Danestone - Garthdee + Auchinyell circular
| trip_id | direction_id | |
|---|---|---|
| cal_20180916_20181111_ABAO001-1 | 0 | |
| cal_20180916_20181111_ABAO001-10 | 0 | |
| cal_20180916_20181111_ABAO001-100 | 0 | |
| cal_20180916_20181111_ABAO001-101 | 0 | |
| cal_20180916_20181111_ABAO001-102 | 0 | |
| cal_20180916_20181111_ABAO001-103 | 0 | |
| cal_20180916_20181111_ABAO001-104 | 0 | |
| cal_20180916_20181111_ABAO001-105 | 0 | |
| cal_20180916_20181111_ABAO001-106 | 0 | |
| cal_20180916_20181111_ABAO001-107 | 0 | |
| cal_20180916_20181111_ABAO001-108 | 0 | |
| cal_20180916_20181111_ABAO001-109 | 0 | |
| cal_20180916_20181111_ABAO001-11 | 0 | |
| cal_20180916_20181111_ABAO001-110 | 0 | |
| cal_20180916_20181111_ABAO001-111 | 0 | |
| cal_20180916_20181111_ABAO001-112 | 0 | |
| cal_20180916_20181111_ABAO001-113 | 0 | |
| cal_20180916_20181111_ABAO001-114 | 0 | |
| cal_20180916_20181111_ABAO001-115 | 0 | |
| cal_20180916_20181111_ABAO001-116 | 0 | |
| cal_20180916_20181111_ABAO001-117 | 0 | |
| cal_20180916_20181111_ABAO001-118 | 0 | |
| cal_20180916_20181111_ABAO001-119 | 0 | |
| cal_20180916_20181111_ABAO001-12 | 0 | |
| cal_20180916_20181111_ABAO001-120 | 0 | |
| cal_20180916_20181111_ABAO001-121 | 0 | |
| cal_20180916_20181111_ABAO001-122 | 0 | |
| cal_20180916_20181111_ABAO001-123 | 0 | |
| cal_20180916_20181111_ABAO001-124 | 0 | |
| cal_20180916_20181111_ABAO001-125 | 0 | |
| cal_20180916_20181111_ABAO001-126 | 0 | |
| cal_20180916_20181111_ABAO001-127 | 0 | |
| cal_20180916_20181111_ABAO001-128 | 0 | |
| cal_20180916_20181111_ABAO001-129 | 0 | |
| cal_20180916_20181111_ABAO001-13 | 0 | |
| cal_20180916_20181111_ABAO001-130 | 0 | |
| cal_20180916_20181111_ABAO001-131 | 0 | |
| cal_20180916_20181111_ABAO001-132 | 0 | |
| cal_20180916_20181111_ABAO001-133 | 0 | |
| cal_20180916_20181111_ABAO001-134 | 0 | |
| cal_20180916_20181111_ABAO001-135 | 0 | |
| cal_20180916_20181111_ABAO001-136 | 0 | |
| cal_20180916_20181111_ABAO001-137 | 0 | |
| cal_20180916_20181111_ABAO001-138 | 0 | |
| cal_20180916_20181111_ABAO001-139 | 0 | |
| cal_20180916_20181111_ABAO001-14 | 0 | |
| cal_20180916_20181111_ABAO001-140 | 0 | |
| cal_20180916_20181111_ABAO001-141 | 0 | |
| cal_20180916_20181111_ABAO001-142 | 0 | |
| cal_20180916_20181111_ABAO001-143 | 0 | |
| cal_20180916_20181111_ABAO001-144 | 0 | |
| cal_20180916_20181111_ABAO001-145 | 0 | |
| cal_20180916_20181111_ABAO001-146 | 0 | |
| cal_20180916_20181111_ABAO001-147 | 0 | |
| cal_20180916_20181111_ABAO001-148 | 0 | |
| cal_20180916_20181111_ABAO001-149 | 0 | |
| cal_20180916_20181111_ABAO001-15 | 0 | |
| cal_20180916_20181111_ABAO001-150 | 0 | |
| cal_20180916_20181111_ABAO001-151 | 0 | |
| cal_20180916_20181111_ABAO001-152 | 0 | |
| cal_20180916_20181111_ABAO001-153 | 0 | |
| cal_20180916_20181111_ABAO001-154 | 0 | |
| cal_20180916_20181111_ABAO001-155 | 0 | |
| cal_20180916_20181111_ABAO001-156 | 0 | |
| cal_20180916_20181111_ABAO001-157 | 0 | |
