an amino-terminal actin binding domain followed by 24 repeats of a structurally conserved 96-amino acid β-sheet structure ( rectangles ). Hinge regions are located between repeats 15/16 and 23/24. The centrally placed hinge region permits the orthogonal positioning of cortical microfilaments required for the “sol-gel” transition states of cytosol, as well as the formation of lamellapodia necessary for cell crawling. The COOH-terminal 24th repeat contains the ABP-280 dimerization domain. Alignment of TP107 with the reported sequence for human ABP-280 shows that it is contained within the region bridging the 13th and 14th repeats (residues 1490–1607 in human ABP-280). | CC BY-NC-SA | no | 2022-01-13 07:10:05 | J Cell Biol. 1997 Dec 29; 139(7):1719-1733 |
PMC1424222 | 9412467 | 3 | JCB.29208f3 | {
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QA7xzziq0pbB6VWbd5owaduJU4pctwAaX5smkbORion3AHHrSndsANEJ5IFT/ADEgimuSA1ZkshRvWm72ZjilIbil2k9afGpxjIxTGB3EcU3acdahmBOKLZW3GptZBOhajz/y5y/+gGtD4K/8kj0L6Tf+jpK76iiiiiiiiiiiiiiiiiiiiiivHPiXbrdfFnwrCwyGs5/61X1DwnbXEbB4VIPtXmXiH4czQSNLpwyvXyz/AErj5fD+qwkh7Gbj0XNMGjan1FjP/wB8Gl/sPVP+fGf/AL5p/wDwj+rYB+wzflTo/DmryNhbGXPuK7Hwt8P5muY7jUVPynIjHT8a9u0fS1hiHy4AHSt1YUVAcVNhdx4prhdgqI7NxzmgMuMVJuXPJ7U4MoTrShk3c5oyu09etPUrvHXpTuMd6UgZHWuGXH/C/wDS8f8AQGl/9CNerUUUgVQSQoBPUgdaNq7t20bvXHNLRRRRXlPjM4+NHh7/ALBc/wDM1ruQQcg1BlQQO1TKwweakVl2DB705mXzMYpUK7GyKki28dcU87AKY+3eMU5CoHFSjGc85xUEu3ae9Qqqh896Ty1G73NOwOKUbec004yKGC4PWo5APLGM1Hb5EhzmrfGRULEYasyfhwVGTmnRjMgBGM1NIoAH1pm8DOeKdGVx6CmkjJ44poAIzTSFJGaWBFBp2s7RoWpf9ecv/oBq/wDBX/kkmh/Sb/0dJXfUUUUUUUUUUUUUUUUUUUUUUV5N47/5LN4R/wCvS4/ka6N0BU5ArOurVJCMqvSs9tMgYMSin8KQaTDx+7X8qd/ZMWTlF/KpBpEOB8i/lTl0iEMcIo/CtGzsY0Iwq/WtmNNuQMdKkwdo4FOy2TwOlRSMQnOKqtKdxHFNEp45qQSHPOKeHO0etOD/ADZIoLnZ171IjncOnSp+dpPFOO7I6Vwg/wCS/wClf9gaX/0I16tRRRRRRRRRXlXjLP8Awujw9j/oFz/zNapLBD0qDJyOB1qXJ+bFKm7GR1FSZLSZ7gVIrExE1JGxIyPSn845pH3bwPampu2mpgW3A+1ROCQeOKYQQ4NN+Yg59acQeOlKFOTTcMGGBTW3ZNKQdgAFJGuCc0/nioJMkNVNiRjimjcHzSszEgnrTCCxOafHkAHFIScnikXOKazYbmnRNyD70us86FqP/XpL/wCgGr3wV/5JHoX0m/8AR0ld9RSEgAknAFZ2ja9pniGzku9KulubeOVoWkUEDcvUDPX69KZpniTSNY0641Cxvo5bO2keOWblVUp97k9h69Kq6B418OeJ554NG1WC6lg++i5DY9QCBke44rfooooooooooooooooryP4gOI/jF4Sc9BZ3H8jWzJfptPJrOuNTAYZY1XGpL8w3VINRBA5p41AZPNTf2ghxmnLqCZOf51fs7yNyOa2VZTnninZXaOTSFlUnntVG6u0VfvVmtfxhzyT+NM/tCMcZ/Wnf2jHn71PTUYyv3jUg1CPI+al/tCPGN3epob6IuPm/WtOF1kQncTzVj5QRya4Vcf8AC/8AS8f9AaX/ANCNerUUUUUUUUUV5T4z/wCSz+Hv+wXP/M1pyYAPPFQDGRUuAScVIMFQBmndXxyMCnKB5Tdamj27RgnpSnGOtIxG4c0qYKnFTIMvgntUUgABHNRZBkpwA55pxwdvWlGBuzTDjcOaRgCOtBwFHNIuMnJp3AA5qB9uGqixAPWmB1LkA044OKCAM84oXGBzxQcZPNMGMUyUjI+lNgbLge9WNY2/2DqOf+fSX/0A1zfwyvfiJF8PNKj0PSNFn04CXyZLmdlkb96+cgH1zXW/2l8Wv+gD4c/8Cn/xqxY6h8T2v7db7Q9BS0MiiZorly4TPJGT1xXVa9omn+INKksNThaa2YhmRZXjyR0yVIP4V5l8HNF0/XvhRcabqEDPaSajLujSV06FSBlSD29a4i0W5tv2evEsVgJFjXWGSQLziLcgPvjpmuz8G6heWPxA0jSryPw/qAutML293pkQElrGqjCM3JKnGOepNeyUUUUUUUUUUUUUUUUV5B8RlLfF3woqjJNncf1qzLFKFOUNYd8JFb7pqgpkweDU6vJxwakV3BPWpfNfA5pBPJk88Vq6bK5kTnvXXws4Tp2p/mtgcVl6nqv2cMDxxXD6t4ut7bPmzKCK5m4+IlmjnbJu9MVW/wCFi2/qacPiNbdSTmrMXxDtCADIBVhfH9kT/rlpP+E+s8480EVfs/G9pNKoWZR9a7jQ9eWZeGDA11scnmKrAckVxIz/AMNAaXn/AKA0v/oRr1aiiiiiiiiivKvGP/JaPD3/AGC5/wCZrWlUhTxVcAg9KkAbnjFSIjbckYqXneOO1PAPlHjrT0GFA29qGB28Dio2Db+lPizg8VaQHd0HSq82TnioVBMg4p/PPFOOQQMUnzfNxSHO4cc005weKRyQo4piMSx4qUE4HFQODtbisyUkGokb5zxU5Y8cUjN14oDfKKXcSabu+TpUUzEkcY4pkDHeOO9WtYBOg6icf8ucv/oBrR+C3/JJND+k3/o6Su+ooIyMVnaLoOmeHrJrPSrVba3aRpSisTlm6nkmotM8MaNo+m3GnWOnxR2dy7vNCcushbhs7s5zUOh+D/D3hueafR9JtrOWbh3jXkj0yeg9hxW5RRRRRRRRRRRRRRRRXk/jkA/GjwgD/wA+lx/I108lvGyGsy50qJ2zVT+xU+anf2KuVwaUaKpJ5pToqn/9VR/2IMnirlnpPlSIegFbyRKoxntTXiUqK5rxBY+dFIuSDjgjtXzf4ptr+w1iaC8LEZyjdmFYXvSZpc0ZPrRuNOL5PTHsKfHIwYbSc17v8OdMu10uF7wtvc7gpPIFetwII0QZPSuLX/k4DS+f+YPL/wChGvVqKKKKKKKKK8q8Y/8AJafD3/YLn/ma2ZQCDyarDG4dal45HP1qVcFQd3GacQN3WnAARHmnoRxyelK+3Zwec1GcbutOiwQcGrKkZ61Vlxzz3pild/Xml3Lg/NS5DEc0dAeabwSMtzTSwBIzUczqIxzUMDDefmq4pAxk1DLjY341kTkf3qhR18zrUrSDI5pC455oDKF603zBnrxQZV2daqT3ADD5qZbXA80Dd3rW1VgfD+oc/wDLnL/6Aa1Pgr/ySPQvpN/6OkrvqKKKKKKKKKKKKKKKKKKKKKK8p8b/APJavB//AF6XH8jXYMpKn5aqSRMSDgVH5TgNgfmKeI2AGRSqjBjUm1+OKArKSdoqWLOR8oqwQcnik5IXiq9zbicMCo6VwPivwXDq1uUmgDDqrAcqfY147q3w61exmf7NH9ojB47NWE3hzWUbB024z7JTo/DGtyH5dNn/ABXFXoPAniCfGLPb/vMKup8NdeYcpEv4mpY/hjrjsNxiUdzya7Hwv8LRa3ST3QM8i8gFcKD9K9g0vSlsoRlRn0rXAOQMdq4Uf8nAaX/2Bpf/AEI16tRRRRRRRRRXlfjD/ktPh7j/AJhc/wDM1tzEgE47VVUkvgDmpcMP8KmUHaOAKU5DjjtS4YxHApyKwxx2pzZ24296a2fM5FEJPPy1ZUNu6VTl4JGKhWTMh4oWTrxTxJkjil3HBwKY0mCOOagMpyTtpsr5VeKgYSvHIsRCyEfKT2q7arKluqykM46kUshO1vlrm9RufLkC9KpRXeZev61ae6UDqKhbVIFyGkGfrTX1i1SPLSqKzpPE9kpP70VRufHGm26/vJcVg3/xFtFceSrSD2FM0r4gxTajDE8bqHbGSOP516peSCXw1fyDo1nKf/HDW38Ff+SR6F9Jv/R0ld9RRRRRRRRRRRRRRRRRRRRRRXlPjbn41+D/APr0uP5GuywNp+Y1GwAYc03Aw3zUu0fLzSAAMealwvHNKqjntTwijHNO4yeaTjaOaacbj81RtGrrhjxVObTIJXOVHSqx0G1OPkHWnLoVqrD5BU66Vbqo+UflU406EHlRSCwhA+6OtWI4EjYYx0qUAYOD3p3QjntXDD/k4DS/+wNL/wChGvVqKKKKKKKKK8r8YDPxp8Pc/wDMLn/ma2JzhTg1WR8HrU2/5c7smplYbetODDzAM0uR5R5pwbHfnFIWGOtIzDf17UQkHPzVZBw3DVUlxzz3qmpQSHLUm9SxFPWReOaeJBlhmoi65GWqIsNx5pZGUhRmiIgycmranA4NQ3BxG5zzivFPHPiDVrLV/KhjIjIOGIJzXJ2+ua/LJ+58x29AprS3eLrwbfJkXI68D+tSxeFvFEwy9zKmfU5/rW7a+BdQngK3F9McjnNIvwtTdl7iQ9+tWx8MbNosMWz0yDzVWX4VW+/5LmRVx0q1pfw0tbO+inklaXYcgN0zXoV/GsXhy/QHAFnKAP8AgBrc+Cv/ACSPQvpN/wCjpK76iiuU1v4j+F/D+pyadf6gy3MIDTrHC8ghBxguVBC9R+dN1X4j6Bo908Fx9vcIiyGWCykkjKlQwIdRgjBrY8O+IdP8UaPFqulu8lpKWVGeMoTg4PB961aKKKKKKKKKKKKKKKK8p8a/8lr8H8f8ulx/I12LthT8tVJJcMMCm/aMK3FPE/C/LTGk3AjofWp1m6cU8TgZ46VLHJuA4qTnJ+WkJwB8tBzk/LSc7RxSgc/d5pCDgcU7GD92kxkfdp4+993tSHOz7vel/iHy9qOx+WlJOR8tcKP+TgNL4x/xJpf/AEI16tRUF7eQadYz3t1II7eCNpJHPRVAyTXFaF8VNK1vWLGxOn6jZR6kGOn3N1EFjutuc7eeOnfrx61ft/iJod943h8LafN9suWieSSaFg0cRXqpPc8dq1PFfiS18JeGrvW7yN5IbYLlI8bmLMFAGfc1Q8LeLrrxHczxT+GtW0lYkDiS+iCq+TjAPrXUUUV5X4v/AOS1eHf+wXP/ADNbcwyp+Wqipk9KkAweRU6jKjinAfP05oJxEcjHNCsGGQO1LjK/dprr84wD0pYQcHirIz6GqkoODwaphMtkg0wjk4FKuQQCDTxn5uKiYHI4pnPPFDKQBx1p0Y+fp3q8pO37tQMSVORWVd2MExHmRhj7iq8OnW8UmViUfhVkQoD9ynFAM4WnIPl+7QfpSAnb0pr/AH8Y7Ug6dO9O1MZ8P6lx/wAukv8A6AazPhbqvjO2+G+kxaV4asbyyUS+XPLqPlM/7185Xacc5HXtXYf238RP+hO03/wbD/4iprXWfHj3cKXXhLT4rdnUSSJqgYqueSBs5wO1dlXz94zmk0DxD47j07U9IeLUrdTfQ37Os8J2HAjBHz53cYzjIzjFbV82qQfCzwV4REzwX+uGO1lbGCkGNzj6hSo/OvX7Gxt9NsLeytIhFb28axxoOiqBgCsjSvFthq/iXWNCgjmS60oxiZnACtvGRt5yfxAqzfa6tjrunaWbC9mN9vxcQxboodoz+8b+HPatXcM4yM1laL4j0zxA98mnTtKbG4a2nzGy7ZB1AyOfwrVBB6EGjcPUVyXjD4i6L4JvtNtNTE7SX7EIYlBEYBA3NkjA59+hqx4x8b2Hgu2spry1vLr7bN5MMdogdi2MjgkdfaqGg/E7R9b1pdGkstT0zUXRpIrfULYxmRQCSRyfQ/lWNbfHDQbiD7WdH12PTg5R742mYUPuwJr0m3uYbu1iubeRZIZUDxupyGUjIIrkdO+KfhTVNdXSba+kMzyGGKZoWWKVx1VXIwT/AD7Uah8U/Cema++j3WoMs8cgillETGKJz0VnxgGpde+Jfhnw5qh0+/u5TPGFafyYGkWAMMguVHGfz5FdVBNFcwRzwuskUih0dTkMCMgipKK8p8bf8lr8H/8AXpcfyNdbK4VGJYfnWZLOu4fN+tRrOhDfN+tSCZeMPTldcthv1p28Aj5v1pRIST81W4G+7hqu9z81ISMD5qO5+akP3RzTuh+9Rj5fvdTS/wAXWk/h+93p2PmHzUEcH5qcR8w+am/w/epT1Hzdq8v8Qy67F8atMfw7b2dxqH9kuAl25VNu455Heun/ALQ+Lf8A0BfDX/gRJ/jR/aHxb/6Avhr/AMCJP8a3rS+1KPwjqF143s9Ph8pJGmitiZI2hC55DdSeRivL/CHiTRfGfjPTL/U76306Cwk8rRNBhRvlc8b3IXGfQf5O/dWlvaftHaQLa3ihV9IkdhGgUMxMmScd6s/EXxDoWv8AhDWbAPqNxBp17FDqIsIhvhIbOfnGCAV5x6VU+GF+LrxtrcWhajqOoeF1to2Sa9Z3xcHGQrPz0yT/APqr1qiivK/GBx8afD3/AGC5/wCZrZkfGctwagBBz81PHAHzZNTAjYMNRu/eY3dqazARH5u9PU8A5A4oJG3g0hyX+9SxABSA1ThufvVBIeD81VVIJyTUT452tTQfmXmpV+ZWINRZwwBNNJ5PNSSDKLk0RNlz2q2vCdagK4B5qpKOetQhfnPNOI4HNB6daUDCfepGA9e1Nx8nXvTWH7wc9qAAB170akceH9S+bj7JL/6Aa2Pgr/ySPQvpN/6OkrvqKKz7zQdI1G7iu73TLO4uYf8AVyywqzL9CRU02m2VxeW13NawyXNru8iVkBaLIwdp7ZHpVqvnfWdCs9X8bfFC5umuN+n2iXECxTMi+YI8qzAH5sEcZqdNUurvUfhVf3d5KZmsrkyT4LtwuMkDljgfjWPobwaNq2i3Ny8WqLe3vkjU9M1FhcXO8lSs0MnOOcEYXHrT9IGheHdA8fyOt1BImo/YohYzbJlhMn3QWyFXIALEe3ek0Ce+8PeLdYsNCaOJG0KeY21lqDXiiUJkMWxjzM46Dvx1qCyPh+11L4dXularPc6reXqSamjXJkPmFlBLqSdrZLAccir/AIuS58c+NPFdxHoeoapbWVudNsXtUVlgmUgl2yR/EG6Z4NWfEviM+I/h/wDD7UFu47S5i1JYJp5QGEMkY2l2DcHoG59av2N68nxm0V5/Edp4teSznjSW2iVBZfKTuwhK88j8fpWX8PPDfjDxP8NbjSrDVNLtNCup5Y5RLCzzg5BOO3PHevUoIvFGi3Nj4fs9EsZ/DNtDFbPfS3e2XywgDts9RzxXnlveeGvGGsaVo9hdadovhTRL3zIY5rlRcXk24kbATkISep65/LkNYvGlsfF7LqNvZxS64ryeHZE/f3BD84bGRnrgZ6fn1ltq1hoknxOtfEDRWl7fRLLBBNtDSI8bbEX+8RuUYFel6FPrGh/CnR3tNMbVdTisoAtqJRGXyB/E3TAP6Vnf8Jj8RP8AomZ/8HEP+FH/AAmPxE/6Jmf/AAcQ/wCFchfarruq/GLwu+veHTo0qW84jj+1pP5i7Tk5XpXpF1EZIWG3INczeQTq4wpwKpA3A3fKakWacY+U1ItzNk/IfyqYXkoAyv6U4X7KTuXFaVjdGQr8vWt1TkZ29qXsPlpP4j8vFGPlHy0v8X3eaOi9Kdj5+naj+H7vel/j+72pD93pS9/u0Dofl70vcfLXCD/k4DS+Mf8AEml/9CNerUUEAjBpuxQeFH5UuxSwbaNw4BxzTVijRnZUUFzliB949OfWlSNIkCRoqKOgUYFOoorynxmcfGfw9/2C5/5mtWVuelQBxyKkDAcYzUqyDaOKQyKJOnFNLAxY96ekgGAR2p/mArgLSbyZemBRDIxyNvHrVocnOKrynORjFVBuJ+7UfIzxSryVGKkUEK2KiCkP0yaNvJBFSS9FyOKSEAyEkVdH3Pu1C2CDweKpSkZ7GoQfmIxQWHFDOMdKBINmNtIWOPu03e2z7ppjs2/OO1N3MQBjvTtQXOg6lkf8ukv/AKAa2/gr/wAkj0L6Tf8Ao6Su+oooooqidG0xpbyU6famS9QJdN5S5mUDGH4+YYJ60yPQNIiaxaPTLRWsAVtCIVBgBGCE4+X8KSDw9ottqD6hBpNjHeOctOluocn13Yznk0jeHdFee7nbSbJpbxNly5gXMy5zhuOefWok8L6Na7JLDTrOyuYYmit7iC3QPAGB+7x79OlcXB8Lry51zTL3WdVsZ4dPuftYFnpq20lzLkYaVlODjA6AZr0DT9KsNJhki0+zgtY5JDI6woFDOerHHeqEng7w1LZm0k0LTmtjKZzEbddvmEYLYx1x3qxpfhzRNELnS9JsrMvw5ggVC31IFWNO0uw0i2Ntp1nBaQFi/lwoEXcepwKsuiyIyOoZGBBB6EVz8XgLwlBMksXhvS0kRgyMtqgKkcgjitKXQtIn1KPUptMs5L6P7lw0KmRf+BYzRfaDpGp3MVzf6ZZ3U8P+rkmgV2X6EitDpRRXlPjb/ktfg/8A69Lj+RrsyMqfmqnNGGcZAzioDaRlW+Wk+wxHFL/Z8OT0pf7OhOOR9KY2lRMSMAirltYpEFINXcYzhqT+EfNRg7j81DHaoyaCwDY3duvpRuG0fNS5G771OB+X73FG7LD5qTIwfm707GWzu7Udj81L/EOa4QHP7QOl85/4k0v/AKEa9WooooooooorynxmM/Gfw9/2C5/5mtSVSM81USMgk7qmC9t1O2/L1pVTc+M9qQxkRZLd6FjJYc05lKpncKYWbd96pLbdyM8VbBPrVOVyWOTUQY5HNR8kN81KFIx81OUOUPPemkMGHzUc5PNEgYbfmp0IJk6960FztAzVdujc1lmHyWchyS5zzUan951p20f3qUjB604AeWRmg4VeSKacletRuCX+92pFU8cinajkaFqXP/LpL/6Aa2/gr/ySPQvpN/6OkrvqKKKKKKKKKKKKKKKKKKKKKK8p8a/8ls8H8f8ALpcfyNdp2Py0hUMR8vam+WvzfLS+UPl+WgRgFvl4pfLGB8tJ5Yy3y09V2qOKd3Py0nGB8poH3z8tIw3KBjHNMMRLn0oEZC9Kf5ZyOKcEwOlHljeDjtTNh29OM1IoIIyO1OHCnC0vGRxXCD/k4HS+P+YNL/6Ea9Woooooooooryvxj/yWnw9x/wAwuf8Ama1ZdgY4HNQoowcjilJGOlAIwDinDAkPy9qGH7np3py4A+7njrTSVIApp4bjvUsIGw8c1OMY6VUkUlmIBxUaLuI4PNG3DHIIpyL8y8VNjg8VGVy4yKaYl3HillThRT4UCseDVhcbenWqhI+bjvVSYBgOKrqAGPFLx6U44HagEbelVtQ3SWrpEPnI+X60tr5otEWUfOAAaWRyG+72oWUMBSam/wDxI9R4/wCXSX/0A1vfBX/kkehfSb/0dJXfUUUUUUUUUUUUUUUUUUUUUUV5V40/5LZ4P5/5dLj+Rrtex+ajHK80EcH5sUoz8vNJzk/MKXnA+ajk5JajkheadzzyKZyAOaXncfmo52jkdaXnd1o5K9aUZ3daOQvXvS8lvvdqMfL1pf4h83ak/hPNLzkc1wg/5OB0v/sDS/8AoRr1aiiiiiiiiivKvGP/ACWjw9zj/iVz/wAzWtOQG61U83gjNKX/ANqlDkKDnrUgY7j8wzikdj5QG6jeQAM9qj35HUZpPNy/XFT2zdRuq2WIHUVRkmOThuKjWQgjaw5pQ5O4lqVX2kfNmniYlW5700SkEfNTS5yfmpWkJx81SRyEt96rQOU61SDHcwz3qpPIQOoqmJvn+9R5x9aVpj64pplbaAD1p6g9c1INxTrUUqtu69qqS71GVOMUXjs2hagS3/LrL/6Aa6r4K/8AJI9C+k3/AKOkrvqKKKKKKKKKKKKKKKKKKKKKK8q8af8AJbPB/Gf9EuP5Gu14weDRxxwaODu4o7rxS8c/LSDGBxS8ZPFHGF4NKSMnimnGBwaXA3HijjaODQOG6Uoxt+7SjGeho4K5wetLkbunakGNp4p3G4cUnGDxRxkcVwo/5OB0v/sDS/8AoRr1aiiiiiiiiivKfGZx8ZvD/wD2C5/5mtKZgSeKoDvxTwntxipVX5RxmpQBu6dqRgNg470YHTHOKidBtyAaiIHmVatsZ6dKttzGeKzJRw2BUUYPHWpQOvX86cByOKXHynim8nbxRjLE4NIeNvBp8Z+Y4BFX4ziLpVEEBnyD1qpcICvQ1SEf7w8U8IOODSuAOcZwKIgGBbFWQoA6Uu4AdKilcb8YycVVkYA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} | Figure 3 Interaction of ABP-280 and furin. ( A ) Binding in vitro of HistagABP-280 to GST-furin cd. 6 μg of a His-tagged construct containing residues 1490–1607 of mouse ABP-280 was combined with 10 μg of GST or a GST fusion protein containing the entire furin cd ( GST-F cd ). Glutathione agarose was then added and bound proteins were removed from the washed beads with SDS-sample buffer and separated by SDS-PAGE (10% acrylamide). Proteins were detected by staining the gel with Coomassie Blue R250. The positions of molecular weight standards are shown on the right. ( B ) Coimmunoprecipitation of ABP-280 and fur/f. Replicate plates of BSC-40 cells were infected with wild-type vaccinia virus or vaccinia recombinants expressing either fur/f or the furin cd truncation mutant fur/fR 739 t depicted in Fig. 1 (moi = 5). At 16 h after infection, the cells were harvested and the clarified cell extracts were incubated overnight with the anti– filamin(ABP-280) mAb ( Gorlin et al., 1990 ). Samples were then treated with protein G Sepharose and bound proteins dissolved in SDS-sample buffer, separated by SDS-PAGE and transferred to nitrocellulose. Coimmunoprecipitating FLAG epitope-tagged furin constructs were detected by incubating the blot with mAb M1. Parallel plates of total cell extract show that equivalent amounts of mAb M1 immunoreactive fur/f constructs were expressed in each sample (data not shown). The positions of molecular weight standards are shown on the right. ( C ) Coimmunoprecipitation of ABP-280 with cell surface fur/f. Parallel plates of BSC-40 cells were infected with either wild-type vaccinia virus or the recombinant expressing fur/f. At 6 h after infection, the cells were placed on ice and cell surface molecules were biotinylated as described in Materials and Methods. The cells were then harvested and subjected to immunoprecipitation with the anti–ABP-280 mAb as described in B. The immunoprecipitates were boiled in mRIPA containing 1% SDS, diluted 10-fold in buffer, and furin molecules immunoprecipitated with the anti–furin cd antiserum. The immunoprecipitates were resolved by SDS-PAGE, transferred to nitrocellulose, and biotinylated proteins were detected by chemiluminescence ( left ). The blot was then reprobed with the anti–furin cd antiserum and developed with alkaline phosphatase ( right ). 100 kD fur/f is marked. The smaller 82 kD biotinylated furin protein (*) represents a degradation product of the endoprotease, generated under these conditions, that still contains the intact cytosolic domain. | CC BY-NC-SA | no | 2022-01-13 07:10:05 | J Cell Biol. 1997 Dec 29; 139(7):1719-1733 |
PMC1424222 | 9412467 | 4 | JCB.29208f4 | {
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} | Figure 4 Quantitative internalization of [ 125 I]-mAb M1 and [ 125 I]-transferrin into M2 and A7 cells. ( A ) Parallel plates of M2 (□) and A7 (▪) cells were infected with VV: hfur/f (moi = 10). 4 h after infection, [ 125 I]-mAb M1 was added to the culture medium. Control plates were placed on ice immediately and the remaining samples were incubated at 37°C for the indicated times, and then transferred to ice. At the indicated times, the supernatants were removed, the cells washed twice, and then incubated with Proteinase K. The detached cells were suspended in fresh medium, pelleted through a serum pad, and the amount of internalized [ 125 I] was determined. For each time point, the counts from the control sample were subtracted from the value of the assay sample. Experiments using non– epitope-tagged furin showed no detectable increase in signal over background. All time points were measured in triplicate. Bars indicate standard deviations. ( B ) The measurement of [ 125 I]-transferrin uptake into M2 (○) and A7 (•) cells was performed as described in Materials and Methods. Cells were incubated with 35 nM [ 125 I]-transferrin for the indicated times at 37°C. At the end of each time point, cells were transferred to 4°C and washed with mild acid to remove cell surface transferrin. The cells were solubilized with NaOH and counted in a gamma counter. Binding assays at 4°C were performed simultaneously with each assay to determine the number of transferrin receptors on the cell surface. | CC BY-NC-SA | no | 2022-01-13 07:10:05 | J Cell Biol. 1997 Dec 29; 139(7):1719-1733 |
PMC1424222 | 9412467 | 5 | JCB.29208f5 | {
