diff --git a/tests/data/TechProfile-TT-multi-uni-HSIA.json b/tests/data/TechProfile-TT-multi-uni-HSIA.json
deleted file mode 100644
index c40ef21..0000000
--- a/tests/data/TechProfile-TT-multi-uni-HSIA.json
+++ /dev/null
@@ -1,55 +0,0 @@
-{
-	"name": "HSIA",
-	"profile_type": "XPON",
-	"version": 1,
-	"num_gem_ports": 1,
-	"instance_control": {
-		"onu": "multi-instance",
-		"uni": "single-instance",
-		"max_gem_payload_size": "auto"
-	},
-	"us_scheduler": {
-		"additional_bw": "AdditionalBW_BestEffort",
-		"direction": "UPSTREAM",
-		"priority": 2,
-		"weight": 20,
-		"q_sched_policy": "StrictPriority"
-	},
-	"ds_scheduler": {
-		"additional_bw": "AdditionalBW_BestEffort",
-		"direction": "DOWNSTREAM",
-		"priority": 2,
-		"weight": 20,
-		"q_sched_policy": "StrictPriority"
-	},
-	"upstream_gem_port_attribute_list": [{
-			"pbit_map": "0b00000001",
-			"aes_encryption": "True",
-			"scheduling_policy": "StrictPriority",
-			"priority_q": 2,
-			"weight": 20,
-			"discard_policy": "TailDrop",
-			"max_q_size": "auto",
-			"discard_config": {
-        			"max_threshold": 0,
-        			"min_threshold": 0,
-        			"max_probability": 0
-      			}
-		}
-	],
-	"downstream_gem_port_attribute_list": [{
-			"pbit_map": "0b00000001",
-			"aes_encryption": "True",
-			"scheduling_policy": "StrictPriority",
-			"priority_q": 2,
-			"weight": 20,
-			"discard_policy": "TailDrop",
-			"max_q_size": "auto",
-			"discard_config": {
-				"max_threshold": 0,
-				"min_threshold": 0,
-				"max_probability": 0
-			}
-		}
-	]
-}
diff --git a/tests/data/TechProfile-TT-multi-uni-VoIP.json b/tests/data/TechProfile-TT-multi-uni-VoIP.json
deleted file mode 100644
index 10b1d8a..0000000
--- a/tests/data/TechProfile-TT-multi-uni-VoIP.json
+++ /dev/null
@@ -1,55 +0,0 @@
-{
-	"name": "VOIP",
-	"profile_type": "XPON",
-	"version": 1,
-	"num_gem_ports": 1,
-	"instance_control": {
-		"onu": "multi-instance",
-		"uni": "single-instance",
-		"max_gem_payload_size": "auto"
-	},
-	"us_scheduler": {
-		"additional_bw": "AdditionalBW_None",
-		"direction": "UPSTREAM",
-		"priority": 0,
-		"weight": 20,
-		"q_sched_policy": "StrictPriority"
-	},
-	"ds_scheduler": {
-		"additional_bw": "AdditionalBW_BestEffort",
-		"direction": "DOWNSTREAM",
-		"priority": 0,
-		"weight": 20,
-		"q_sched_policy": "StrictPriority"
-	},
-	"upstream_gem_port_attribute_list": [{
-			"pbit_map": "0b10000000",
-			"aes_encryption": "True",
-			"scheduling_policy": "StrictPriority",
-			"priority_q": 0,
-			"weight": 20,
-			"discard_policy": "TailDrop",
-			"max_q_size": "auto",
-			"discard_config": {
-        			"max_threshold": 0,
-        			"min_threshold": 0,
-        			"max_probability": 0
-      			}
-		}
-	],
-	"downstream_gem_port_attribute_list": [{
-			"pbit_map": "0b10000000",
-			"aes_encryption": "True",
-			"scheduling_policy": "StrictPriority",
-			"priority_q": 0,
-			"weight": 20,
-			"discard_policy": "TailDrop",
-			"max_q_size": "auto",
-			"discard_config": {
-				"max_threshold": 0,
-				"min_threshold": 0,
-				"max_probability": 0
-			}
-		}
-	]
-}