| cal_20180916_20181111_ABAO001-158 | 0 | |
| cal_20180916_20181111_ABAO001-159 | 0 | |
| cal_20180916_20181111_ABAO001-16 | 0 | |
| cal_20180916_20181111_ABAO001-160 | 0 | |
| cal_20180916_20181111_ABAO001-161 | 0 | |
| cal_20180916_20181111_ABAO001-162 | 0 | |
| cal_20180916_20181111_ABAO001-163 | 0 | |
| cal_20180916_20181111_ABAO001-164 | 0 | |
| cal_20180916_20181111_ABAO001-165 | 0 | |
| cal_20180916_20181111_ABAO001-166 | 0 | |
| cal_20180916_20181111_ABAO001-167 | 0 | |
| cal_20180916_20181111_ABAO001-168 | 0 | |
| cal_20180916_20181111_ABAO001-169 | 0 | |
| cal_20180916_20181111_ABAO001-17 | 0 | |
| cal_20180916_20181111_ABAO001-170 | 0 | |
| cal_20180916_20181111_ABAO001-171 | 0 | |
| cal_20180916_20181111_ABAO001-172 | 0 | |
| cal_20180916_20181111_ABAO001-173 | 0 | |
| cal_20180916_20181111_ABAO001-174 | 0 | |
| cal_20180916_20181111_ABAO001-175 | 0 | |
| cal_20180916_20181111_ABAO001-176 | 0 | |
| cal_20180916_20181111_ABAO001-177 | 0 | |
| cal_20180916_20181111_ABAO001-178 | 0 | |
| cal_20180916_20181111_ABAO001-179 | 0 | |
| cal_20180916_20181111_ABAO001-18 | 0 | |
| cal_20180916_20181111_ABAO001-180 | 0 | |
| cal_20180916_20181111_ABAO001-181 | 0 | |
| cal_20180916_20181111_ABAO001-182 | 0 | |
| cal_20180916_20181111_ABAO001-183 | 0 | |
| cal_20180916_20181111_ABAO001-184 | 0 | |
| cal_20180916_20181111_ABAO001-185 | 0 | |
| cal_20180916_20181111_ABAO001-186 | 0 | |
| cal_20180916_20181111_ABAO001-187 | 0 | |
| cal_20180916_20181111_ABAO001-188 | 0 | |
| cal_20180916_20181111_ABAO001-189 | 0 | |
| cal_20180916_20181111_ABAO001-19 | 0 | |
| cal_20180916_20181111_ABAO001-190 | 0 | |
| cal_20180916_20181111_ABAO001-191 | 0 | |
| cal_20180916_20181111_ABAO001-192 | 0 | |
| cal_20180916_20181111_ABAO001-193 | 0 | |
| cal_20180916_20181111_ABAO001-194 | 0 | |
| cal_20180916_20181111_ABAO001-195 | 0 | |
| cal_20180916_20181111_ABAO001-196 | 0 | |
| cal_20180916_20181111_ABAO001-197 | 0 | |
| cal_20180916_20181111_ABAO001-198 | 0 | |
| cal_20180916_20181111_ABAO001-199 | 0 | |
| cal_20180916_20181111_ABAO001-2 | 0 | |
| cal_20180916_20181111_ABAO001-20 | 0 | |
| cal_20180916_20181111_ABAO001-200 | 0 | |
| cal_20180916_20181111_ABAO001-201 | 0 | |
| cal_20180916_20181111_ABAO001-202 | 0 | |
| cal_20180916_20181111_ABAO001-203 | 0 | |
| cal_20180916_20181111_ABAO001-204 | 0 | |
| cal_20180916_20181111_ABAO001-205 | 0 | |
| cal_20180916_20181111_ABAO001-206 | 0 | |
| cal_20180916_20181111_ABAO001-207 | 0 | |
| cal_20180916_20181111_ABAO001-208 | 0 | |
| cal_20180916_20181111_ABAO001-209 | 0 | |
| cal_20180916_20181111_ABAO001-21 | 0 | |
| cal_20180916_20181111_ABAO001-210 | 0 | |
| cal_20180916_20181111_ABAO001-211 | 0 | |
| cal_20180916_20181111_ABAO001-212 | 0 | |
| cal_20180916_20181111_ABAO001-213 | 0 | |
| cal_20180916_20181111_ABAO001-214 | 0 | |
| cal_20180916_20181111_ABAO001-215 | 0 | |
| cal_20180916_20181111_ABAO001-216 | 0 | |