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j9GI4/OnsyKV2IARwwz1NLChdwB1zXQ2unzIQqLufHG3vWxCmy3+YHzD1FPeBvshKg7l5OD1rlr53dsEGsmVTjOPxquRmhQ2RgHHrSzxMPn/hIqhJ1/pUZ60ntS/rR0rs/hR/yUzRf99//RbV9Q6v/wAgW+/695P/AEE18YjGB9KQ0fkaTHPNNNGcfjSdqXGKaaKO4paMg0e9FFFOCn1xT1jyakEftRt5x60bASMU7yyc4GR6imFB+NJ0/wAaG56UKvGakUEjHUelSqNjBTg/jUsbYO7jJqeGNmcZBya67SdLktxHLPGyqy5Xjr6V1thAr2pdzgjpkdakQOEdEQsBz9K5XW53csgzzXH3KMhJxx0qsSu4nkDpgGo+d2Ae9Qv976daifIpnak/Glp3elBOO1Eh5NRE8Umf1pO1JU0S5qytsSpyMd+aYbTmnm12ryPwqvJARUDIQeaSilFWIYtxHr9a3bTT2dQQOPWrLQhMkKAw4rY06/S3spItgLnvVF5BuDSLuLdD6VTkRTJlevtWjLc3M9iLcAhelY4tSWKntyc1PDbrJKsczlQfQVBdxCNyiuHUdKyJkAYnH40wEDtVy3lO0x7iFPWppJ32LbmRmhXJRewNQdzuPWrFq4SQPnPPSur0mcxqLuRyFX7qg81qx+TPHvVxvJ5Q06aB5QBEAgJ/ibg1zV/aMrtuUZznisGdME5yKreWxYADNdnpekwxaNLJeQ4JXgmuMupCzOAeAcCsxzzUff2o60Ypa7P4Uf8AJTNF/wCuj/8Aotq+odX/AOQLff8AXvJ/6Ca+Mc8Ae1JSE4pORz3oz2pKO3NLjjrSY4oxSGijBxzR9KU8UAcYpwU8GpkTccZFTJHjOaeY9wOBk560hiPTHNAj2kDGO+DUnlHPX8KjdAMjv6iojGMdOaaBgdKbjBz2qTdxnoaepBOcc1NEBuYd8elaGnyIsy5/Wu/0iX7Yo6eTH99yM4rejeJ5B5Jyp4AqxdLGluxRWDkYPPGa4y/tGZiz549K5HUQFkKgcVmE9c5pMAAnGBUDMeahbqM009OnFHQ5FGKUZPrTuMUSdTUJxSUd6UcVNEdrA1oK+AKnhTcCccdzRMnAPTjvWfJ8pqrJgnioSOaXFPUZq/aRN94Ditm0uGjJ4P4VNLOZXKsMD1xRAH3MfMJ9hTpUwwO7dnnjtV+O1jlSPygSxGGJ9asXNi2nTqsmGHB4/lT9bvdPktYY7O2VGXl2A5JrnyBIhkycg9uKYsHnlV/jPejVdJexkELsjsBuyhzWJJHtbFISenenq/HOSfU1LGVxknPPT1qVdo49ew7VrWsreWZY0LbBgoOaks9U8ufcxx3xVufXH2Da3yk1Tl1IzD5zn3qC6sV2JIlxG+7tnkVTRGt7lGI3bTnjvW5qniJbzT0t41KkDnNcfO+WPPWqTdTTDR2o70ueK7P4Un/i5mi/9dH/APRbV9Q6v/yBb7/r3k/9BNfGPYUnQmkNHf3pvSlopeo6Ugo96O9IRjpxSEcnFKAKMU5RzUyqCKsIijr1qYRHG4LxUwt+N2DtqaC3EjAYP5Ven0SeC2SaRCFflWxVF1RYxuOHHTjtVNhubhcUgj5K4Bz60pMUUM0bwB5HxsckjZ64HvVFvvUAkdelPVjipVYnr19atwSZYk4zjr6V1egTyRpM6ufLQZZfWtW01xJL4c7IwcCta78QpArBcOnTmufudcSVSp2c85rn7i2e7O6LaxwTjd0FZUibeoAHvUMxUJhP1qo3eom7/rR060nUZopQeacPpSycsaiI5ppBo/GlC5xVmJMqBirQQlMk4A/OpI5ii43YpDclk259uahlUbAxBzWe/BpnWnDrVmCEyOoA71vRWscFvnknHINNifAyvPrngVPFGWPJUZNX4bXcyjkeualGnP5uCD+Vb2k2PlNlo9zdvb3p99pskpeSRtxA55/KuWuLYo5znFVfLK5KnJ756UzzRCGKMN1WV0+7vbZp0DMqDkselYVyioW59sdKplgP8KA/IyeKkVlKjjpTmYqeG4qzb6lcW6PHE5UPw2KiExA6jmpmvXa1EBAIDZVu4qs0hB60CViRzgVMbhsAgjPrUtuscpPnMQAO1ZNyQJGCnIB4zVZutNNJ60UV2nwo/wCSmaL/ANdH/wDRbV9Q6x/yBb//AK95P/QTXxlztHPamkc560elJik4/CjHPNKB+VLtzSYxSlcCjb0NNIpB+tKKABipUXP1qZF65HtVmNMc9ccGrcKYAHfParX2Z2wuDj07Vu6HpSyXSeZkRnGSO1dVrVvNd20VvGo8qM4U4/WvPNQsJIbh0I5BwaoiFi2MY46mh41RTxmqkilmwfTvVdwBgdqiNKCMY5pyHLdcVZjbYf61r6Rrs2lzvNGqOWUrtfpVea9kkkaV3+Z23cVPFqWbSeKVd5bBRs/dNUGmkJ3Fjz3qL7Q5PU0wuQM5xmkQb25NQzDaSBzVc9aXtRk0DtS/zpwHFOcYY5/Oos0hFKFzg1Kic5q3BEz8KDnrTymBhhzSLHkcZpm5t2COfpUbb+VIPFVZEIqPHrSr1rb0mONj835etXrwDIWM5xx9ahVOPUcD2q1Cu4jdwx/Wuh0siGZPMVXXPSuquILa6ZJrcADb84PrS28aRIwPBPSq88b+Uy8E/rWJNZxSRyMz7SOgx1rGngAGFP4VnzRfLhl6d8VZh1KW3t/KB4IwMcCsK8yzsQMDPJrNfI71FupVkIqQTHB5pd4Pt707Izk81KMnGB+vWn7Q7Egc+lHlkgsiHbjuKvadYpPuL44HAzWdcK0TuoPQ461QZj+NMzn6000lHeiu0+FH/JTNF/66P/6LavqHWP8AkCX/AP17yf8AoJr4yHQfSkPWjFIeBSY496MZp4X86cFOPpTgvqOtNcD8aTHFRsOeKbS84pVPqanjzn1qxtI/wxViEcE7TxitO1Ri+CmT711Ol6T9pCkIWPpXV2GmRpcKuCAB345qzdrKJHC5ITptrjNUtWuZXdkIf2rDnsTGvAycVm3KEKQzHJHHpVF0A6fNxVWQYzn8Krk0zPFKGwakDZqVH689qC2G4PHvTwx2g560A84PSkPBoJXgglsjkEdKjMhB61E7FjTPxo9KPTilFFOHSnP941GelJipkjyAccGp0iywVfvE1cjR4WBIORUm0NvGTk9Kg5AIU44596apy2Txxx70yQYQngGqxjLjJzVeRCp5pg65q/ZTGNgBWof35XJwAM0+3DCbaDhSRwe4rUMkWBhAMDtV2ylw3ORk9a6GzDvjYxatFwWZd21cgcVVuWCKdxyR0IPWqM+AN7MMEdBWXOiMAwYdecdqrXFnD5O9X3DJ49qyJVDsEfKoPfp71n3QCknfuB7AVmTgZxVbP50maUHpShumDShu+alE2FxxilMxPfj0re0/ULZdPaKRRvOfrVaNyhcocDoMnms65l3E5OT/AFqgT1pBjjmikxRjijvXZ/Cg/wDFzNF/66P/AOi2r6h1j/kC33/XvJ/6Ca+NQvyr9KNtIRxTDRinBRnFShOOmadsOf8AClP3uBTfLLHoeaQp71Gyg9v0qEqR3ptPXip48jHrVtdz4zjPTmrsQLE9OevvWvYRqnMmCe2a6rSrqW3kHln5unArqFad4/MIHTvQWkiQ8hc85NYt6jNF54Q7TwW7Vzl3glgpI+lZM8aAFSFJ/lWRdFVwuzGOpPWqD888Edqqt1zUf070oHGaXcfSnBiD2pdxJ6/jUiyY+nelMgP3eB0pu/jk0haoyeaTPr1pOnfj1o60vHel9cUYp4BIpXxk0zJwB2pQM1YhzkCrUaHcCB+dWvvZLkZ7VYgtTcIUVckdTjmrX2OFLIKsDGfPzk9MVB/ZkkiEhCoHIzVI6dJ5+wj8TUU9uiEoHHHc9D7VnyJk+pqvtwamhba+a1oJgedoJx0q3GxeMEEHB4zWzpEllBM7ajE0qFDtAPf1qS1kQXPmMuI92a2BqkUcmYwAp61YF4swO0c+lQi4gaB/NYh88e1ZEt0hcjJ2k8CqbyMrZyce9O80ratJuAA6IerfSsmVjI5boR69qz7iQP1+Uj0rOlPJ4qvSUg+tBNGeemKM45ozUqyFcYNPNy2MVAzlupphpKdR2ptFdp8Kf+SmaL/10f8A9FtX1Dq//IFvv+veT/0E18cAjYPpTGPuMUwmmnrxTgPrUig9anXkY6CpdmE6HNIsJYlsVKtuxBO07RVWRSp6UjKdnH1xVYqCfamMuKRanTqP1q5ESVGfzq/a8ybSRj3Fa8TKsixbgRnrjrXS2DwWzLNI/AGcetbjaus6YDgDH51SkvGnLRiUL8vc1iT6lKkLwiTKg9M9axLu5bdw2fTFZ0lxnOSc4xyKpTymVSW4I68VTYgJjrVd8elR55xigHA+tKT1pQcnntRxQD+NLu564ozSbs4pCaTHFHandMcUdu5pQeaUCnA4ok6n61ETzUiHJq7EQqj5e/JqUSgY29emauwL5gxkBz3Paur0XSVcebuxICCncGt++traOBR5a+Y/UY6ViXRMcQUR/IBxXN30jeYWB5NZM8bYBYVVxz9emKjkizyBTVXawFXIBnnNaUKK+RjCqM1prp0y6el0ZEKltoXdlvyqvJdbMIScjjimrdkcBverMGqSRNuWQrkYpj3hJLbyMnBqNrlCmQ3zZxSy3++BInC7gc7j1PtUbBXQFTk46VDIvlxuudrcdOc/Wsi5BXnoPWqDnPP4Uw9Kae2aTNHp+lHvR2pKKKKTmgdKX8KXvSYzRxXZ/Cnj4maL/wBdH/8ARbV9Qax/yBb7/r3k/wDQTXxrn5RTck00ZLYGSaB9MU9OSPSrKrj0xU0aqTn3rY03TGvpkjRfnYgDPSux07wYXEonXb5XLc9axtR0iOFX2Lge9ctcW6xtj9KqspPYVFIg46ZqB+tRgYPtUseKux5ABBGDUqOQ3JIq3HNs+b1qwNQkBALkr7Gr0OrMoyTjFNk1gs/DYzxUMk4bktyRzjtVP7RgHLe2MdajlmEhHy4X1qo6E8du1VZOCeAKrN3pmeOtAP0pM8/4U7ODRnk+9HNGcH1opM+2aCfzozSjtS9uaPelzxSindaJOpqIg5qWMc8VaGdtSRjJ4rRtPlZTiu90Un7IGUHGMVoOY5ApyTIG6H0qK6SM27mZRu7YrkrhIHuQJchM8sBnFZr6bNcxyywqTGgJ3e1ZLJsbGQTTpfL8vIHzGqTDnIqxCcDGa0YnzERuwfcdRVmK5V1ETkj05pk0JJLhhjoTVEsRkZ6U4Pu6mmlnB5JxTWkIJ7j603eT1q5DPtjJJIwOMUry/aItipmTqWzyayrxXjbDntWe3SmZPak7E8cUZo/Cg/WikJozSE0dqM4NFLSUoNArs/hQB/wsvRf+uj/+i2r6g1j/AJAt/wD9e8n/AKCa+M/4R9KaetN7mnD86lQcZqcDJ4q3bxcgnJ+ldt4YiQ3C54IIOa724ulW1KmQYxjI6msk2dtqEWzYd3Xn1rz7W7FLa9dFI4PWscquCRknH61TdPm5GahZPmyKhdeaF4NXIcEd/wA6mjPzYAGB146U9s7d3QZ6VGJMdvzoMzZCnpmgzcfSnLKR0JHvTDIxGM09JiQUIBzjn6UyRycgk+2KqTNkmqzGm55NGTjijvQOeKXvRnAzRnHajpiko9fSj0pc8UueKBwadnvigE/jTwadLyx+tR45NTRAjnH0qQdeKsRHC+9XIGwQc454rr9I1DyIfKLZUnn2rXlvYTNHJHjHdRWdqGpCVWVCRjrWJK4GXOCG44qCPWDb2j2gzskHPHNYjk5Yrgqf0quzZHJzmoZMjtTVlKfnViG4OR/WtJXR4FJH7zPBz2qYzyRRCORQAe+OaoSkq2D1NR7yOalNwGj/AAqDeOvPtTkOXAHXNXCoSH5j97vVcyeVJu3ZA9OlUrybzmyetUiTim/Uc0lJjil70neiikoOKPSjpSUdRSjrSjryaK7P4U/8lL0X/ro//otq+oNY/wCQLf8A/XvJ/wCgmvjMD5V47Un6U3HGPWnJ1qZRgCpkPQd81eiYBgwXAPauj0S/Fvcod3X+VdzLcQGz84yDcSMKP61FfXyW9mrxEA47V51q1wZp2kY96ymk247g9KgYN90Y681C3GRjp6VHjI49aa0ToAxUgHkcU5H2nrzVhWO0kHIPU+lSiRMFXyePlNRklcZ6elJyVyKQdeM57ijqDknim8g/SnjgbjwDTGcBun41A7Z69agJyTSZFHvS9v50gpe9JntS0lHrijnNGaOlL2zS46UoP5U4HGBThyKc/JNM7VLHwKmX+dSgkY61ZiYDHPfrXQ6XeQrAYpIskn7wPNWQjmJ5V4jU4PNZ9xLtDEsx46etZU1yzZUFsCotirIPm38A8VNKsSwhtgznkZ5IrLfcM4HFQyNjmoWbLcUquQasx3JHerBu/MChuQPenRyLK4D8ClaD5cg5FReW3PekCnrxU6FQQMZPY1ZDI6lCAOOOaoXU2RgBRj0FZruCT7UzOfWkzijiko70UlBPpRSc0d6Wkx+VA4pe1LR+Ndn8Kf8Akpei/wDXR/8A0W1fUGsf8gS//wCveT/0E18aA/Kv0pv0pcDmhcbuanXBxxTlODjpVqGQA8k4PWta3dTt8sc+ta63koiGTlRxmorjUnlgKuxx2xXP3MmH5OR71BjI5PFRNhT3x6VCSSx54puQD0HBrT1TXTfada2ogiTyVxuUcmsMk561IjkZ9KnEgHOelDvux1OKVScHaSajYkMc0qtyOKcAc5J79qc8ilCOuBwKrM/1qIsSM00nikNKDxQeaBR25oGOaKKD6EYoNHtR1GfwoHWlFKKdnkU4flT36mmdKljOD61IPU1OoJXr0qRGIPFW7aVjIqqcAtmtmGSWSFol+cod3WoXdWtnQgAk/jWe0floCyncOpqEQl0DKuAO+eDUU0hTIIB4xmqUkg28jmqjue3So80oNLux0zSq9SpJg5zUhu2UYycelN+0sOc4zTDOcnmgTsD1p/2kg5zUUs5kJyevtUBNJ/Ojj1paQ0Y5opO9FJxRRwaUUUnanUdqK7T4U/8AJTNF/wCuj/8Aotq+n9Z/5Al//wBe8n/oJr4zU/IPpSZpc9+KVTzU4AK9fpSEHOe9PUtkDrV6GVkAPIOK0I7zciI/GfyprzFxwMAd6osgZjg7qHVRj5uccjFVJiD71BuI+lRO3OajLZ703dzS7jShznFPD8daUSkDrTTKTyaUTUpmPPNIZSR15FMZ6Znik/GgUvSloBoHWjqRRRRQRx/OjjtQKdRxSjOaUdKcBnoKe/UmmHpUkZ+ap2XAB7U4SHaBnj6U4NU8OS42g59q3LK0nuLjbG4XI+bPHFLqAhilCWxZhxkkd+9U5JEWHa2Tk5Oaqz3x8kRLwmMccZNZ0s27GewqpJJmoSfakNGTzRnjFGelLuOM0ZNJmg9aM0maQmkoBFLxmjNHY0lGaKO3NJn2paMc0AUuMikxijHtS5Pel612fwp/5KXov/XR/wD0W1fT+scaJfn/AKd5P/QTXxkMlV+lIf0pM8+9OUdCelTKfl/pT1GeSfpTgcg8dO9ToSF54zTwWxz68VOMqnzE7uwBqMzBG4H1pjtklm69aqSuN3HSq7NyaiY5pO1N74pfwpO9LmgnNGfpRnvRnmgn2oPrSUUtB5+tHX1oz7Uv8qM89eaD69aDSnNHXtRilxilI5pB70oH/wBalpwLKOCfzp7n5jUZ9aehwwPTFWQ24DJ/Cl24OKcsT5zj8DVqKJwoO0n0xV83LRJsO7eB2/lSObgoJmjfbjh+1Z7sSxZidoPWq0smQTu75xVRnJByelRMeTimetHek59aKMmgkZOM4ooyaT86UGg59aTrSYozS5yOtJS96OKD3pKSl609UzzTxFntRsxS7MDIpCmc8Uwik/nSV2fwp/5KZov/AF0f/wBFtX1BrP8AyBL/AP695P8A0E18ZD7g7cCkY80dTQCd1TKelS4OPp7UbiQQRT1J2jNTrIOpOaSSXcpKjBqNmJxz+NRs+FxmoHOefWoWJzTDRSHrRmj6Uc+tJzRS80UUtJxmigUtFL70Hmiijp705VJqdLdjjAyfSlMO2m7CT0pCvGDTCOaMc0A4xmnD2pz9TTDxQp5qdG+YVb547n+lBYrgqePepVu5I02gng5pzTtI+4nOavjV5309LI7diHhsc496y5V5yCcVSleqzEn8ab3oOaCPpSf5+lNoozRnP/16XNIT1oB+lGaOcdqTigUUcUUAZNHQ+9H86XGaeqZGakCnFPCnP4UoBGQDxQYs/jTWU7sDimvHjrUZUg4PB96TFdj8KR/xczRf+uj/APotq+oNY/5Al/8A9e8n/oJr4yH3R9KQ9elJjvQPpUintVhJDgqT1pN31+lO38/KPzppfAxnpT0KkjcxA9hTeSSB+tRO3A55qFm45phpOaKSj2oPGKTNA5o5zRR+FHel60maUUClxkE0daAOeKKXNApyjkZqZVxytSruI69KcNwNTLCpXcG5qCRcnioiuKYVOeKQLmlwR3p7/ePFRnvSZpytip0l6DNSrIOBngVZRFk4z0681E58rK5HJqMXW1uuPpTJLrK4qm77jSUhpD70Un9aQmk7UvaijrSUZo5zijPtRzR3oooo75pD0pQPapFTJqYCpAvQYpwX0/Wl2ZGMdas3FvHFDE8bkhx8wJ5Bqmy/NgdRSEEryOtQsuG560hHB4rsfhUB/wALK0Y9/Mf/ANFtX07rH/IEv/8Ar3k/9BNfGQJZRkk8Y+lJR1FNNKDinqxx1p4bmjeQaUNntSF+P6Uwv700tkn1pueKbkUnfijpRmkz1xR360lFL7Y+lFHeij8KXGBRRzilBx7ZpM/lQKd/jQO1SRwtLnYpOBk49KftIODjNSom7247VIFxwcg1KV3DA6duKsLbkxgqD+BqN4zsyR8x7mq8iEqDggdBVYjFB7Uo96dIpBqE8imnrS0oJ7UByM1ItwynOe1NkmLt6d6jJJ6mkJNJ2o6UZ96b70uaQmkNGKUA0mKUik9aSjHelpKD2oNJ3pRzS0AZp6Lk1OF7EVKq5H9KkVKsLZytHvCHb64qS3sXmzhcYBJNRPA0fJHGahKkMe9QtkZ/lULZNOjIHJFdf8Lf+SlaPj/no/8A6LavprWP+QJf/wDXvJ/6Ca+Ml+4PpSHPSkI5ozzzSUv0pc8UbiKXdj60zPbrRnOM0mKTtzQelFIP50ZJpOtJmjtR2pcflRRRRS9qM80UA0tANHanqCcVOgYA7eCRzVhOYirYxkHpz+dPQfNkD3qWOB3fock9q2dO0V7yZY1GCxxmtG40KSzkMQy20YJ7E1kXluYsE/ePpWZMm1M9j396pODn3pnQ9KWrLop6nmq7QkHNRMhBph60vc+tJwD3pO3HNIRS5pB1opPwoooHJ7cUhOBSUe1LR1zxR3pCOTRQaSiil6000opacoqWMcgfzqYYznipVGegqzEgYgV09ldhdONuY8sejVMtvAsbJGMuw6nt6iqF9ZLGhG07vyrBmG08DFU2GT1pXjHlbs0yBFZiG6V1vwwwPido4ByPMf8A9FtX0zrP/IEv/wDr3k/9BNfGaj5V+lOABOMYphUg8ikx/wDqppFKaMikPWjrSZ46daQmlyM+1JnB6UUmaMnNIaSiijpRmilzRxiijvRRS0e9ApwqaPG4cZqcLtwTUinOcd+lXbaEuw4zXUaRpgYAug+grsbDTUtSkoQDvt9Ks3enRtC80gJznH1rhNZt3jl2bMY9R1FcvdrtOMms98jg/jTMUoIFWpcAnHP4VCWbGO2aYxznNQsKb6ZFITzSHkUnvRwTR2oOO1JRn3ozxSdOtIeaKKX+dH1o9aCKO1JR3pMUYOO9AoIoFL25pw9KnQc5qdQODg/lVq2txPMkbMFBPJJxiplxG5AbOOhrTs3aX5WYAY496t/aXSQHJyOx7Vft4VvI5pncBolLjPf2rnZbC5vhcz29uzpH88hUcIKxXXB6c96RQJDtY4FQN8hbHaut+FZ/4uZo3/XR/wD0W1fTusf8gW//AOveT/0E18bKMIPpQMZoY8g9KTjB9ajbk038KDQeM8dKTnHHFJRR1pP0oP0opOtHak9qPzo7UlLR0paSlpKXtRmijrTgacvUc1LHjcOcDvVtRuTOM9qsLAeBwTjPFa9hEqrlsA+p610+jgyusYkREP8AEa2Zr77JJ5AmEm09R0NXYZzcxMSplPPyKa5DxFfNcTeX5ao6AqQvtXEXDEuTnketVW65NMJ600kit+bT5WRmW3mGD0KHms77HcscfZpsZ/55n/CklsLodbab/v2f8KrNa3Xe2m/79n/Cm/ZLkHH2ab/v2f8ACkNpc/8APtN/37NJ9juf+feb/v2aDaXWf+Pab/v2aT7Jc/8APtN/37NL9jueotpv+/Z/wpPslz/z7Tc/9MzSfY7n/n2m/wC/Z/wo+yXOf+Pab/v2aPsd1/z7Tf8Afs0n2O6/59pv+/Z/wpPslzn/AI9pv+/Zo+yXP/PtNn/rmaPsd1n/AI9pv+/Z/wAKcLO6/wCfab/v2f8ACg2d1/z7Tf8Afs/4UfZLkf8ALtN/37NH2K6z/wAe0318s0fYrv8A59Z/+/Zo+w3f/PrP/wB+zSfYbv8A59Z/+/Z/wpfsN3n/AI9Z/wDv2f8ACk+xXeP+PWf/AL9mgWV2R/x6z/8Afs0Cxu8f8es//fs/4UfYbscfZpv+/Z/wpfsN3x/o03/fs09bK7/59pv+/ZqVLO6B5tZ8f9cz/hV+dZpYYY4rCSIKvzYjb5j61EtrdZB+zTf9+zUn2a7OCbaf/v2as2v2yCQSLbzgjofLPH6Vp2R8yWWW/huWOCRtjOSaWyvbm0aRTaTFWHK+Wef0qlEdQ82aOGOeJJ8hlCtjHpVK60y5glKtbzE44+Q1T+y3PH+jT5H/AEzNRtZXTHP2ab/v2f8ACus+F9pcRfEnRne3lRRI/LIQP9W1fS+rDOj3oxnMD/8AoJr5BFhcGNf9GnBx/cP+FNNlc/8APtNgf9MjUbWdyf8Al2mwP+mZ/wAKT7FdE/8AHtP/AN+z/hTTZXQP/HrN/wB+zTTZXQ/5dp8f9cz/AIU37HdY/wCPab/v2aDZ3X/PrP8A9+zSfYro/wDLtN/37NJ9iuv+fWf/AL9mj7Hdf8+s3/fs0fY7rP8Ax7T/APfs/wCFIbO6/wCfab/v2f8ACj7Hdf8APtN/37NH2O6/59Z/+/Zo+x3X/PtN/wB+z/hSfY7r/n1n/wC/Z/wpPsd0f+Xab/v2f8KPsd1/z6z/APfs/wCFH2O6/wCfaf8A79mj7Hdf8+s//fs0fY7rP/HrN/37NH2O6/59pv8Av2aBZ3RP/HtP/wB+zR9juv8An2n/AO/ZpfsV1/z7T/8Afs/4UfY7r/n2m/79mj7Fdf8APtP/AN+zSfY7rHNtP/37NL9juv8An1m/79n/AAo+x3X/AD7Tf9+zQLO6H/LtN/37NSCzuev2ebP/AFzNSpZ3Jx/o02f+uZ/wqxHbXWQDbzD/ALZn/CrbQ3Q+RYJSAeG8s8/pU8KXcXP2efp/cNX4L26Rv+PeYfSM1OZ7t5CPLm55B2GrUd9fxLmOO4T32HNY959raVnME2fXYazJre4c5NtL/wB+zVdrW4Jx9mmH/AD/AIU+GxeRZTKk6YQlQIidzdh0qv8AZLntbzf9+zX2dsT+6Pyo8tP7i/lR5af3F/Kjy0/uL+VHlp/cX8qPLT+4v5UeWn9xfyo8tP7i/lR5af3F/Kjy0/uL+VHlp/cX8qPLT+4v5UeWn9xfyo8tP7i/lR5af3F/Kjy4/wC4v5UeWn9xfyo8tP7i/lR5af3F/Kjy0/uL+VHlp/cX8qPLT+4v5UeWn9xfyo8tP7i/lR5af3F/Kjy0/uL+VHlp/cX8qPLT+4v5UeWn9xfyo8tP7i/lR5af3F/Kjy0/uL+VHlp/cX8qPLT+4v5UeWn9xfyo8tP7q/lR5af3V/Kjy0/uj8qPLT+6v5UeWn90flR5af3V/Kjy0/uL+VHlp/cX8qAiA5CgH6U7rTfLT+4v5UeWn9xfyo8tP7i/lR5af3F/Kjy0/uL+VHlp/cX8qPLT+4v5UeWn9xfyo8tP7i/lR5af3F/Kjy0/uL+VHlp/cX8qPLT+4v5UeWn9xfyo8tP7i/lR5af3F/Kjy0/uL+VHlp/cX8qPLT+4v5UeWn9xfyo8tP7i/lR5af3F/Kjy4/7i/lR5af3F/Kjy0/uL+VHlp/cX8qPLT+4v5UeWn9xfyo8tP7i/lR5af3F/Kjy0/uL+VHlp/cX8qPLT+4v5UeWn9xfyo8tP7i/lR5af3F/Kjy0/ur+VHlp/cX8qPLT+6Pyo2L/dH5UeWn91fyo8tP7i/lR5af3F/Kjy0/uL+VHlp/cX8q+Xj4+8Uf8AQdvf+/lN/wCE+8Udf7dvf+/lH/CwPFOf+Q5e5/66Uf8ACwvFI5/ty8I/36QfEPxUv/McvCP9+n/8LK8Vjj+2rn8xTf8AhZHiv/oN3P5ilPxH8V/9Bu6/MUg+I/iz/oN3X5ikPxI8VkY/ty6H4imt8R/Ff/Qcu/8Avqk/4WP4swB/bt3/AN9CkPxG8WEf8h28/Bh/hSt8RvFjdddu+nZgP6Uh+I/iwk512759GH+FJ/wsjxYSf+J7eD/gQ/wpf+Fk+LCcnXbs/Rh/hSH4keLOf+J9ef8AfQ/wo/4WR4sz/wAh28/76H+FJ/wsjxYR/wAh684/2h/hS/8ACx/FmONevP8AvoU0/Ebxbu41+8/76H+FIPiN4u/6D15/31SH4i+LTx/b19n/AH6P+FieLR08QXv4vSH4ieLcf8h++/77pf8AhYni4jB168/B6P8AhYnizHOvXuP9+lHxD8WqONevT35en/8ACx/FwH/Idu/++qD8R/FrLtOu3YHqG5oHxE8WDP8AxPrv/vqk/wCFg+LD/wAx69/7+Uh+IHissT/b99/38pP+E+8VHGdev+P+mppD478VHka/qHP/AE3NKfHniogD+39Q4/6bGk/4TvxT/wBB/Uf+/wCaP+E58Un/AJj+o/8Af9qU+OvFJP8AyH9Q6/8APc0o8c+Ke2v6h/3/ADSjxv4qHH9v6h+M7VJH488TK/z67qLKeuJznFdR4C8T65f+OdKguNbvLm1ldw0ckxIOEY/Mte66pK8Ok3ksbFXSB2Vh2IU4r5THxM8ZYwfEF3+Y/wAKP+FmeMj01+8/Mf4Uh+JfjPJJ1+8wT2I/Tim/8LM8ZZP/ABUN4B7sP8KP+FmeMxnPiC85/wBof4Un/CzPGW0/8VDef99D/Ckb4meMjj/iobzj/aFB+JnjLbj/AISK89fvCk/4WV4xJP8AxUN9z/t0f8LJ8Yn/AJmK+GPR6D8SfGJ/5mG+5/26cPiZ4yXH/FQ3nBzyw/wpP+FmeMi2f+EhvB2+8KafiV4xJJ/4SG+z/v0v/Cy/GQH/ACMV7/30KcvxN8ZKf+RhvPxYH+lB+JvjEjH/AAkN70x94f4Un/Cy/GWR/wAVFe/99D/Cj/hZfjLOf+Ehvv8Avof4Uh+JHjHA/wCKiv8Ajp8//wBaj/hZXjHAH/CRXwwc/fH+FNHxH8YAj/io78gf9NKT/hY3jAf8zHqH/f2j/hY3jAH/AJGPUP8Av7SD4i+MMf8AIyaj/wB/aP8AhYnjD/oY9R/7+0v/AAsbxhjnxHqH/f2kHxF8YA/8jHqH4y0p+I3jAj/kY9Q/7+0n/CxfGBH/ACMmof8Af2gfETxh/wBDHqP/AH+NKnxE8X5yfEeo/wDf40//AIWN4t6/8JFqH/f2lHxF8Wd/EWoAf9diaT/hYvi3v4h1H/v8aUfEbxb0/wCEh1H/AL/Uv/CxvFvX/hIdQ/7+0f8ACxvFp/5mDUB/22NH/CxPFg4/4SHUPr5xpf8AhYnioDI8Qagef+ex4o/4WJ4rIB/4SHUOv/PY0h+IfivH/Iw6jjt+/NJ/wsLxVj/kYdSz/wBdzR/wsDxSRj/hIdT/APAhqB8QPFX/AEMOpf8AgQ1UyOevP0rrPC3w61rxXD9rg8q1sMkC5nzh8ddoHX68Ct2/+C+rRWjzadqlnfyIOYVBQn6HJGfrXmk0EtvPJDNG0UsbFXRhgqw6g1Ec455pp6Un86XP60H2pDim/Q0cUh6UnfijOTRnGemaNxA6mkoop3I4/nTc4PJNLk+9Jzk+lBoo/lS549KX65o70DjvS0o/nRRTvbtRmijPNL9acOnb60oOKUHkYxmuu+GH/JRdH/66P/6A1fSGs/8AIDv/APr3k/8AQTXxVjpXpHwy+Hul+M9P1C4v7u7hNtMqKICoGCM5OQa6CD4Z/D/VJjZaX4yke+bhE82Nsn6YGfzrznxn4N1DwZq/2O92yRSAtBcIMLKv9CO4rmSKSkpTSCl96TvS8fWkB9s0UCil7dKTNHQ0ZozRR+tLRSUUUfjR68UUvalzRnviilGARnke1GeKM0emPxo/SiinZoFOB4robS1N9fW9oM5nmSIH/eYD+texfFvU5NC0PS9A01jb20qsHEZwTGmAFyOxJ5rzHwx4pv8Awrqy39kd4KlZIHY7JR7/AE65qr4m10+Jdcm1V7SG1knC+YkRJBIGN3PcjH5Vjk80nHNJRjuOnuaT9KSm9TRikz60lLik5FHb2opOvOKOTSj2NGOe1J35paD+NHr1o6D2pcc0vvR0paM0DilGDQOe9KCfSlFL2ozx1pOp9wKd9aUHnFO6njiuu+GP/JRtH/33/wDRbV9I6x/yBL//AK95P/QTXxQO1e7fAP8A5Amunt56f+gGvEJJpI7t5ImKSLIWVl4KkHgivdPiTnXfgvpesXIBuoxBNuPXLDa359a8BPNJR+lJQKKO9H40dKDSUfypaTtSg9qDSUtFHaik9KXHpRz2oFIKWlo4pTzznmk789aXGDjP4+tH48UZ9KOM0tHSil70tKPrXRWs7Wl3DcpndDIsg+qkEfyr2j4i6S3jfwpp2vaGhumhBfykGWZGA3DH95SOn1ry/wAK+DtQ8Ta9FY/Z7mG2DZuZ2jKiJR9e/YCk8ceH7Dwx4iOl2F7Ld+VGrTNIF+Vzk7ePbH51zXfikpo9aXt60h55601uuKQ+mKT1zSUZ5pM0HA70UnNKelL+tH0o/KgZo/CjtQf0o6HpRn8aKdR05pepox60dOg6U7OR06Ckp3vQDQPpQOgzRkdKcPXvSjHTmuv+GB/4uNo/++//AKA1fSWsf8gW/wD+veT/ANBNfFAPSvdfgDzpOuqASfPj/wDQTWLF8CvEU19/pV5YQ2zuS7ozMwXPYY61Z+MPiPTbXQ7DwbpUqyi22GcowIQIMKpI79zXjHWkOKSigdaOmaO4oo69aMcZpOKXijijrmikpe38qOlFHegmij3o6UgzRSj60tHfvR3oo9cUdeBSnPagAfQUZOMZNHalzQKUdKdW0Ww2K6Lwz421jwrIx0+5DQOcyW8o3Ix9cdj7iuk1L4z6/dWjw20VnZu3WWJSzAe2TgH3rzieeSeWSWV2klkYs7sclie5qEkY5oNGOeDSHuPWkPpmm9aSm96CaOtIaMc0me1H+eaSjp7UoPqOKN1LkUtJxRketFHuaXvQCMGlpe9Ge/Wil4/CnccUYoz6flRn65o70U4HmlFdj8Lmx8RNJGAcyP17fI1fSOsf8gW//wCveT/0E18Tk4Aq1Z6rf6cHFne3NsH5YQysm764NTv4j1mRSr6tqDKeCGuXII/OsxmLMSetJmkoopwFIR7Uh5NFFIaBml/zxSUUvbrSfyo5opaTvR09KM0UClFHFHbNFLnuKM9sZoo/lRigg96KX86KKWl5p1bDHJphPFJz1pKOPXijPJpwFBX9KiPU8U0jjJpD70np/Kk9eOKO3rRSfhRn070nHNHQ0Y5ooNHPHajtS556UA0mT706jpzRSjP4Uv40Z+tL29aXofag/SlHPpS5pM0deaUd+1LTh7iuw+F//JRtH/33/wDRbV9Jax/yBb7/AK95P/QTXxMelNNBpKKKUClHWnrgUjc1GetJS0EetJS0AdeaPWge1JR7UtHakooFFFGaPaloFKKSl59aKO1H50ZpR196M+9HalH/AOql6U4dK126mmHik60n8u1Kc+lITz3pynHWnOQep61C3saafpxSUnrSd/ek9/Wl+tFGOabij8OM0vFHag8Gk70cf4UA0e1L6mlHTNJnPSlHANAOKM+lO6Z4oJHpij8qUmlBA6daX/PNA6Hpx60YopfSnZ4+tdh8L/8Ako2j/wDXR/8A0W1fSesf8gW//wCveT/0E18THoKbRSd+KWjApQKfs79D6Uo+lIwPXtUZHNJRzR370nWjvxSik7UvWk7UUdKWk70UdqPxooHSiilFLnpR1pKWjrRSgUfjR2opc4pwpcVrN19aYfrSd/Sjt7UE4H0pKX8KCex9etNPBPNN7UnSm9ee9KFJzjt2pP8A9dIfegHPtRnNGOeKPpR05owMUn0zSe9KaT60vXHrSj5T60nbj8qU+h7UcUfzpQMGjNKTS9uOaB1petLwaAaAacDx0oxThwMV2Hwv/wCSj6Px/G//AKLavpPWP+QLf/8AXvJ/6Ca+Ju1NpM0UtKADUqLxnGamZcDGOlRtSHt0qN1welR4oo5oxRRjrQKO9J1opTRSUUd6KM9KM0UUoxS/jRjmjvxRRR+NL1oo60YpRSjnvT61j1qMj0BzSYPWk60H0pDQSaAc0Y/Gm980hpDnFIG2nOeaT+fSjHsaDn8qTqaUUvWk96M4pO1LwSOtIPxo9aBRR7Z4o5pfSjvSj6UUUCl/lS+gzS0fzpeaX2pfwpc9jXY/C/8A5KPo/wDvv/6A1fSesf8AIFvv+veT/wBBNfE3QU2iijFKKnjJAzmn7seuKaQSM8ZzTeOlDAHFRMuDTKB9aWjHvS4oxSYoxxSYoxRQP1oNFJ2ooFHJo9qWiilo6Cj+dFFLR2op360oFPA4rVYc1H0pOtIc4FH4fhRzzSY9qAOP8aDx+FJ69KbTSBSHOaQ/Slo/Cj07mjt0oPak7Yo5NGKB+lGKMdqXApPfNHNLR260Ud+tH+eaB60v0pe1GaO3Jpc8Uo5A5pR1xS0oBrsfhef+Lj6P/vv/AOi2r6U1j/kC33/XvJ/6Ca+JjSGm0tA9KcoyamVcCnDPWk6E0g+lDdRTHHFRH9aOlJS04Ginhc8UFQM03AJpNuaQg0YxRjFIaTt6UUUlKKKKPrRSiiilo7UUoFKOuKcPpTxnHStNjknFNpPr1/nTefek6daB9MmlpM4/OkJzxScYox14pvsaQjPakx270g5xmjA/wxQOnB5pRRzSY5wakERbvwakNvltu7k0NblB1UmoyvI4+gFNx60EHGPypMfWj2HeijNH86TvwKXpx+lGR2ozml6YpOOtOHp3pR096KWlHXFO9TXYfC45+I+j/wDXR/8A0W1fSusf8gW+/wCveT/0E18TdBTT1oo79KcKkQcgDvUgB6VIsWQMgfWnGLDcmozGRk4pu3mmlc9utRMuDTMUlGKUdKeoyKlVuOPwpjc8mkA707BpOg6dab7UY96aR9KT8KSjigUClo/Kik7UvrR7UtJS0UCnCnCpFAxzWieScU0/lSE44pD05opRjvwDTSeTSfWm8ZoHp2pw68jikbjOBTKb3ope+RSe2KUdPTFLgdaCOeKv2qKwBJ49h1qy1u0aB/KPNU5Qc4PBFV3Zi2fTvSDqf60hxj3phHHpQR6DpSEZpKUGjFHeg8D3oBpaOnvS44o4Gc04UoI9aAead/nFdh8Lv+Sj6N/10fj/ALZtX0tq/wDyBb7/AK95P/QTXxN2pp9aKWnKORUyDipApB61Mh2DPFK0nPH5AU0kMMGoyuD0ppBGM1HKo7VAaTmgHmjvUidadnn0pypvOB1rSsdFuryZYo4mLkZ247VsP4K1LBVIdxXk4OcZ9qy9R0S401gky4JGfpWU6dfWo8fSm45ppFJ3pMYo70UtHeikpaKWigc0Uv0pRnNPFSYrRbqaYe9NzzR3oFKc9MU3vSYz0pKBzRjA9qSgjPSmn2pvfml7ZpMg9TR9OaeD780oHJNaVj5fU9V5rVkbzrFWSQrLv+eM8DHtWHLKqGRBzk9apnGcc0DuM0vrk0n1pO1IeO/NN/pS/jQOme9BPfNHtijNLmg4zxyO1L+VHGc0o560ClHvSg12PwuOfiTo3/XR/wD0Bq+l9X/5At9/17yf+gmvibsKT+VAHYUVIgz0qwikMDx0qXOGBx+vFITuOe9JjOP1zSY556U7gikZf/11Cy5Iz+lQsMMaZSd6WnoSDkU/Bz3zV3TkDXcYbONwr1vTtMSOJbndlUXrnkmrMU/2VnHnDzCM47n2rlfETx3IZwVLDPU1wVwAZMjgVVppHtTTTTSUlFKKKPfvR2o7UuKP5UUUZ4paUU9e1SKeO9aDdaYR69KTqPpQATRjihjz1/Om5xQaTBx3pcYFB5pvag80365pO/FIPWij0/SlJNKGI6E1IrkEFTg1Kb6Ux7dxxnOars5Ykkcn1pAfWlHNBP4Unb1oIOM+lJ3NJxyKTtSg80dqQjtSjp0o7f8A16Oh6804dOetIOnNKOMe1KPbmlOetFdl8Lf+SkaP/wBdH/8ARbV9Mav/AMga+/695P8A0E18S9hSUfWgVIh5qwhzjPapDkseM07kfL3pvVuR+tG3qe496UetKBx7elMYDg/pVeRe9QmkopyDJwaurHmIMHXdnG2r1jZSvcIVwvP3ieBXqOnNt0+FTJuUAAstZ/iO4ZYt9srKqDLsK5bWp4v7NttjjzGBY+tcrKSzH2qPjNIc/Wm44ppyetMx7CjvSfjRS0Y9aKMe9L2o6c0lLRS0op4qRTitBupNMP1pO+KAfrSjtnNDjtTe57UlHalOSBTSeppD2o+vSk4FNIxzzjPWjpSUdsHkUg7Gl9aMkUE84zSZ65pw6UZ4ozQTjvikJ546UlFH4UdqKKXHtQP09aUcYpf50gFO/Sj8KWlrsPhZgfEjRvXzH/8ARbV9M6v/AMgW+/695P8A0E18S9sUhopRUiDJqzGBgkdRUhz97jNL65I/wpo4YkDNKQaUKe/Sjp9fakZTg56VXdSc1XYY4ptIfelXg5FWI5ioxW5a6wRZlHSMsoIUlccGn2fiO7tXTy5yFHG09CKu6zr7akiKNoAHIUYrnJZdx5JIHQVXZs4FNOMcg00mk47ZH40n0NMIpMcmijpR1ooopc0UnHelo7UueKcKctSrwOcVfbqaYR70lHJGcUo+vNIc9OtJjr6+tJ68CjFHOKT86Q80Zpe2eeKYeDzTT09KQ9hQMf8A16OgFHP9aOaMZNIOtOBo/GgHHWkJAHWjrR2o4x6+lGeaKOMccUD3pfrR9OlKMUpA7c0Z5pRQOKX16ClHOOprsPhbkfEnR/8Aro//AKLavpjV/wDkC33/AF7yf+gmvibsKTtQOlKOOamj6/0q3ECF+Ucd6Xr9Owp2DtwenvRjGKXbhuPzoIyTQeORwTxzUeflxzg0FBjPK8dqq3Cfxdc1XOc0maWlB5p27v2FOVjnrTxI2fvGl3E0nT0pOSaac0h+lJnJ6U09aSkx60daBR2oopT060n4UUtFL2pRTgcfjUgY4rRPWm884pO9IPp+NKOmKD0pMeopdp+tOWMnt0pXgdRypA96hOOaacc+lHt6U7Ipj/e4phPAFN+nQ0ZNL3+lJn2oPoaP50uf/r0ZOP60ZwetJn34o4xS96OcnGKT24paB7gUficUdulL2xQOMU5QC1B69eKQUuc/SlFKBmlA4rsPhbz8SdG/33/9AavpnV/+QNff9e8n/oJr4l7CkPSil61NGOnSr0QLJjsKAuRk+vPvUgB9/pTgmRgDj0pfLJGAue1BBHAHIqFuckHg9qb6A/zqwlsCvOD9apXSbWNUmBzTaAKUfWlyDxxSg85xS9sU8HvQSaTvSHI4pO30oI4pnekNA9KCKMUlHSilPSikpaBSilAyfWnCnAnFabZyaYenHWkzzSdjjH1pR+FAP4U4DPbjFTQADkjNWi480MoBUcAVPMj3AUkjdgDHtWVPGY3ZfQ9KgOO3X6UDOeQPxpwJ2n+VQt19Kafek9sZoPSj+dJml54o70daPTH8qXr6UnfPegc04daaeSTR+tBwTkCjgk0uOlFHXml/GlH6UpJJ9Pakx19aOnenDp25pfYigHFdj8Lf+SkaN/10f/0W1fTOr/8AIGvv+veT/wBBNfEw6Cm0UoqxEOauIMIBnA9qfwRnGfxqdI2Y46VoxabNJkLGxJxzjgfWr/8Awj9yAQ0RO3rxWXd2Zgc5Uj8KzWQBuc49BQkZd89SO1atjBvXYcdMk5rJ1SLy5SvofwrKbrTMc0cUUueaXPNKD0zTs+/FBP0oJ9qT1zR1HtQTjjvUefSgetAp3b3pvQ0UGlAzQfpSetHaiil/lSgetOpee1abdenFM74oPJ5pBwBSgYH1oH5Uozipo/vZNWIxudQOc8VZhjkI+Vhgnp6VRuwA5APzA84NUj0+tJwPrTmJA6kk9aiJz24puc0meeaT9aO/9aBx1o7UdutLnnHak6Dil689TR9aTJ7+lJ7mlBpfcUA0v5UdAPWlyMdOtIMg0uM0oNHrQOpFLnj/ADxSjFKOlGenaux+Fn/JSdG/66P/AOi2r6Y1f/kC33/XvJ/6Ca+Jv4RSUD6U5anjYAdParKuOO/FTqCcY7Vdtceavp/Ou5sii2KLHGDnnceprcs/30JidlVWHXHNYXiHSBHbiQKPwFcFcRbZDwQQcdahUYcEdf51vaVIFYbwNo6A5xWDrbE3khK7QTkD0rGY03rSUCgGl7U4U7I9KTqaUHNJ70hxSE896TijGO1FOApSuf8A69AQ4z2pVjJxTvKI7Ux1IPNMOetFFFLQOtOFPFaZ6njFMP6U3PI5pB6c0uRzQTikyc08Pjr1p4lyOScjpTzdNjAbtioC+Tzk0wkfSk9880hJxjPSmGm0EfpSfTmlAwetJR24pOppc8UfpR0o70Hpmk/nR7YpfrS5zSjilJ59KTPp1pR2PFPKcZpNp9KT0o6Uowe9KMkUoPIxR612Pws/5KRo3/XR/wD0W1fTOr86Nff9e8n/AKCa+JewptKDSr1qZAuOtWYwNpYEZHQHvU6emc/0rU0+FZJOWAAH413WnqgSOJct8md3/wBeteCAuqGIqQecjtTdXES2hSRwxZTXmeoQBZ2YDjrVBBgnnvwa0UuXhtiyxjcejVz9/cGaUuRgk9KoHvTTR2oo70ZozTtxozzRu/KkzSZzRmlzk0o60qrmpkUEYPHuKkYJjgU1RTjHgkAde1PXCqcjNQygsxIGBUB4ptHajufWl7UopQf0pwrTb6Uw008DORSf5xRnilP4cUc/rSDHNB4HFJmkzRmikJpvfmm5o5FJjHSl4HSk7cCjrnmkPNH40Z70fUfjSjr70mcUUU49Mmk7U4EYoAz9aUc05FyRgcVpCz3RhyNq5wSBxU0unxrBGwPzEkHJ/Ws0ou5lPBzUJGM9KB0pRz0o4FA68dK7H4WHPxJ0b/ff/wBFtX01q3/IGvv+vd//AEE18S9hTe9FKDU8fP1qaNuQP0qyCAe4FWIZgjA45B9a2bbX/s7bcMIyfuhulacHitIw6AMqMegNZl3rcs7kbzjsCazJr15jlm3cdcdKrBiz5PBPr0p08wFuqbjnHK5PH0rJmbLVAetJSZo6UdaB0opc0lFHel7dKSnKMmpcAdKUDAJp64B4HFO65qWOIsR3H8q6SHw+0tkjrneeikYyPrTJfDN2F3JGeRnpWPc6XcIM+TL7naaynGDimYpKWg0o60opR06VqN160080z3pPSjPX+lJxn0o5GBS9+TSUntSUp4FITgjFNOPzoNJ2pOvNHWk/nR1HSjtSEUUfnRR6Zo96Xt1pOPSlzxQfXFHfkUvSnDkg1LGM+9aMdzcGE7SxVPToKmjeS4jKFdxfgfWsmZSrsCeQcGovcGl6UvSl7dKTPHNdj8LP+Sk6P/10f/0W1fTWrf8AIGvv+vd//QTXxL2FICARkEjuM4pO9ANSo2DzUwbHXn0qUPgYp6Pg5PTHrSs5yfmpvmvnqTmgzcgkmgOeck/hTt5Xk8fjTJp/MckDAA6VSkOW6VHRSfSjvRQelFFGaM0ZzR9aUU5euKdkk05etSCpEGSP1rTsbfzp40GM5GK9jsbNW023Eyo2wALg1tvZ2jWZiVV9yewrgtb1Cys76ayuhm3cdV5HTivLdRSFbuUQHMW47fpVIiko65o60U4U7pWmetNOe9Nx+VN7e1J3oo9u9Jn1oIPNJnrR+dBNIaSk7etJk/jR1PrxSdP/AK9FL170lJ1oIpKKXpjNJ34pe9GOfSil7UvfrScc0vfjpUqMB9frU0bsCeuCOR61K1wRGETp7VUJPPFIKXPt+NLkYHH1pOCKMV2Pws/5KTo3P8b/APotq+mtW/5A19/17yf+gmviXsKSkz1xR3pwqUEY5PFSRsN3PapTjqAfypDxx365pvfPqKXoc5zS5wTz19aRm45NRFsMTnt2qBjTTSdaKOtFJRR2oo6UUuaKUHFSA7qcvA+tPXJx/jUsR575FdN4ejja4TzTtUHJNdvFftbfud29WyFVj0roNNllazFw7hU24Zj6V5f4xkgfVZjbSM6Dpkda5CQEZqueKSk9aKWlHSndq0zycY/OmnrTTnpTevuKQ80lFH9KOtIfSkPSk69qCfekPTikPWg++KKTrRn25oznmgYz1pO/pSdO9HfkUUufajkcUnNL7UD2pe1B4NH40p46jFKp9KXcenPTHWl3ErgkmjkDrSjpRxxml470cUc/5Fdj8LB/xcnRv+uj/wDotq+mtWGdGvh/07v/AOgmviTsKT+dBHNFL9aeD0pwPIOalVz64pQxII65pWGOMc03dweKC2U685qMnPWkzkdaiY9abRRg4oxSUUY96OMUd6XFFHSk747UtKvBqXcD/wDWpwPPSpUOD9av217LCPlfHY4PUVfj1NiozIcg7uTXS6j4qQ6XHDbSMGZeVPAFcNeXjzvuZiT29qplgTioWGDSdqSlo70opw+uK02601jzxTT1xTSe9GeppDTTignFB49aTNJxR1pKM96T60eveikx6GjqetH0NAz0pM80nNHWgcUUvP5UnXrR3op3XmlHNIQfzozyOaUDil/nSjpmj8elKPQUuBxQPpQaM+hrsfhZ/wAlJ0br/rH/APRbV9N6r/yB73/rg/8A6Ca+JewpppKWgVIp/WjNKr8ipUbnjFDMCTnNRs1IeaSm+wppORSUHknjHsKOlJiijmjBxzRRS96SilooFSLzUgGKcDye1O3cUok5GBz6VIZ2wcnPFVmYkmkBOaGFN7ikwaMUv4UtOGK0mPPSmZGPemn3pCRjJpP5UHt6Uh60nr60gpKD0zR29KT6GkpPpR7Gg9aOvej+VHBo7UhHNJzR2HFHal9MUlHuOtHHWl7ijvTuhoPPWk6ZoGcUo65zSj9aWlHrignpS9sijmjpxXY/Cv8A5KTo3/XR/wD0W1fTmq86Re/9cH/9BNfEfakpKX3NFKTRmjNKGpd2RzSZ5HNKCKcwGBUdN/Cjmg5NHak79aWko7Ue1GaM0uaTvS0UCnocHmpM8/4UvWlzQDjnvSn1pp5OSepoUYPNL9fpRtNMIFGOKMUoFPVio4x+VX2700/Wmfj1oOR1Ao4zSGkOCen4U0j2opMHrSUe+aD1460lIDR3ozx0o9aTijrRQevSikoz7Cj6GgfWl44pB1paKUD6U48gc0KFwSTzSY70YpemDThyaOmaUcUcUZ+lL2rsPhX/AMlI0Y4/jf8A9FtX05qv/IIvf+uD/wDoJr4kptBoFJ9KWjNFApR9aCRxQDS560h/HNN7UUlLRSUUUYNLiiiiigfWloHWpQeBilB9aXjHXNL+PFIR3zSZxS7qeuMc0EDtTW5PSkx+NKF5pyoCKeIx/kVbbr0ph6mkOCOlJx+BpD60E000lJ60dKTFHakzSZo9MUd6Sg0YNLg+lJ06UUlA/Sil6npR16Ud/pSZo6/jS04daXt70Z/lSfzpM4p39KXPb9aM0DgUvfjrRTh69K7H4Wf8lJ0b/ro//otq+mtW/wCQPe/9cH/9BNfEvGKaaSgUdDR3ooooBoJOaM0Z7UcnnNJ296U0nvS/hR+VGaM0UnpSg0Zo68jtRRRRSgjNOB57U/PGBS8DmgE0E9fpTc8mlHNSg4p2DjjFMJyOaUAmnrHntUyJ+NG32qVjg0wkc4ptB7+nrSUh9KaTmkz6UUnJ49KPrSdaSjpR2pDwaKCe+KKKD1pCffpRkZo7UUd6Pal4pPejpS+9LSg+lGfzpPpS0D060Zpe1L+NHelOcZGaUV2Xws/