| cal_20180916_20181111_ABAO001-217 | 0 | |
| cal_20180916_20181111_ABAO001-218 | 0 | |
| cal_20180916_20181111_ABAO001-219 | 0 | |
| cal_20180916_20181111_ABAO001-22 | 0 | |
| cal_20180916_20181111_ABAO001-220 | 0 | |
| cal_20180916_20181111_ABAO001-221 | 0 | |
| cal_20180916_20181111_ABAO001-222 | 0 | |
| cal_20180916_20181111_ABAO001-223 | 0 | |
| cal_20180916_20181111_ABAO001-224 | 0 | |
| cal_20180916_20181111_ABAO001-225 | 0 | |
| cal_20180916_20181111_ABAO001-226 | 0 | |
| cal_20180916_20181111_ABAO001-227 | 0 | |
| cal_20180916_20181111_ABAO001-228 | 0 | |
| cal_20180916_20181111_ABAO001-229 | 0 | |
| cal_20180916_20181111_ABAO001-23 | 0 | |
| cal_20180916_20181111_ABAO001-230 | 0 | |
| cal_20180916_20181111_ABAO001-231 | 0 | |
| cal_20180916_20181111_ABAO001-232 | 0 | |
| cal_20180916_20181111_ABAO001-233 | 0 | |
| cal_20180916_20181111_ABAO001-234 | 0 | |
| cal_20180916_20181111_ABAO001-235 | 0 | |
| cal_20180916_20181111_ABAO001-236 | 0 | |
| cal_20180916_20181111_ABAO001-237 | 0 | |
| cal_20180916_20181111_ABAO001-238 | 0 | |
| cal_20180916_20181111_ABAO001-239 | 0 | |
| cal_20180916_20181111_ABAO001-24 | 0 | |
| cal_20180916_20181111_ABAO001-240 | 0 | |
| cal_20180916_20181111_ABAO001-241 | 0 | |
| cal_20180916_20181111_ABAO001-242 | 0 | |
| cal_20180916_20181111_ABAO001-243 | 0 | |
| cal_20180916_20181111_ABAO001-244 | 0 | |
| cal_20180916_20181111_ABAO001-245 | 0 | |
| cal_20180916_20181111_ABAO001-246 | 0 | |
| cal_20180916_20181111_ABAO001-247 | 0 | |
| cal_20180916_20181111_ABAO001-248 | 0 | |
| cal_20180916_20181111_ABAO001-249 | 0 | |
| cal_20180916_20181111_ABAO001-25 | 0 | |
| cal_20180916_20181111_ABAO001-250 | 0 | |
| cal_20180916_20181111_ABAO001-251 | 0 | |
| cal_20180916_20181111_ABAO001-26 | 0 | |
| cal_20180916_20181111_ABAO001-27 | 0 | |
| cal_20180916_20181111_ABAO001-28 | 0 | |
| cal_20180916_20181111_ABAO001-29 | 0 | |
| cal_20180916_20181111_ABAO001-3 | 0 | |
| cal_20180916_20181111_ABAO001-30 | 0 | |
| cal_20180916_20181111_ABAO001-31 | 0 | |
| cal_20180916_20181111_ABAO001-32 | 0 | |
| cal_20180916_20181111_ABAO001-33 | 0 | |
| cal_20180916_20181111_ABAO001-34 | 0 | |
| cal_20180916_20181111_ABAO001-35 | 0 | |
| cal_20180916_20181111_ABAO001-36 | 0 | |
| cal_20180916_20181111_ABAO001-37 | 0 | |
| cal_20180916_20181111_ABAO001-38 | 0 | |
| cal_20180916_20181111_ABAO001-39 | 0 | |
| cal_20180916_20181111_ABAO001-4 | 0 | |
| cal_20180916_20181111_ABAO001-40 | 0 | |
| cal_20180916_20181111_ABAO001-41 | 0 | |
| cal_20180916_20181111_ABAO001-42 | 0 | |
| cal_20180916_20181111_ABAO001-43 | 0 | |
| cal_20180916_20181111_ABAO001-44 | 0 | |
| cal_20180916_20181111_ABAO001-45 | 0 | |
| cal_20180916_20181111_ABAO001-46 | 0 | |
| cal_20180916_20181111_ABAO001-47 | 0 | |
| cal_20180916_20181111_ABAO001-48 | 0 | |
| cal_20180916_20181111_ABAO001-49 | 0 | |
| cal_20180916_20181111_ABAO001-5 | 0 | |
| cal_20180916_20181111_ABAO001-50 | 0 | |