5KTo3/XR//RbV9N6r/wAgi9/64P8A+gmviQ9KbSGig0daOtGPzowc0dKSlpKPpRR1ope1JRRRS0lLnmko5opcUUU4U4Gndsk0negnrigfzpw4/GpF4HFKTgYpMAcYzx3qRACwyeKsBR3PHWnADsDxQB7VaOmX/P8AoVzz/wBMm/wph0y/x/x43P8A36b/AApv9mX/APz43P8A35b/AApBpl//AM+Nz/35b/Cj+zb/AP58bn/vy3+FJ/ZuoZ/48bn/AL8t/hSHTL//AJ8bn/v03+FJ/Zl/n/jxuf8Avy3+FJ/Zl/8A8+Nz/wB+W/wo/sy//wCfG5/78t/hR/Zd/wB7G6/78t/hSf2ZqBx/oNz/AN+W/wAKT+zNQ7WNz/35b/Cl/sq/6/YrngZ5hb/Ck/svUM/8eNz/AN+W/wAKT+y9Q/58bn/v03+FH9l6h/z43P8A36b/AAo/svUMn/Qbn/vy3+FH9l6h1+w3P/flv8KDpeoZP+g3OP8Ark3+FH9mah/z43P/AH6b/CgaTqDcixuf+/Tf4Uv9kaj/AM+Fz/36b/Cj+yNSHH2G5/79N/hR/ZGo/wDPjc/9+m/wo/sjUv8Anxuf+/Tf4Uf2RqP/AD43P/fpv8KP7I1H/nxuf+/Tf4Uf2RqOf+PC5/79N/hR/ZGo/wDPjc/9+m/wo/snUv8Anwuf+/Tf4Uo0nUf+fC5/79N/hR/ZGo4/48bn/v03+FH9kaiD/wAeFz/36b/Cg6RqXexuf+/Tf4Uv9kaiMf6Dc9M/6pv8KBpGo5/48bn/AL9N/hS/2RqP/Pjc/wDfpv8ACl/sjUf+fC5/79N/hR/ZGojH+gXP/fpv8KX+ydR/58bn/v03+FL/AGTqOR/oNx/36b/CgaTqHU2Nx/36b/Cuv+GOnXsHxF0eSS0mRA75ZoyAPkbvX0nqILaZdqBkmFwPyNfGB0nUf+fC56n/AJYt/hTDpOogf8eFz/35b/CkOk6j/wA+F1/35b/Ck/svUAebG5/79N/hS/2XqBHFjc/9+m/wo/snUf8Anwuf+/Lf4Uf2VqOP+PC6/wC/Tf4Uf2TqP/Phc/8Aflv8KP7J1H/nwuv+/Tf4Un9k6j/z4XP/AH6b/Cg6TqOf+PC5/wC/Tf4Uf2TqOP8Ajwuf+/Tf4Uf2TqPewuv+/Tf4Uf2TqI/5cLr/AL8t/hR/ZOo9PsF1/wB+W/wo/snUf+fC6/79N/hR/ZWo/wDPhc/9+m/wo/srUT/y43X/AH5b/Cj+ydQz/wAeF1/36b/Cl/srUc4+wXX/AH6b/Ck/snUef9Auf+/Tf4Uf2TqH/Phc/wDflv8ACj+ydRx/x4XP/fpv8KP7J1H/AJ8br/vy3+FH9k6j/wA+Fz/35b/Cj+ydR/58LrH/AFyb/Cl/snUef9Buf+/Tf4Uf2TqGf+PC5/78t/hR/ZWo4/48br/v03+FH9k6j/z4XP8A35b/AApf7J1H/nwuf+/Lf4Uf2VqA5Njc/wDflv8ACgaZf/8APjc/9+m/wpf7Nvx/y43X/flv8KP7N1Anmyuv+/Lf4Uv9l3//AD43P/fpv8KBpmoY/wCPG5/79N/hUiaVqB/5cbrj/pk3+FSDS7/IzY3OM/8APFv8KX+y78f8uNz9fKb/AApRpd9wBY3X/fpv8KkGlX3/AD43OD/0yb/CpY9L1AcGxuTn/pk3+FXbfRb+clRZ3G73ib/CludB1G3kCfY7g5GcrETX1p9otx1mj/76FH2i3/57Rf8AfQo+0W//AD2i/wC+hSfabf8A57Rf99Cl+0W//PaL/voUn2m2/wCe8X/fYo+023/PeL/vsUfabb/ntF/32KPtNt/z2i/77FH2m2/57xf99ij7Vbf894v++xR9qtv+e8X/AH2KPtVr/wA94f8AvsUn2q1/5+If++xR9rtf+fiH/vsUfa7X/n4h/wC+xR9rtf8An4h/77FH2u1/5+If++xR9rtf+fiH/vsUfa7Q/wDLxD/32KPtdr/z8Q/99ij7Va/8/EP/AH2KX7TbH/lvF/32KPtNt/z3i/77FL9otz/y2i/76FH2i3/57Rf99Cjz4P8AnrH/AN9Cj7Rb/wDPaL/voUfaLf8A57Rf99Ck+023/PeL/vsUfabf/nvF/wB9ij7Tb/8APaL/AL7FL9pt/wDntF/30KPtFv8A89ov++hSfabf/ntF/wB9Cj7Tb/8APaL/AL6FH2m2/wCe8X/fYo+023/PeL/vsUfarb/nvF/32KPtVt/z3i/77FH2q2/57xf99ij7Vbf894f++xR9qtf+e8P/AH2KVbi3dgqTRsx6AMCalNQfarX/AJ+If++xR9rtP+fiH/vsUfbLT/n4h/77FJ9ss/8An5g/77FH2y0/5+IP++xR9ts/+fmD/v4KPtlmP+XmD/vsUfbLT/n5g/77FL9stP8An5h/77FJ9stP+fmD/vsUv2y0/wCfmD/vsUfbLT/n4h/77FH2u1/5+If++xR9rtf+fiH/AL7FH2u1/wCfiH/vsUfarX/n4h/77FL9ptv+e8X/AH2KPtNt/wA94v8AvsUfabb/AJ7xf99ij7Tbf89ov++xR9ptv+e0X/fYo+023/PeL/vsUfarb/nvD/32KPtVt/z3h/77FJ9qtf8An4h/77FH2u1/5+If++xR9rtf+fiH/vsUfa7T/n4h/wC+xR9rtf8An4h/77FH2u0/5+If++xR9stP+fiD/vsUfa7X/n4h/wC+xR9rtf8An4h/77FH2u0/5+If++xR9rtD/wAvEP8A32KPtVr/AM94f++xS/arX/nvD/32KPtNt/z3i/77FL59v/z1j/76FHnwH/lrH/30KPOgPSWP/voUvnQ/89I/++hSiSPs6fmKN8f99fzpdyf3l/OvlE6ld7s/aZs9f9YaQ6ldkf8AHzNx/tmk/tK8AH+kzY/3zR/aV4DkXM3/AH2aG1K8Ykm5m6Y++aU6peHrdTY/3zSjVr7gfa5vl6fOaDqt4cf6VP8A99mk/tS9/wCfqX05c07+2L8cfapR9Go/ti/I/wCPqYj/AHqP7WvyT/pcwPs5pf7Uvtuftk+Qem80f2pfOGJu5cDk/PTTqt8AB9qm/wC+jTv7Yv8Afu+1y5/3qU61qJK/6XL8n3cH/OaT+1b0k/6VNn/eNL/a99uz9rmznP3qmm8QalM6v9oKMqBTsAGeMZPvUB1m/IAN5Nx/tfjTTrOoZGLybj/apv8Aa2oYx9tmP/Aqd/bOo/8AP7Pyc/eoGr6iTk3k2ccfPS/2tqG0H7bN/wB9dKUatfk83c//AH2aeuq3/P8Apc3P+1T11G9bGbmbr/fpTfXbf8vMuev3zzSG+vOhuZvX75qNry76meX/AL7NRm7uP+e8p+rGmm9uhk/aJemPvmgX10AcXEv/AH2aPt91wBcS9+d5o/tG7A4uZv8Avs0f2hd4H+kzcf7Zo+3XeD/pMv8A38NNN7cn/lvKec43mj7VcZyJ5M/7xpwvLgHIuJB/wM08X112uZf+/hrp/h5PM/jzSw8rsC7cMxP8DV9AX7bdOumHUROf0NfEsl1MzsxmkyWJ++aYLicniWTP++ad51zjHnSfTeaQzzpyZHz7uaPtlxz+/lznP3zSG6nPBmk/77NBvLgnJnlz/vmj7XP3mk/77NL9rnPPnSZ9d5pBdT8fvpP++zThdXGcCaTnr85qXz50XImk5/2zTRcz5/10n/fZoe5mznzZfxc037VMBjzZP++zS/bJyeZpf++zQbyfORNKOf8AnoaPtk+APPl/77NSLd3Bx/pEvHT5zTvtlwP+W82P9804TzkZ8+XJ65c0oubjH+vfj1c08TTdTNJ/32f8aa13MpGJ5cf7xpn2ufp58uPdzSG7nY58+T/vs1ILufPFxKCP9s0+O9nBBWeQE9fnNWVvJ8DE8uf981ZivpQARcS7vZzVgajMf+Wj46ZDHirMd3MPvzyMg/umo31CTO7zJAvQjfzUcmoXBU7ZH9eG5qo+oznAEsg9wxqJ9RuG4+0SZ6HLGq8uoXKkYnkP/AzUDajckk+fL/32aT+07v8A5+JTx/z0P+NNGp3eOLib/v4aP7SugP8Aj4m/7+Gj+07r/n4l/wC/hpf7Tu/+fib/AL+GnDUrnH/HxL/32akGp3eP+Pmb/v4f8a2XyAzd8Zr1yT4c+ELLRrO/1PU7y0WeOPLNKNu9lzgcfWqh8G/DtxlfFUi8/wAUy/4V5jdRLDdTRxv5kayMqP8A3lBOD+VQ9qPWlHT+dL6e1JS/lRinYz3/AFq4bMjTVnPG5yATVbymXcMdKjK/maT2oANLjvxmlI6U3H/6qTpTT3pe/NFFLnJpc+9TwoZCAMdauXVuluY9rE5UMSy4IPcVGhB64NDY2VEx55qNscAcUwnmk79Bmk9KM8Un60p55o4HvRxSj0xTxXVfDn/kftK/33/9AavoTUP+Qbdf9cX/AJGviFvvH6muy+GGgad4k8aRadqkLTWpt5HKK5XkAY5Feh6xo/wh8P6nJp2o291HdRYLorTMBkZHIPpXE+Om+Hn9jwjwnHcC+84bzJ5mNmDn73HXFeeZoo7UZ46c0ClA5pxBBpxJIxRSFs0EdabQTxzj0opQcGpFbkd6k647CpBjuDxSFsDBwcVEx44xQP6UA+nNLmnK2MU9XYD1/GpUl6c7ferKXAH8XPTFSpePjaGyO49Ka8wORmoxJ8gy3Hrmqzzc9fyNQmY5zUbyZJNRmkzRRR70opwp4rp3+4/0Ne/67pel6v4M0u21fUf7PtlSF1l3KMts+7zXD6l4M8IwaZdT2ni0TXEUTPHFvjO5gMgcetebMBjOcn0pKM8UUtFHOacvGcjirMFuZp441GS5AFd3baZby6IsMsa7FyCC3O71FY6RW32WS0iXMsmTvYZ5HSueu7Ka3fa6nrjiqpXbnIpp/LijoKCSVpuaO1IcdB1o6ketKzAgDaAfUd6Qjk5pePQ0D2qRW2kHJqZ52kOXYsaQPk+9P31EWBHU03PJ6dKaTSUdMUmcmge/WjP4Cgdcdc0opc9u9OFdX8OR/wAV9pX++3/oDV9C3/8AyDrr/rk/8jXxA/3m+pr0P4KH/i40H/XrN/IV6N4u8LeAdS8RT3mu+IWs9QkCeZCLlV24AA4I44xXkvxA0nwxpGoWkfhrVGv4XiLSsZA+1s9MjpXGZpKKKevWnY9KO4zS9KOSaUr0pOgpKSk6UU9OvWp1wQRinBhtII/WmscimHrnFIOKXqOlKDxzQTkDH/66cpwM96N2MkEYpA+G4NOEx3e1KZy3GcfSmmX5efwqMsetMJ4pM0Z4ozSUZpe1A5p46VIOldK/3G+hr37X/DVx4p8E6VYW08MMiLDKWmyRgJjHHfmuL/4U3rJOf7S08n/db/CvObqBrW6nt5CDJDI0bEdCQcH+VQZ496WijvSspUgHuM0LkngdalVcHnI+oq3CwSRCu5cdGBroNK8RS6VJc7EWaOSMx7Zudue496l0fUdMs4ryS+id5yn+joo43HufSsS6u2uJDvbJz6+tV7mxaAo0jqVdd67TkEVBBZTXMbyoh2J1bsKqsMZ5pOee1Hb3pOvFJ0NIRRx9acTnHHSkz09KUZPbNA9aeDjv70u4dqXcTSZpueaTNGe9FHajtRRS96XqfanDrXWfDj/kfdL643v/AOgNX0HqH/INuv8Ark/8jXxC/Dt9TXoHwXlSL4jW7SSKim2mGWYAdKg+LUiD4k6k6FXBSM5BBH3B6VwbNmk9qSiingVIpKsD1xSkEnJ70MMDpQMbelGD3yaQ9OvNBGB703FG00mMdaVTzU4BAzSEYzweKQ80c9aaOTTh0pWPA9qbnHSlY84qPJ5GaTNO3ZxzSbqCeKQ5+hpPqaM8UduaKSl/CgU6lFSDkd66ckZx3qcX9wowJ5wvp5h/xp39p3YOUurgH2lb/GqjOWYsxJYnJJ700kk8mijPOcUUoxmpIwQ/HUdD6VcUI6hH++T9/wDxqYxpBchQyzInXaeD9Ka8g8xjGm1CSQDyR7U+I8lpXwNpwKrkbjuBI5604SMVK53DoAe30qyt5s0+aALtd2GPpWSV4JyKPLd/ur060wqF4z+lNNHTnFGKO9J296B0paX6fnRmlz6Ud6TPNFJS9u1JSil64o6mj+VLxtpR0x608da6v4cD/ivNK9N7f+gNX0JfnGnXJ9Im/ka+H5OXY/7R/nTQ2DmkZsnNJR9RR7UU4CpFBBHFSEY5FCltwOOnWnFSOueB3poHHWjHboKQgDIphxQPSl6DimEmhWI71Opyuc80Y44yTTfpQCTSj3P6UucentTTz0oAx+FNYkmmZ5ooFGeelFJR0oo7UUUtFOFOFSDpXSHikGOc/hSd+OtFFGeOlH9KM+lKOTU8KgBiTg44GKk3ccdKkXOdw+504p23AJBAwe/ekDZXaeM88igNt47e9TWhjWQtKzxhVJRkGfm7fhTbOaOO+juLmHz485ZCcbuKWOzkvZJWt7dii/MQoyEHvRcyvaQvAse3zBy2OorKJz60nfmjI/Cko7A5oox7UtHqOKAcEHHSlIIPPWg9KTNFHvQeKPalo/lQKXgEd6X6dKUfWnjGTzXW/Dr/AJHvSR/tv/6A1fQV+M6dcj/pk/8AI18Pyffb6n+dR96KM45FGc0ZpakiTewAIB96mjj3Njoe2aUDnHYetLhgc8cmnYz1PSnKqjBNSrbNIjMFJUDlvSojbylCQm4Z5IqFk49PYioj1pD0puD1oGKcrbT7VLnPQ0cjtg0nQ0pIx1pvvRjJ5pc8DFIcEHio+hpOtFFHejNFAo7UUd6WilzxjtThUoJxXSN1pKTJFB70nvS4o74pen+NL29PSrCK2Bj9KsJHuC7gAo4JBp7xbQRggcnHpUeBwoBOec0mOucYNKCq53Ln1zUlxMtw4KRrGEULtHf3qsOFz+Vauka9daJFeR2xUrdxeW+4ZwPasaeYycEsfTJ6VX759aKSlFHTpQM0UZxxRQQe9GaM/nRRSUdqXv2o+tL3zR3pfr0oFOFSLXWfDr/kfNK/32/9AavoK+GdPuR/0yb+VfD8vEjj/aP86YaSiiilAqVF/CrKksMAdKVRgc9B1p4QkjAO3pUvk7jt5I9Ksw2f7s+YuM9OePxqzBp8xspZEYCMfeGcZGahE0kL/uWKKcZ98VUkR55JAsZ5JPPBqhIhVypHINRnGO9Nxmk5pOfWnqfepVXIHI/GkPfvR64Hbmm5JFIOtPx70YIWou9JSClopKXtQKPaijpRilpRThUinjpXSnvik5pD6UUn404LzjpSd/rS+3rT1GSO9XI3Kg7hx0B9Kswqof5xjjj2pZJcvjqvp60xYzI4jRTub7oHrQ0e1G3LgrwearEeoxQw4+UYHc0wMNvtTAp68gZxUcgw1RnFFJ0NLRmj+dL2pM0p4/8A1Ur7cjYWPAzn1ptFGKB+NB5zRR060D3pccZoHWinZzzml9KkHvXWfDk58eaUAeA7f+gNX0Hff8g+5/65N/I18PyD53/3j/Oo6T8aKKKkjTcfarPlnYCcc1IsZxwMnFTrASQeMMM8Vagtnc5GRg5JFXobQ7FAQg5JDYyfpUyWxkkwoVD3QjAx75ongLAIqKMc715HFZ92ZDNj5SRxnHUVWuLgKE2RruQfMV5z9aoM29izDrVd+KYOuO1BHNJ7ClqRXwO1FGcEUYyeKADTxzS/wkHpUBPNNozS0UdaSlo4ooFFLS04U9Tx3rpjwaToaQZ7UUvbOaTH1pxXBwf/ANdGBViFWHAGCan2nJwDjHOanUOMEjI/Snqu98AYxzmhoSuWz+IpBG0rbVBJPQAcmomiZfvA571CynOB0qJhhvmpu0twoPTJqDofpSY+n40UmKXoCB360Z9BijqeaUZFHrR3opPejn0pePSk5oxxQMHGePejPWjjvS+vFHbNLwOtGOgpwPOc07NdZ8OD/wAV5pQ/23/9AavoW9/48Lj/AK5N