| cal_20180916_20181111_ABAO001-51 | 0 | |
| cal_20180916_20181111_ABAO001-52 | 0 | |
| cal_20180916_20181111_ABAO001-53 | 0 | |
| cal_20180916_20181111_ABAO001-54 | 0 | |
| cal_20180916_20181111_ABAO001-55 | 0 | |
| cal_20180916_20181111_ABAO001-56 | 0 | |
| cal_20180916_20181111_ABAO001-57 | 0 | |
| cal_20180916_20181111_ABAO001-58 | 0 | |
| cal_20180916_20181111_ABAO001-59 | 0 | |
| cal_20180916_20181111_ABAO001-6 | 0 | |
| cal_20180916_20181111_ABAO001-60 | 0 | |
| cal_20180916_20181111_ABAO001-61 | 0 | |
| cal_20180916_20181111_ABAO001-62 | 0 | |
| cal_20180916_20181111_ABAO001-63 | 0 | |
| cal_20180916_20181111_ABAO001-64 | 0 | |
| cal_20180916_20181111_ABAO001-65 | 0 | |
| cal_20180916_20181111_ABAO001-66 | 0 | |
| cal_20180916_20181111_ABAO001-67 | 0 | |
| cal_20180916_20181111_ABAO001-68 | 0 | |
| cal_20180916_20181111_ABAO001-69 | 0 | |
| cal_20180916_20181111_ABAO001-7 | 0 | |
| cal_20180916_20181111_ABAO001-70 | 0 | |
| cal_20180916_20181111_ABAO001-71 | 0 | |
| cal_20180916_20181111_ABAO001-72 | 0 | |
| cal_20180916_20181111_ABAO001-73 | 0 | |
| cal_20180916_20181111_ABAO001-74 | 0 | |
| cal_20180916_20181111_ABAO001-75 | 0 | |
| cal_20180916_20181111_ABAO001-76 | 0 | |
| cal_20180916_20181111_ABAO001-77 | 0 | |
| cal_20180916_20181111_ABAO001-78 | 0 | |
| cal_20180916_20181111_ABAO001-79 | 0 | |
| cal_20180916_20181111_ABAO001-8 | 0 | |
| cal_20180916_20181111_ABAO001-80 | 0 | |
| cal_20180916_20181111_ABAO001-81 | 0 | |
| cal_20180916_20181111_ABAO001-82 | 0 | |
| cal_20180916_20181111_ABAO001-83 | 0 | |
| cal_20180916_20181111_ABAO001-84 | 0 | |
| cal_20180916_20181111_ABAO001-85 | 0 | |
| cal_20180916_20181111_ABAO001-86 | 0 | |
| cal_20180916_20181111_ABAO001-87 | 0 | |
| cal_20180916_20181111_ABAO001-88 | 0 | |
| cal_20180916_20181111_ABAO001-89 | 0 | |
| cal_20180916_20181111_ABAO001-9 | 0 | |
| cal_20180916_20181111_ABAO001-90 | 0 | |
| cal_20180916_20181111_ABAO001-91 | 0 | |
| cal_20180916_20181111_ABAO001-92 | 0 | |
| cal_20180916_20181111_ABAO001-93 | 0 | |
| cal_20180916_20181111_ABAO001-94 | 0 | |
| cal_20180916_20181111_ABAO001-95 | 0 | |
| cal_20180916_20181111_ABAO001-96 | 0 | |
| cal_20180916_20181111_ABAO001-97 | 0 | |
| cal_20180916_20181111_ABAO001-98 | 0 | |
| cal_20180916_20181111_ABAO001-99 | 0 |
| stop_name | |
|---|---|
| Wallacebrae Road | |
| Fairview Grange | |
| Wallacebrae Terrace | |
| Fairview Road | |
| Fairview Way | |
| Fairview Brae | |
| The Parkway | |
| The Parkway | |
| Barbour Brae | |
| Bodachra Place | |
| Bodachra Road | |
| Balgownie Drive | |
| Kinord Circle | |
| Balgownie Road | |
| Danestone Terrace | |
| Fraserfield Gardens | |
| Broadfold Drive | |
| Hutcheon Gardens | |
| Balgownie Crescent | |
| Donmouth Road | |
| Beach Esplanade | |
| Lord Hay's Road | |
| Seaton Place | |
| Seaton Drive | |
| School Road | |
| Regent Walk | |
| University Road | |
| Orchard Street | |
| St Peter Street | |
| Errol Street |