/Kvh+X/Wv/vH+dR96SjFKKUDNSqMDHarEbKHzjHHerKKSw25GR0I6VaihPGBnccDjnNdJpOkvcQNIcoF+8MdfatWCJFJiABZcZI9KiOko8u1WyzZbJPSsu7t5BE8bMgDEghRxn61j3FsfLIjkTf1fn0qpHEtuWVxvZxgBTiqLIN5yMZ7VVlHzcUwDLYzihuSfSm9KKcKd+hpaXGBntQGHpTmcADaOO1Rlj+dMNFIKXJoox+VJS0UYOM44oopaUZpwpwrpzzSZ6iko9u9HejuKXH0x0qSNM4JHFXbdRIQMYIHfvVmySB7pBcMUjBO5lGcelXjYp5cTiRX8zJ2jqv1q7a6W87KsaMzAZPfPvW7bQWtvbXFmsId5gNxdQdv0NZo0MI0zrIqvE3yp03ZrJlsGKSPn7rYI71Qmg+TPGfSqkttIkayOjBGJAYjgkdarsQA2O9QEexoIwM4603B54owetGKX3AoApevSk79KPbNGPzFGOaU9+lJ/Kj8BSUvbpSHjoMUY4pelApfej+dL0p3cV1nw4P/ABX2lD/bf/0Bq+hr3/jwuP8Ark38q+H5f9a/+8f51H3ooxSgZNSqigc9amijUn5zgCp9yhSqqAackrbg2c571pWd0yuHOAw5Hy8iu50a/jlV2J2+aMsPfvxV9RFJvREAOM5IxmpIViJ4XBIxz3rJ12whSAGAEPkHgdTXF3G9HwwIIz/OnTXNnNZxQmHZcJndIO47Csi4kV5SVGBiqL4JpoOO1LjPamkc0lOUU4Dv+dLswelPCZA/nSGMg01o2FMKkUbTSbT6UbSOTSH3paTrRRijFGOKKWilHalFPBxXTnrSYzSE8ijt70cZpccU5V5GeB61Mp2/L2zUqSbMMv0qUTHZt6c881o6fdNDOpU5A/Gu40SeGVZZ5d6zZAjKLx7g1uyW9oyoIm8x2TLAdQabcW9jNEzBT5mwK2emfWua1vTobPy5rOVt+PnUD7p+tc1FcrazkvEsqkEFG/nWXcyySIqbm8kElVJ4U1RkACkAc55FQY7jpTiAFAyDkflUWKMc9KULTtppVXpmnFDk/pSNGRjIOKaFyO9OMTgZwcU3aSAdvWkK+1J2oHXmk70UUYpfrS0Hj8KO9FOB6V1fw4P/ABX2lf77/wDoDV9D3v8Ax4XH/XJv5Gvh+XmR8/3j/OozRTk+8M9KmZVBBXv608IrNhQRx061NIAp2qeKi5GKco+v0FWonYMD1xyK2dL1BreRcdTkfga7PTyHZWUZAAwprRkmMJJRMt/Os66vI5rgq7DjsvY1y2qDzLkiMgsxPQZB9Bmql7Fam2B8poplGG9GNc7J1xjp1qu3J4pAuaf2xUTUmMHpUiLnC1ZWPAwBknv6U6OInPy5J6VY+yMoycDnHWpEtkK5cNnocCke03HAwcYxUUlnh8Yzz1pj2qgjBHSmtAFXIOagdQOSAKhbrxTcUGjFLijApvINFH5UtKKUU8V05/Kk7UmaPw5opw4PPSnZGRxjNShssN3P1pcgNipFztDAcVZgb5wASMnPFdXYalKbeC3U7Y4zkY4P412ECSSyIY2/eMoyRxVmWzK7x53z9dvb3rCvriA2EkbMVmLH5R0+ua5CUtBMNkavx92ReOaoC6e0EqeXE3nIU+YZ2j29DWVKRnmoTntSkEqT2qM9eaekbyE7FLEDJwM4FPCjdxj6mrlpaxSSZmk2xZwWAyR/jUHl4Y45Azg46irltJbLbbJbQySeYrGQPghe4A9/Wo7lIpLqTyEZImb5FY5IH1phQgqoTleCRyT71LI0lxGgc5EY2qOnFMt0t1EpuVkI2Hy9vHzVSkyTwOO9R45xR+H1o7U2lpP5UuOKX1zRRjvQKUdzjiur+G5/4r7Sv99//QGr6Ivf+PG4/wCuTfyr4fmx5r/7x/nUZpKcKfn86miO3BOfSnMxA5JpFzkc8VIoBP8ASpEJBq9aNidQR3716Ho4ElpHIDyBg4649a1J3BiVVVxx/EKzLjSZbpxJBgMep6Aio00lLe0kEIEs5P3Rz0rl9XWFbyDfOSrsSyg/c7Vzd8UF1J5fK549Ko9TSqKcSR25qFutORdx9anMYUgDp/KrdvGXYHAx9elaX2eMMDs5PXPOBS+RtZRnc3qOlLx5OSQT0IPcVAzkIdw6nOBUbSENnAGKjZldunHcGm7EBI5656VTnQbiF5qAoR9KbsOaUocZ9aTZwacF+XNNI5puO9JjikFLS0venjpxXUHGabSYpQcUDmlA4+tOHU5596Un6/WpYjGN4kUnI4wehoQ9iTVmJ+QP6V1lrcaUbG3Ee+O8UHeMZUntXUWOopLBAUfLqu0g9+aul52DzIw3N3Pas7U7eGOKKaZwxOARXL6xfWUj7o0DNtwwxwPQ1zNxcNJCkfAC98cmqTnPc1JatbpcBrpHaIA5CHBPpUDkbiBnbnimEYPPertlcz2rM9vIY3ZChI7g9RSmFFjUqwJ71aSGXylHSNu9W7PS2mSSbyy0a8HB55qKaIRE7V2gHAyOTQfI8ldit52c5POKrrJ87uTt47CpLi4e5MZPlqQoQBFxwO59ajnuGK+WxDRhicY5qkQGbao47Ad6iKgv0PXmh0Kk88U3GcUh/wA4oPGKTFAOOhpeKX3JpOvFHSjvXV/Df/kf9K/33/8AQGr6KvP+PKfP/PNv5V8PT486TH98/wA6jPFFKKkU4OT2qRQcbvWgemTSg9/zqVeSPmxSqcP97AqzA/Kjrg4rrdC1M25Xc5VM9q7K0u4tuXKbW5qWfVIIbWQllCopOQe/9K4DUfEcokX7NI0SqDnnqSa5i5neZ2aUne3PJqk7np+lMBzxS9DilJPWo26mnxZDDAzirqLvYYGB3FaNvGBKAM9euO1XnjAKhPmJpu94m2cZByBjoaglLZYYHXJqEAlduAM+9I0e0AspAxxjmoygDkMePXGOaUKOp528nHp9aqSRAsx9O2ajZOMYBHtTFTBzimsMbQRjimg5JHSjbuOAcUjLgZqPjI64pGAxkd6biilFKKeOldQabSDNKfYUUoOM+tOycAYzR24zT2ZDt2rjA596UHnpUqnBxxirkEuDk8V0mk3UiWs7fuyoA4Y/Nyf4a6JdbNqjwxRhZHXhm+lcvquvPdQJE38AOWHeueaWSRTtwVQc5Paqn3nVcgBjjk8Cm3Mf2eZ4t6sVONyHIP41F04zRgkE4O31pO/apEJGCPWtC3KZQrnlSGz6+1aT2btCjxowUcHJ71OtvdW1slzEW69R/DUP2S4vZDvJGTljjpU+n6fJJLIbaQGeMHAK/fHfrVGeCMW6sqOHLEOzD5foKitYYZ7grcSmNSDhgM844FVJFYZUgDHXNQSHOCo7/nTGB6nv+lMIINC4LAE8ZpzoFYgcjsaYykCmnoOmaTHOKKPpR3xRz+FLXV/Df/kf9J/33/8AQGr6Jvf+PG4z08tv5V8PzY818f3j/Oo6KUGnckVNGeMetGRnoKXg9KejlG+XHQjkUoPp+tSo3zpzjmtizlQOkm/AHLDFdm93G4txZZZeN+BXO67dsly6xEpHnJB5rmHl3MNzAZ56VBIVDgjkEVDnk5pB0zjinYzyOc05VweRx3NRsM8ilQgNWpCjScIvzZB471rw2xSZMs4XPfjNXBEu/IOBzwecfnVibR7n7Gl15f7puA4GaqnTpBGWIP446Uo0mb7K9yV+QHr6VmyxbW24wCOOOtQtGWb1bHAP0pwUxqylRyMHFVkQeYc5J9AaYyLtC4y3eomjKn7ox7VG8TD73FRlAAB1zSFQMAHOaVlyAOM1CV55pjU2kwSeKWlFPWuoNIRSe9B4NBoFSbx5W3YN2c7u9A5xx0HWjoeOppRknABJqXDoSrqVI6gjmnh8jrWjp1xbiUC6aURbTzH1z26+9bOmXD3UcuGDThWIRm6KB1+tczPIdx3Z61AcnuaYThTkDnoaYxy2eaXgxbtwBU4296aHOMZO09RSdG449qegOM4zV6B8SdcDtW5p906XsUjkPzyp6cetbfk+ZHJsUMS+dyHA/KnJbNBAVGQrfeHrUkumK9i11CEjCEZG7BOfQVzF0j7DGC2zJYAZ6+tUwA0nztxjqKhnRN52kHB/MVWkAzgD6YpjMWUDj5emKYV2nnoeaCCDkDmlUYOSAfY0N0IPHtUTDHPamY9s0nQ0poHT60daXvXVfDf/AJKBpP8Avv8A+gNX0Ve/8eNxzj923P4V8Pzf66TnPzHn8ajpKXvTg3GKcp+ap2A4K9MUzGOvX2p6kY704Hg8CnYOV4xzxz7VahbbGzfh+Fa2m6rNbqAQTgcAHoPWs3UL1ri7kmYKdxzx2rPkbIBJyfYVGxz2OKbjmnYJAPGKQe1PHAxnmmuOM4pExnkVtWR+QiMsRwThsVeNxLsVWbIxnOclavQ4lZcAnJ5U/wBK7WwtA+jhGY9egPFTzabCkRWLYAeCMZJqncaesln5ZlZVGWCg8f5zXH3tq8EjfuyFB57596oGFi3zKcg8EcUrJ5ZZiecYOagnSOPEeNzkfNiqhwuMDjNIZGZiMjA7461GfnOOp9c1GcY5yvqKAueDz6YprBQAVbDenaoHO4Enr6ioG4NJSUCnCnDpXVNxTaOM0YHNJ65ozQO1P6nIPNLjnmlDFW3LwQcjHapZJ5J5TJKxdz1Y0qDc4ydoPftVq1na2csAGwMYIpYr6W0mE0TeXICSKqSyGRyzdzmos59hTCT+NJQPpRz1pcc9OlPXg59ulWYMbxn7ua3LVF80SrjGfmB711ul3PlyCZYECrghSMirksW6QYdSJBuKr2pi2ctwTHEpbPAUdTmsXV7YI5jEZikRSG5rm2j2vk4A7nHSqrHHGOeuahUOXyn3vYVAynk9D3GKaSxIOegxzQFLHJzT9pUZx1pCoyc8cfnUbKduTz6GoiKbjmg8UcUo9KlaPYuTXS/Df/koGk/77/8AoDV9E33/AB4XPAP7puD9K+H5f9a/GPmP86ZSUUtPB4qWNs4B/P0p7JhsAgigDnB6j0p68HtT0xvXLcA/WnO5R88ccc0q3Eke4K5BYc4FVjIWPt9KY2exNJ1GOw96BzinkAqOKVRnpxml9ieB196VipXg9vWo0K7gGOBWzpxRSMsc9SuOtXfJYvkptGcHjNblhYF2UhS2OhOea7S0t5Le1aEqAOOM09n2oCVYMOM9qrX1u7R7lAw3BrPuNPW9syBzKM8Hj8q5aexdGZSCpHJ7gCqEqHYMMCMYFU5N3Usc46jvUJYHHHA74qM/j04po644qRV81Sqrl89fSlMBD7SCMDkDrULKsbqGUlRz9ahkVSTtXapPHNVZFwf1qOiilFPHSupNNx1oH0oP0o+hpO1HpTwc7cDGBzjvQOeKcACR2HepEG7Pt6CpViOM5GAelOw2DxkfyqFzkkkZNOcxC3TazGQk7gRwB2571ATj2pp5I7Unal7dqAzAFc8HtSZzxzTlPzZFWYnAYHH1FdToot3Rmm4wBXTW8toyN5cgIC89s/SlNzEkoXdn3zS3VwyW8ciuAxb5dh5rKlIuZSsj7euWaseadI7e5haFXeQghjwUx6VisRyrLnI49qiO5OhII9DUy2bvatcAqFVtp55zVYxcfStKHR7p9Jk1KOMGCJwjN1waie5BsUtfIjyHLGTb8xz2J9Kosp9gacsDyRuwGRHy2Owqow5pp4GKT3GKKAcHNSy3DSKqnHHcCul+G+T8QNJP+2//AKA1fRN9xp9yc4/dN/I18PyHMjnr8x/nTPxpPrRQKUVKrYHWnBuePyqZWjwCCc9804Om3gHPamnzC24dR1xSfexjkkfnUZcgj2pNwI5JzSA56Zp5Q9sHNOEZChyDgk4OOtL0GccVYtbZrqcRoF9TuIH6mrhggZHRIyGB27ic81mOuCwx+dQ9DyRWhYljnBHHXPpXRadcRmVS5G33ODXo8N3psdtHmJEwAc96m+2Wdy4EbnYBggjBNRTXkEQO3Zx1GetM+0xG2dnOCRkA1ji/jRyy5xzu7VjX175l0C0mEIOAf/rVg3LgSEdD61QkYcFT1+8KiOc4AzTlTcMdDijywBwR35qxaxZJ243AZ9qdnznCEYzwCKrzQKr/ADMWUjGfQ1W2e3P8qrTR4HHWq5GKSilp4rqT74ptFHakJpKX+VKDS55xmpVztJU9OoNXc28kMKRwkSDId92d3pxXZaHpWnz2WJUDzFgDkfdX61iajaWloJtr7WD4jQc59c1zbscnnimE+uKTI5pOooJNHtRnAzR15FAPIqePG4Z7VqWNw8IyuGXuDV+3uXjLE4IPTHSrf2glt3Cj0qSO+eMjeu6PPQ9/apLzULWZMQxmEklj824YPQCsSdwQckcGqEhyeeoq1LaQGHzLeQthMuG4waNMligvopJ4/NhDZZPUVNqa289/LJaRGKFjlEY9KsW0l3DYzQxEmBz8yZ4J9aIoLA6bN5/mi7z+7Cjj8aynjABPP5VA/wAmdrcH071XkUduO1RY7kUmOwpCPeg0nv3rq/huc+P9J/33/wDQGr6JvxnTrkesTfyNfD8gxI49z/Oo6KMGilFKKUNTwQalRlJG4cfWnM5UDB79qYG284/Oonk3N6U0c1NGCFJ69qeEPfp6ilDYAHJxSh2JHHFXLOVI5Adin2apCxjKkvgnnAPI9qrSKrKXXueR1xVNvvVYtmI9cH0rcsmjQN8zc8AMP1q/JdvvBJLJxgngj8KmttRkjPEm4nvihtRmDEb+T/ninprEyOCvPPINR/2j5quGOc/xZxioGfL5AyB1JGQfpVGQDA2MMHnrVZ1H9RmmFMDke1LGvH49+9SCPcowASa0bGwe4GFHOCc571BNbSQzY2k4PQ+tI8fmKGCjOMH61C8UcZIMb7SuACc81myqM5BHPaqTqeTjimUUU8dOK6k9aTFJ2xijtSUZ7UZoFFPDYGO9WIJ/LZTjOD61up4muI4JYYgIhINrBB1HpWHPctK+4nqc5qvnNB44NAOMkDmm9TR+FHTn0ox+RpQPU8UhGD0p6sQe3HrVqOUDkjPHTpW1Z3Vl5QE0Ds4B2srcZxxQk7b0BOQDuGRWrd3I1ARlIo4yi4IQYDH1qkjWkUU63KOz4xGVPQ+9Uo1E77dwGOfm4BxVdovNnKh0U9eTxUIJHy5GfUVZtrdpSAiliOeK6HS9FmusXUgUW4ba7t0FbkukrpdtJMAssVwuI9j/AHW9xXOy6bI2WGRnsKoXFntOCOfes6eIAgHg9+KqvHjJxwaqspDc00jIzScfhSUd66r4b/8AJQNJx/ff/wBAavom+40+5/65N/I18QSEeY/+8f51GaSiiilopQadmjfwPrSbiTSdTUiJu6VIW4A7e1KpIHHWjnuaeF3E809Mq4JB496siPzZMlhyM/MelRz9QFXHfg1UkHOfxp0UhQcY59a0be6JA9c9q0UmV0CbhjPzGrkfltnA2be/cCoXQ9AwYDgDOKjZMoeVUE455NIRiIbMdcnP+femtJnbgLuHVsdqiKqwLHrngjjNMKktkcf55pfLDdwMdqc0IOFGTnj1NWRDh+hKgZHGM+1dBomYJ1YruHUqy8GrF7ZpdykxIpHVhjpVQ6SLZfNkXKhuO314rG1C3YPnYyqD1PP+RWNMu8ED5RnI9apSpjORx1qsRjrSUop4HFdSetNOMUEdBxSUHjjvSUZozg9M0ds0fSng+3FPDHJwccYJppPSkB74/CgsSQTRkY+vrSdKcFJOMZp4jIcA9emKkaJiUjO4uPlAPp2FOmsprabybhTFIDghuwqCWPypCAwOO46GmirEQDHBx7VoDy0VCh6Dvxmk8wE/e/xrrdC0/T5NHur26vVikjGY4+7H0rBmkW4lOzaqA/hVOJ4/tJWVvk9VH61EY9zErggd6FT5xxitvRCsd9G+3gHlc9RXUM0UspitVeOCR9xjzwDWvDpvmIiFdw9cU+708WUIWSNS55B74rlpY0+05lUBN3LYyR+Fc1qEQa4k2qduePpWbKCBtIAqm6g9BxUXekoGMHP4U2uq+G4/4r/Sf99//QGr6Jvv+Qfc/wDXJv5GviCY5lfAwNx4/Go6SiiiiilpScnP8qSlA4pQM8VKoIU04D8cUEDrnApwxmnADOCPanIDuwOoq7CCEUDkk8DHSopuoIGCBggVUmBAGBUQ45qeGQKwIzWpbB3yFG4L8x9hVxlMRZw4OR2qF5lOzGQ+cMe34UouXLDAIyeKe0pOQGZu+0nvTA43YB271wcnv604FtpQt8uc9ajYBlLA89qVCR8oyOMA+1aOnQrLMq4Uc9cda3X05ERcDrzgnmt3TNOQREsucng4zWxbaRGkvzLtjPPSqmvyRLaGBI1K4649O1cJfhwjlcEgDK4rCaJTnzF+990joazZ0K5HUkVScEY64qOlqReBXUEUnc/4UnPFJzikJoo70lLzRTgaQk54P4UpySaO3WlAOO9KAScDHpUgtn+0rAy7HLY+btV+509tLulS4Mcwx/yzfNMMEqSxvJG6h8MpYdV9a0bvSbmMx3DOrBlDKFbJQdqy70OJmVnLt3YnNU3z1xTc4571JG+09/erCzYX8ePaneYcgg4qRbh/u5wP1FBdsN8x2n2pu7I4+lW4YyxIALIOSRU0URMg7r06V0Wi2tusp85uo4OK6+zt4YHjCuGzycD9K3Y5PMLBAoU4yBVXVIGkwQxZiO/auQ1KDAIAwenSsi+sY4tMW585PMdyvlD7wAH3j7VzLpukwPlzxk0zVLJbK5MSzRygKDuTpyKzCMDFN5zSEccUEcV1Xw3/AOSgaT/vv/6A1fRF9/yD7n/rk38jXw/L/rH/AN4/zplJRRmijtRRS0d6cP609R36etO6DGaOcdTTh785qRTjp196eoJbtVq3g3zKrdD6VtXenLDBE0TkiT07GqGp6XNbbHwdhUEECsyRGMWCDgetU6kjOCOOtX7a5ki3bOD6etWjOrRhSpG3uOtQs+4kdvfrRGwVT8xBxxzTmlLLu4BwDxSCXBOPwNSq7sOfuZxVxLVpUygBCgk4NJFCFbByCMZJFbmmWO4A7QF4yQOtdTZabu2swyuOAa24YltcBOg6mrcsrSRADlAOtYWroZkJA+XFcrfWu5HYhmOOo/XNYNzEE454GBmsu4UPGWJ+Y+tZ8y7RgnOO9VsU4L+FPA9a6YjtRSGkPWkpOmaP5UhzS4NHeijripIWjWZTIpZP4gDg4prFdx25C54FOViBtHTNLyTnoeual3OW3ZJPqec0AFm56963be2juLCKWS+Yyqdiw4JwtXUhTyCWY5GAwPGc1n3luIixK43DGeMY9axpbh2gW3LDYhLAYHU+9VScdaQPg1IspAIB6jFPQkgnPTtUiyE55GetHnkgAHgU+OQE4yM8dKtwSFSMZ4PBrbs5RJc79xMjnPI796602CpaxDyVRwchv4jn1rTsbaSExyPG21vu5HBrdaMJAZMBSuPlHeq0kqeUGcndjgYrnNQvWBYEDkhtxGeR0rkNRuWlmff1JJI4wax5ywyDke1U7kgIMfj65qoTn0pnTvQPpSV1Xw4GPiBpP++//oDV9E3oBsbgEZBjbI/Cvh+YATSAZA3nj8ajopKM0UUUYopepFOAPtTxTs5I9qO570/p0pwPoCTUiAj5sVftN7zIFwCffFd5oVhFPtS7U425+bPymna7Ytc2kEVuB8zbCzdRz2rjtXsHsZpbe4f50I5xwRiuccbWPWmhs8HP1qVJNpyOop6zMBjPFTodyglgF9zzS9OFPGeeetHmEttycZ4A4pCy9OPwqaI8hew9a0La4MbHbMQOmfWtCPMziUNuGMsrcVp2V08csYxgj7oxgE11VnfF4sYwRWiZWOGJySKmjlcIUwMY55qG5RDbFy3zdAK5a+Qxxtk4U8/LXPzzhw7BVYuvU/41i3HlLKy43Ar0zgfhWddIBErDOT1BPNVNuMetPxzn+VOABAJroz1pMEjNJjt3pCOKT3pO+aTHPWlooNJ7Ud6d1xzQKsWU0EN2klzCZoVOWTOM012R5SUUgEnCeg+tW5XllsIiUTyYiUUgDOfep4rQwWkF+s0D73I8knLDHqPSuh06FLTyZmVXeUEupGAoNakkMcqmEwRqIF3ZQct9cmuQ1SY3E8h3BAq4VSc5A7VjNgsMdKgk4YioS2BSiQDnNPEozkGozcEvhTSiZgcZ5qZJwpA4z3qwl6Xk3KuAeOOK1bG7MVwjtgjrz613EOpx3twkkRaPIClWOQPxrtLK9RtNWOcENERsHpTppoJW3htqnqu7nNUzc7JHYENwQO9cjqkuWbH5ntXNXGTlieOoqs80Zs/KaJd+7d5uTnGOmKoTOphK7Pm45HpVE5JHSk9sUnU4pOldT8N/+SgaT/vv/wCgNX0VeZ+xT46+W2Pyr4gnz58meu9s/nURpDRRSUtFFFFOFOzUmPlzQOpp3OKevHU/lUq+n9K3dDs3nvF8tSzDnBHHFd7ZTf6MxB+9yFHOMdqv5VoGmbACKQ24ccV5/wCKb37RcLC20sgySeefQVyNwMPkYxVfOacPcgD0pwfB4HTuacDyNxqVZPnHbtSs/wA/bjrihWHYVMjAuOvPFTJJggk59qvWsrhwBkjr16Vtwkum5X25A4PHWuo0mLzGGdpPbHSulltViVCBljwQaaImjG/O329qqajmOBdykZHH+Ncff3QKGIs2QcD2rn53yCByOQw7Vm3Eew5JBzyp69+9QXIXcnng4C/wYyfSqTkNISBtXPC5zgUgyOlPAGTXRnrTSOvJoHakIpPWk/Sk7UEYozj60Y5pPQZoI5pQcGpbgQ+aRblzHgYL9Se9R+xpefSrNr5LyBJyyqQeR2PrVqyQi4DKFkVWA64yT0rrFhdLSY3BXzcjIdOc/XtVhL21jsmeFnWYxbJhMNwc+oP5Vz/iCye1aBpTFiSMMpjOePf3rnHK574xVaTkZqA570w+3Wm5NNzjnv2p5bI60BskEHmpo5dqdifer0MoA5yT2rUstQZJlIbrXdaTqkjQxs5wmcA561qanqcEkga3RoxtAPfn1rJbUysmCcjvg1W1C4tbmWR4sxqckLnOPb3qpPdac2gfZ9jteiXIYD5dtc/ISVZR+frVNlDDJ4z0qtKmxyvp3pmOePSm9e9IT82McV1Pw3/5KBpP++//AKA1fRN9/wAg+55x+6b+Rr4glBEr5z94/wA6jNJRR9aKKKKKKWnA1IrkDFO470tPTO4Yq5FGZHVcZ57V6Dplollpm6KMCd1xuI5xTtPZ95i3hO5zwQPam6xfXUenMqH5H+U7T0yevFcVdMbmaSRn2vtxz34rMkiRoiVJyCMZ7iqjZ6Z/KmnOetCnmpMjNPEhBwDge9KDk560EjIxwPUVIrHHTOKkU89fzrQiYoQ7DKnoentW1ZXyuQpHyj7reldnoU8XXO4LjaBwDXVtcqqF5BgdsVWuL+2faejjgjrWdrs6m3Xy5N4A6V59eXLGVhn5gOgqlcMpQMxCljwTyPWsyfKKdykjr06VTmcgBScn37VDgEk8+1PXAXkY96kVVxzxW8TzTT+PFFIc0hpOhoxg0lFGPwo7GjFK23jANGfY4ozntRkjmlVuMdanikKMG75zW22v3M8Wx5M5wpx6VVe+muSkYbcQMAfTtTZtTd7ZoZFDZXZz1HOfwrJc81G3UdDTCgPNQuOfpUR4NJwD70nU9OKB6DipV4HXrU0chQ5yaswSEfePOc59K27TUnj2YPHqela8mpPKinPI9O9QNcFjuAxn361PeXtq9lbrDCROgO98/eNZfmkOH/2ugNR3UgeQlV2gj86hfYyEEcg8VFcQSJGHZML2PrVMtjHOKQ0xiK6v4b/8lB0n/ff/ANAavom+5sLn/rk38q+IJR+9f/eP86jxSUd6OtFHaiigUelKKd0zS8e9Sr05FOBPTFPAOQRV6yjYyo3fPFek2lg82nLN5smccADg1DDZLKp+bJZmB2+lZ2oxS/Z3ty0aKvQHIDfjXJXzyTuQdoZMKEA6CqMzKEwIwrZ5x3qm2KjPXiil3EDrTg/GKXf2pwJweacjAD71SgZ6sKtCTC9x6en0qS2m2sBnArt9CvY1iUhsHj92B+eK6e41SKWy3I4O3kisC41FzJhcr3Oe1U/7VPKu2Sf4Sev/ANaqM0kDQ5QHeCV5HFZlwzMWLYKLWfIwwxzj0GOBVMtnrg/hTMY4J6d6CxqQEHrXQNxnpSY96TpR0zSU09aMZP4Udun6UYx60mPyopOKXv1FGcfypBS57cUo/WlDEcn1p2/060bvU/nTgy7Dk/NxgY4qJz68VESCcdacV/u5qFlwehx6gVFgFsU14+oHWmhO3WnbTgH/ACaXGAehFLvGQaUSbTgCrsVxtHBHvmrUN7sYozHI61qxyK657jkNUcjDdkElc56UzzOTg/eNWrLTpbx5EjZdyIXwxxnHpUNotuZCt0zrEQSNg5Ddqs2cIvreWz8kNMx3RvnpisC4iNu7LICCpINVfNO7npSF+ldZ8NG3fEHSf99//QGr6Nv/APkHXPOP3Tc/ga+H5P8AWPzn5j/OmUlFHeiigelFFLnpRS0uemaeKlU8gdamjGWAyBn16VetbgwSxsV6c888ZruLXxrBbWKxCEjAwqqelZw1z9wJlZRI7n5QeRzUL6y5A+0xbtrDDMcEisXXNTSfUWnshsRlAbjGfXNYpBc4yS2c4qLAzzn3ph60nSgUUuOe1Lk0qnual3gtwKUydf8AOKkWY9+a07DUHt3jKkcHiumg1YPEd3yk/K+DwaqT3DtzGRx94/0rOaVzknOB0qubmQKVz+NPe4zGXwBz+fHpVKRwc7jwemPWqzMFPv0oJ4GR1pgbGeKcrcc+ldIcU2jrRzmj603H4Un60rKQcEEEdjSZHOB/9akz3oOc/wBKTtRSd6XvRSjG33pQpPbge1JjmnAgD1ppyOaa3JyT2ph6jjinhivI4pnmsQwJOCcke9QsCeV7Uh+Zs9PagZUjpz3odiCFOKYenAx+NRnPU80gJHepUfBBPFWFkYkEYPrnvV62vvNG1flK9u9Xo38wYyfwFOkWSGQKwCtgdOePwqSS6meTezFWAAJHBqEHcflfitSxkbTl+0MVLMMIOoIrG1FXnUyBSSxJI9KxGJVsNTwdyn1Fdb8MGz8QtK/66P8A+gNX0hfDOn3IHUxN/I18QSjErgjkMf51HSUUUUUvWl7nAFNoNLSg0uaUZqwiqwU7gvHJ61Kq5zGjLgHjHVvpS+a4J3EnHHPak+0MExupqTOkgPG4dKs3d/LM/wA53ELiqTNlcZ+tNR9rZycHg4oYgk4zt9+tMI69qbjigKc0uOKABmjGTSgZ4pRxRnnpTlfsaesv/wBatG1vGxg8juK0nnXaH5YEcEcYNVZpcqOQF9u9VpCCCc/eqEy8Ag46cU2R8knnmod2etGewPNN6t1p61054NNNJ+FHWkNID0owMijpSduvFBpO1Hakx7UY4o5/ClPQZoxTg7AFQSAevNIMA0rsCTgAD0FMyM0fr9KTseBUjwuIUmKAISVBz3FV2U9c9eKTYV5HU0zZjlhxQ21AO+TTG5PpTDSY55zRt9eOaCcHrxT0POCOPUVJCwSYFejHBrZtmaVtsY3OBnCrzU8kwLb9vzZ5IPFRtMuGLMSSc8UjT/KSsYU+h6Cr2mX1vAxa7jMi44APemy7FYyqv7p84Bbn6VjXVurNuU8elUxhZK6z4YYHxD0sD++//oDV9I3wzYXP/XJv5GviCX/WOP8AaP8AOmGko+tJS0UDg0tIaQ0opaKX2pwYgHHFPDkbSM5H4UmTk85NKMY70KSDkdR60FuM96bng9fekz2pe/NHfNBHFIOOtOB47UnX8KM0UA+lGOKXpx3ozUiSFTxVxLoqm04IHtxSrOd/zgc1G5DZyelRGQ4xjIppckY9qQNjsCPekz6d6Bzn1pwzXUnrTc0e1J0PHX2pDRxjvSdOcflQaQA4zQR260mDn0oOfU80D36UdDx2o2/KG7ZxSqF3fMT0pMcUY5pQCVPtTSfakFBJOKb070m/HXkfWgTIpbehbg7cHGD61EZicVG0pJwaUvnquaDjr+lM2/7VBX0pf4eaQjjt+FNByCoqxCvGc81p6ZqUthcGa3nMc4BAZR604yg/N3JyT60pkJPXjrTGfkhT+tBkAHOM1G0+F6mqr3J/h59zURcMPu811/wwQj4g6ST/AH3/APQGr6Rvf+PC4/65N/KviGX/AFr/AO8f51EaSijFFFKOtLjBNJikIpaSl7UtFLmjJ6UuaQmlyaTNFLR60dqKKOvWiinCij+tGaM804MQe9SBsjjrSM5zg03OaTJoFAPFOFPAGBXUkdaQrQVpNvSk2n0oK8Zo2mk2nFJtz2o25pNp9eaNvSk2ml2/SkCn0pdppNp60bT0pcHJ96Qrg0gjLA8Unlk5x2pDbse1ILViOaT7I9J9lfHYVGbSQkkUn2WTB60otZcDGfwpPsch5p32OTrxTjaODyB+dMe1fb8ozSx2jDqpqZYZBkgZHpSrFJnPlrU6RvjlV/M0gSXnoo9vWmtE7Z3DJHvxTfKkJ+7lfTPNRtbOzDcOB2pTaN2GfxpPIZRjGK674aoy+P8AScj+N/8A0Bq+jLwZsp/+ubfyr4kmhbzXH+2f51H5L0GFvSk8l/Sgwt6UeS3pR5L+lKIWOeKPKfPSgwvgcUnlP6UeS3pR5T9hR5TZ6UeU3pS+U3pSeU3pS+U2M4o8pvSl8ph2pPKb0o8psdKPKb0pRE1HlN6Uohbjinx2s0pIjUtgdBTDC+SCOaPJfuCKXyXxwBR5TAcr170eU45x0pNhAzx0z1o2n0pCp9KNpoKmlAIpxU55FN2kUYNG00BTTgDTxn/9df/Z",
"path": null
} | Figure 5 Localization and recycling of epitope-tagged furin. Parallel plates of BSC-40 ( A and B ), M2 ( C and D ), and A7 cells ( E and F ) grown on glass coverslips were infected with VV:hfur/f (moi = 10). At 4 h after infection, mAb M1 (6 μg/ml final concentration) was added to the culture media for an additional hour. The cells were then fixed and permeabilized, and the samples were incubated with mAb M2 to detect the steady state distribution of furin staining. The samples were then processed for immunofluorescence microscopy. The mAb M1 was detected using a goat anti–mouse IgG 2b -FITC secondary antibody ( A , C, and E ) and mAb M2 was visualized using a goat anti–mouse IgG 1 -TXR antibody ( B , D , and F ). The exposure time in C was adjusted to equal the exposure time in E to compare directly the intensity of fluorescence staining between samples. | CC BY-NC-SA | no | 2022-01-13 07:10:05 | J Cell Biol. 1997 Dec 29; 139(7):1719-1733 |
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